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|
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
5c1103b8a9b6e3386eb068356e21032f5053abb8
|
8217f7986187902617ad1bf89cb789618a90dd0a
|
/source/2.4.1/macros/m2sci/isname.sci
|
014a8d16b8b39bcdebf41930f17f46e914b42afb
|
[
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] |
permissive
|
clg55/Scilab-Workbench
|
4ebc01d2daea5026ad07fbfc53e16d4b29179502
|
9f8fd29c7f2a98100fa9aed8b58f6768d24a1875
|
refs/heads/master
| 2023-05-31T04:06:22.931111
| 2022-09-13T14:41:51
| 2022-09-13T14:41:51
| 258,270,193
| 0
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 112
|
sci
|
isname.sci
|
function r=isname(str)
//answers true if str represents a variable name
// Copyright INRIA
r=or(str==vnms(:,2))
|
9e9fd97606209677c2a2a0d00f9ee30c0688e76a
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/462/CH10/EX10.5/ex_10_5.sce
|
da44a4969b561a291fd44b617d461da43afede67
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 520
|
sce
|
ex_10_5.sce
|
//example 10.5//
clc
//clears the window//
clear
//clears already existing variables//
disp('the digital value 000 should be assigned to the analog voltage interval 0V +-S/2, Since in 2''s compliment representation, there is one more negative number than the number of positive numbers, the analog voltage from -V to +V should be divided in seven intervals, each of size S=2V/7, and one digital value is to be assigned to each interval. The extra digit output 100 can be used to represent the interval -V to -9V/7')
|
5653d47a7d8db2e8c956a1e43f4f288e4d64defe
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/876/CH5/EX5.3/Ex5_3.sce
|
481ea30ef493db0e94b69cecb419a90966dc6058
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 236
|
sce
|
Ex5_3.sce
|
//caption:Find equivalant voltage source of the ac current source
//Ex5.3
clc
clear
close
Is=1//current value(in A)
Zs=100//source impedance(in ohm)
Veq=Is*Zs
disp(Veq,'equivalant voltage source of the ac current source(in V)=')
|
209ac8eac0400ed771cdd48807e733ec8564bafc
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1226/CH7/EX7.3/EX7_3.sce
|
42242e5e4abb7cdf0cbdd247a370fbe279ca8fb3
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,246
|
sce
|
EX7_3.sce
|
clc;funcprot(0)//EXAMPLE 7.3
//Initializing the variables
n=4;..............//No of cylinders
d=5;.............//diameter of orifice in cm
dsi=d/100;..........// diameter in m
Cd=0.6;.............//Co-efficient of discharge
D=10;..............//Engine bore in cm
Dsi=d/100;............//Engine bore in m
L=12;................//Engine stroke in cm
Lsi=L/100;............//Engine stroke in m
N=1200;...............//Engine rpm
hw=0.046;............//Pressure drop across orifice in m of water
T = 17;..........//Ambient Temparature in Degree Celsius
Tk = T+273;..........// Ambient Temperature in Kelvin
Pbar = 1;.............// Ambient pressure in bar
Ppa = 1 * (10^5);.......//Ambient pressure in Pascal
R = 287;.............// Gas constant in J/kg.K
rhow = 1000;............//Density of water in kg/m^3
g=9.81;...............//Acceleration due to gravity
//Calculations
rhoa= Ppa/(R*Tk);.........//Density of air
ha= (hw*rhow)/rhoa;
av= sqrt(2*g*ha);.............//Air velocity
area = (%pi/4)*(dsi^2);
Vact = Cd*area*av;.............// V actual
Vswt = n*(%pi/4)*(Dsi^2)*Lsi*(N/60*2);
eff = Vact/Vswt;...............//Volumetric efficiency
disp (eff,"The volumetric efficiency based on the free air condition : ")
|
c925e33924a6aef7b9237b526e481a9798b19757
|
717ddeb7e700373742c617a95e25a2376565112c
|
/1340/CH7/EX7.9/7_9.sce
|
ed24c9521a8f4d2bc93e60c6054814c8bbce044d
|
[] |
no_license
|
appucrossroads/Scilab-TBC-Uploads
|
b7ce9a8665d6253926fa8cc0989cda3c0db8e63d
|
1d1c6f68fe7afb15ea12fd38492ec171491f8ce7
|
refs/heads/master
| 2021-01-22T04:15:15.512674
| 2017-09-19T11:51:56
| 2017-09-19T11:51:56
| 92,444,732
| 0
| 0
| null | 2017-05-25T21:09:20
| 2017-05-25T21:09:19
| null |
UTF-8
|
Scilab
| false
| false
| 299
|
sce
|
7_9.sce
|
clc;
s = %s;
G = syslin('c',100/(s*(s+10)));
H = syslin('c',1/(s+5));
syms t s;
R = laplace(1,t,s);
E = R/(1+G*H);
sse = limit(s*E,s,0);disp(sse,"steady state error for step input:");
R1 = laplace(t,t,s);
E = R1/(1+G*H);
sse = limit(s*E,s,0);disp(sse,"steady state error for ramp input:");
|
8a84622992391ac6a6cf013ae4c6174c9b19f651
|
3c9ed378363a111d20ce027e85cbc5ac9629bbb9
|
/interpolacion_lagrange.sce
|
ffc3da511b9969563d732fed22255484648a7ad3
|
[] |
no_license
|
JeG99/scilab-code
|
2b9eade6e57730a6274fb7ffc3f723bfd26d6153
|
eae76b665688e04a5de2af8b56d0357ab0de340b
|
refs/heads/master
| 2022-10-09T06:33:39.463575
| 2020-06-06T03:52:43
| 2020-06-06T03:52:43
| 269,859,512
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 3,046
|
sce
|
interpolacion_lagrange.sce
|
clear
///////////////////////////////////////////////////////
// interpolacion_lagrange.sce
//
// Este programa aproxima la evaluación de ln x por
// medio de la interpolación con el método de Lagrange
// dada una x y una lista de pares coordenados.
//
// José Elías Garza Vázquez
// Andrés Alam Sánchez Torres
// 04 / Feb / 20 version 1.0
//////////////////////////////////////////////////////
//////////////////////////////////////////////////////
// fn
//
// Funcion que aproxima f(x) = ln x en un punto dada
// una x y una lista de pares coordenados, con el
// método de interpolación de Lagrange.
//
// Parametros:
// mat es la matriz que contiene todos los pares
// coordenados
// x es el valor de x para evaluar
// Regresa:
// summation es el valor aproximado de ln x
// para la x dada
/////////////////////////////////////////////////////
function summation = fn(mat, x)
// inicializo la sumatoria
summation = 0
// obtengo número de pares coordenados
n = size(mat)(1)
// elaboro ciclo para calcular sumatoria
for i = 1 : n
// calculo el siguiente término a sumar
nextTerm = li(n, i, x, mat)*mat(i, 2)
// sumo el siguiente término
summation = summation + nextTerm
end
endfunction
//////////////////////////////////////////////////////
// li
//
// Funcion que calcula el siguiente factor a multilpicar
// por el siguiente valor de ln x dado por la matriz, para
// sumar el producto en la función fn.
//
// Parametros:
// n es la cantidad de pares coordenados dados
// i es el índice actual en la sumatoria en fn
// x es el valor en x que se desea aproximar
// para ln x
// mat es el conjunto de todos los pares coordenados
// Regresa:
// product es el siguiente factor a multiplicar en
// la sumatoria hecha en fn
/////////////////////////////////////////////////////
function product = li(n, i, x, mat)
// inicializo el productorio
product = 1
// elaboro ciclo para calcular productorio
for j = 1 : n
// si el índice actual es distinto al actual de la sumatoria en fn ...
if j ~= i
// ... calculo el siguiente factor para el productorio
nextFactor = (x - mat(j, 1))/(mat(i, 1) - mat(j, 1))
// multiplico el producto actual por el factor
product = product*nextFactor
end
end
endfunction
/////// Programa Principal
// pido los valores
// inicializo el valor de x a evaluar
x = 0
// elaboro ciclo para recibir x dentro del dominio de ln x
while(x > 0)
// pido x de nuevo si el valor está fuera del dominio de ln x
x = input("Inserte un valor de x para aproximar ln x")
end
// pido una matriz con los pares coordenados
pares = input("Inserte una lista de pares coordenados" + ascii(10) + "Ej: [1, 2.41; 4, 4.234; 2, 3]")
// Se despliega la evaluación de ln x aproximada
disp(fn(pares, 2))
|
8f63ea80c18f5de5bc6a5727b4427fcd220c82ff
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1760/CH2/EX2.60/EX2_60.sce
|
649bbe1b652b1354908e495b1264ec3d8c03b27b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 918
|
sce
|
EX2_60.sce
|
//EXAMPLE 2-60 PG NO-103-104
Z1=6+%i*8;
V=230; // VOLTAGE
Y1=1/Z1;
disp('i) ADMITTANCE (Y1) is = '+string (Y1) +' siemens ');
G1=0.06;
B1=-0.08;
Z2=4-%i*3;
Y2=1/Z2;
disp('ii) ADMITTANCE (Y2) is = '+string (Y2) +' siemens ');
G2=0.16;
B2=0.12;
TL=G1+G2; //TOTAL CONDUCTANCE
disp('iii) TOTAL CONDUCTANCE (TL) is = '+string (TL) +' siemens');
TS=B1+B2; //TOTAL SUSCEPTANCE
disp('iv) TOTAL SUSCEPTANCE (TS) is = '+string (TS) +' siemens ');
I1=V*Y1; // CURRENT
disp('v) CURRENT (I1) is = '+string (I1) +' A ');
I2=V*Y2;
disp('vi) CURRENT (I2) is = '+string (I2) +' A ');
TI=I1+I2; //TOTAL CURRENT
disp('vii) TOTAL CURRENT (TI) is = '+string (TI) +' A ');
PF=cos(degree(10.3));
disp('i) POWER FACTOR (PF) is = '+string (PF) +' leading ');
|
5e52d972975bb6501aefce459c32e596ea643e49
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/704/CH2/EX2.17/ex2_17.sce
|
04c0c4c0fad4a39a50cf75435a2012fda30abc46
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 406
|
sce
|
ex2_17.sce
|
//Caption:calculate the gross torque in dc machine
//Exam:2.17
clc;
clear;
close;
P=4;//number of poles
Z=1600;//number of armature conductor
F=0.027;//flux per pole(in Wb)
A=2;//number of parallel paths (wave wound)
I=75;//current in machine(in Amp)
N=1000;//speed of the motor(in rpm)
T=0.1591*P*F*Z*I/A;//torque generate in machine(in Nw-m)
disp(T,'Torque generated in machine (in Nw-m)=');
|
fe9dfd4318fae486101dad7ff3bbf85776ab5c0d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1583/CH4/EX4.4/FSNT_Ex_4_4.sce
|
44fef7c0dee73fb5c9982e5d24ffc107bd15b991
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 447
|
sce
|
FSNT_Ex_4_4.sce
|
clc
//Chapter 4:Frequency selective networks and transformers
//example 4.4 page no 121
//given
L1=25*10^-6//primary inductance
L2=400*10^-6//secondary inductane
n=(sqrt(L1/L2))//equivalent turns ratio
CT=(8+(2/n^2))*1e-12//total primary capacitance
RL=25*10^3//load resistance reflected to the primary
wo=(sqrt(L1*CT))^-1//resonant frequency
Q=RL/(wo*L1)//quality point
mprintf('the resonant frequency is %3.2e rad/s \n Q = %f',wo,Q)
|
9e7a02b2842da0158e665b7a8452434f00c9cc09
|
1b969fbb81566edd3ef2887c98b61d98b380afd4
|
/Rez/bivariate-lcmsr-post_mi/bfas_ac_hrz_ind/~BivLCM-SR-bfas_ac_hrz_ind-PLin-VLin.tst
|
9219deec752001091d6581207f6c2240fcf57748
|
[] |
no_license
|
psdlab/life-in-time-values-and-personality
|
35fbf5bbe4edd54b429a934caf289fbb0edfefee
|
7f6f8e9a6c24f29faa02ee9baffbe8ae556e227e
|
refs/heads/master
| 2020-03-24T22:08:27.964205
| 2019-03-04T17:03:26
| 2019-03-04T17:03:26
| 143,070,821
| 1
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 11,974
|
tst
|
~BivLCM-SR-bfas_ac_hrz_ind-PLin-VLin.tst
|
THE OPTIMIZATION ALGORITHM HAS CHANGED TO THE EM ALGORITHM.
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
1 2 3 4 5
________ ________ ________ ________ ________
1 0.264496D+00
2 -0.447897D-02 0.225313D-02
3 -0.204951D-01 0.370831D-03 0.214361D+00
4 0.502484D-03 -0.141078D-03 -0.167061D-02 0.179496D-02
5 0.111262D-03 0.226861D-03 -0.140689D-02 0.396564D-04 0.268093D-02
6 -0.149094D-03 0.484059D-04 0.527049D-03 0.104668D-05 -0.403853D-04
7 0.174098D-03 -0.164320D-04 0.174309D-02 0.449829D-04 -0.248626D-03
8 0.960275D-03 -0.122250D-03 -0.746414D-04 0.146146D-04 0.672392D-04
9 -0.506924D+00 0.247504D-01 0.264811D+00 -0.852842D-02 -0.114705D-01
10 -0.384379D+00 -0.399352D-03 0.135772D+00 0.196243D-02 0.117083D+00
11 0.282920D-01 -0.439346D-02 0.148993D+00 0.825694D-02 -0.113762D-01
12 0.210723D+00 -0.259756D-02 -0.377182D+00 0.468200D-01 0.165469D-01
13 -0.716739D-02 -0.238729D-02 0.224442D-01 -0.119976D-02 -0.161133D-01
14 0.118482D+00 0.447084D-03 -0.431230D+00 0.726518D-02 0.485903D-02
15 -0.249367D+01 0.924742D-01 0.282270D+00 -0.110154D-01 -0.368293D-01
16 0.532792D-01 -0.158049D-01 0.688707D-02 0.169387D-02 -0.203932D-04
17 -0.680556D-02 -0.490780D-03 0.323523D-03 0.239873D-03 -0.974086D-03
18 0.387314D+00 0.477778D-02 0.353474D+00 0.148433D-01 0.481946D-01
19 0.240508D-01 0.251266D-02 0.457762D-01 -0.144244D-02 -0.163765D-01
20 0.251805D+00 0.456157D-02 -0.522684D+00 -0.232573D-01 -0.272260D-01
21 -0.108434D-01 0.915174D-03 -0.263398D-01 0.127173D-02 0.159636D-01
22 -0.514038D-03 0.120014D-03 -0.321121D-02 -0.179721D-03 -0.382241D-04
23 0.105769D-01 -0.775069D-03 0.161507D-02 -0.462949D-02 0.307153D-03
24 -0.230940D-02 0.363243D-04 -0.162380D-02 0.100989D-03 0.248065D-03
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
6 7 8 9 10
________ ________ ________ ________ ________
6 0.661699D-03
7 0.581826D-03 0.216452D-02
8 -0.898970D-04 0.412479D-05 0.239304D-02
9 -0.626060D-02 -0.506412D-02 0.256177D-01 0.464211D+02
10 -0.262976D-02 -0.121511D-01 -0.431473D-02 -0.963304D+00 0.159964D+02
11 0.248588D-01 0.524252D-01 0.384636D-02 0.567684D+00 0.169112D+00
12 0.306349D-02 0.142132D-01 0.702377D-01 0.100506D+02 -0.806733D-01
13 0.292542D-01 0.730874D-01 -0.446067D-02 -0.119208D+01 -0.373049D+00
14 -0.260861D-02 -0.364378D-02 0.176797D+00 0.117236D+01 0.515591D+00
15 -0.738302D-02 -0.254606D-01 -0.236779D-01 0.489050D+01 -0.775789D+01
16 -0.110175D-02 -0.998248D-03 0.126904D-02 0.443379D+00 0.175353D-01
17 0.700864D-04 0.462681D-03 0.809843D-04 -0.134615D+00 0.364026D-01
18 -0.804191D-02 -0.564625D-01 -0.102234D-01 -0.177612D+01 0.342897D+01
19 -0.585944D-02 0.989284D-02 0.488525D-02 0.713562D+00 -0.854468D+00
20 -0.974626D-02 -0.285264D-01 -0.118137D+00 -0.192026D+01 0.605260D-01
21 0.751581D-02 -0.876238D-02 -0.381085D-02 -0.753416D+00 0.885500D+00
22 -0.187112D-03 -0.288239D-03 -0.600340D-04 0.701640D-02 -0.288324D-01
23 -0.117289D-03 -0.746319D-03 0.109395D-02 0.313967D-01 0.805727D-02
24 0.829730D-04 0.221540D-03 -0.395324D-03 -0.153109D-01 0.836878D-02
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
11 12 13 14 15
________ ________ ________ ________ ________
11 0.321188D+02
12 0.607577D+01 0.119484D+03
13 0.117736D+01 0.222990D+01 0.919807D+01
14 0.211128D+01 0.112753D+02 -0.166098D+01 0.449112D+02
15 -0.196278D+01 0.487016D+01 -0.140226D+01 0.752330D+00 0.238890D+03
16 0.743784D-02 0.142328D+00 -0.184087D+00 0.126034D+00 0.172383D+01
17 0.197683D-01 -0.700362D-01 0.185480D-01 -0.141046D-01 -0.118276D+01
18 -0.153173D+01 -0.346029D+01 -0.241089D+01 -0.154826D+01 -0.318863D+02
19 0.624041D+00 0.122198D+01 -0.305176D+00 0.295957D+00 -0.146803D+00
20 -0.238056D+01 -0.250639D+02 0.876502D+00 -0.172332D+02 -0.344505D+01
21 -0.347610D+00 -0.111740D+01 0.472993D+00 -0.333154D+00 -0.361721D+00
22 -0.410442D-01 0.217039D-01 -0.114524D-01 0.640387D-02 0.178167D+00
23 -0.298719D-01 0.407107D+00 -0.954283D-01 0.167610D+00 -0.525205D-01
24 -0.597959D-02 -0.314311D-01 0.111337D-01 -0.551663D-01 -0.274858D-02
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
16 17 18 19 20
________ ________ ________ ________ ________
16 0.525647D+00
17 -0.430099D-01 0.161135D-01
18 -0.280429D+00 0.155814D+00 0.811381D+02
19 -0.274768D-02 0.826360D-02 0.425171D+00 0.305009D+01
20 -0.163113D+00 0.272467D-01 -0.265229D+02 -0.210859D-01 0.133099D+03
21 -0.183780D+00 0.157064D-02 0.938838D+00 -0.274057D+01 -0.509713D+00
22 0.546304D-02 -0.289071D-02 -0.403944D+00 -0.194490D-01 0.138444D+00
23 0.300053D-01 -0.266440D-02 -0.229578D+00 -0.326948D-01 0.146828D+01
24 -0.241385D-02 0.602956D-03 0.153436D+00 -0.908014D-02 -0.610151D+00
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
21 22 23 24
________ ________ ________ ________
21 0.314994D+01
22 -0.123829D-01 0.548298D-02
23 -0.318577D-01 0.187695D-02 0.233110D+00
24 0.129923D-01 -0.147623D-02 -0.195169D-01 0.738524D-02
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
1 2 3 4 5
________ ________ ________ ________ ________
1 1.000
2 -0.183 1.000
3 -0.086 0.017 1.000
4 0.023 -0.070 -0.085 1.000
5 0.004 0.092 -0.059 0.018 1.000
6 -0.011 0.040 0.044 0.001 -0.030
7 0.007 -0.007 0.081 0.023 -0.103
8 0.038 -0.053 -0.003 0.007 0.027
9 -0.145 0.077 0.084 -0.030 -0.033
10 -0.187 -0.002 0.073 0.012 0.565
11 0.010 -0.016 0.057 0.034 -0.039
12 0.037 -0.005 -0.075 0.101 0.029
13 -0.005 -0.017 0.016 -0.009 -0.103
14 0.034 0.001 -0.139 0.026 0.014
15 -0.314 0.126 0.039 -0.017 -0.046
16 0.143 -0.459 0.021 0.055 -0.001
17 -0.104 -0.081 0.006 0.045 -0.148
18 0.084 0.011 0.085 0.039 0.103
19 0.027 0.030 0.057 -0.019 -0.181
20 0.042 0.008 -0.098 -0.048 -0.046
21 -0.012 0.011 -0.032 0.017 0.174
22 -0.013 0.034 -0.094 -0.057 -0.010
23 0.043 -0.034 0.007 -0.226 0.012
24 -0.052 0.009 -0.041 0.028 0.056
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
6 7 8 9 10
________ ________ ________ ________ ________
6 1.000
7 0.486 1.000
8 -0.071 0.002 1.000
9 -0.036 -0.016 0.077 1.000
10 -0.026 -0.065 -0.022 -0.035 1.000
11 0.171 0.199 0.014 0.015 0.007
12 0.011 0.028 0.131 0.135 -0.002
13 0.375 0.518 -0.030 -0.058 -0.031
14 -0.015 -0.012 0.539 0.026 0.019
15 -0.019 -0.035 -0.031 0.046 -0.125
16 -0.059 -0.030 0.036 0.090 0.006
17 0.021 0.078 0.013 -0.156 0.072
18 -0.035 -0.135 -0.023 -0.029 0.095
19 -0.130 0.122 0.057 0.060 -0.122
20 -0.033 -0.053 -0.209 -0.024 0.001
21 0.165 -0.106 -0.044 -0.062 0.125
22 -0.098 -0.084 -0.017 0.014 -0.097
23 -0.009 -0.033 0.046 0.010 0.004
24 0.038 0.055 -0.094 -0.026 0.024
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
11 12 13 14 15
________ ________ ________ ________ ________
11 1.000
12 0.098 1.000
13 0.068 0.067 1.000
14 0.056 0.154 -0.082 1.000
15 -0.022 0.029 -0.030 0.007 1.000
16 0.002 0.018 -0.084 0.026 0.154
17 0.027 -0.050 0.048 -0.017 -0.603
18 -0.030 -0.035 -0.088 -0.026 -0.229
19 0.063 0.064 -0.058 0.025 -0.005
20 -0.036 -0.199 0.025 -0.223 -0.019
21 -0.035 -0.058 0.088 -0.028 -0.013
22 -0.098 0.027 -0.051 0.013 0.156
23 -0.011 0.077 -0.065 0.052 -0.007
24 -0.012 -0.033 0.043 -0.096 -0.002
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
16 17 18 19 20
________ ________ ________ ________ ________
16 1.000
17 -0.467 1.000
18 -0.043 0.136 1.000
19 -0.002 0.037 0.027 1.000
20 -0.020 0.019 -0.255 -0.001 1.000
21 -0.143 0.007 0.059 -0.884 -0.025
22 0.102 -0.308 -0.606 -0.150 0.162
23 0.086 -0.043 -0.053 -0.039 0.264
24 -0.039 0.055 0.198 -0.060 -0.615
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
21 22 23 24
________ ________ ________ ________
21 1.000
22 -0.094 1.000
23 -0.037 0.053 1.000
24 0.085 -0.232 -0.470 1.000
|
ab9e57b1074f5ab0c3e50253f0884dea5c126ee3
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3392/CH11/EX11.3/Ex11_3.sce
|
1ff9b4d824c571e0349e063c49d350cc92eb6300
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 2,761
|
sce
|
Ex11_3.sce
|
clc
// initialization of variables
clear
E=200 //GPa
a=10 //mm
v=0.29
ci=25.072 //mm
co=25 //mm
b=50 //mm
rr=0.072 //mm
re=0.025 //mm
alpha=0.0000117 // per celcius
//calculations
E=E*10^3
p1=300 //MPa
term1=co/(E*(b^2-co^2))*((1-v)*co^2+(1+v)*b^2)
term2=-ci/(E*(ci^2-a^2))*((-(1-v)*ci^2)-(1+v)*a^2)
ps=rr/(term1+term2)
// Inner cylinder p1=0 p2=ps a=10 b=25
// outer cylinder p1=ps p2=0 a=25 b=50
// S_rr=(p1*a^2-p2*b^2)/(b^2-a^2)-(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
// S_th=(p1*a^2-p2*b^2)/(b^2-a^2)+(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
// results
// residual stresses for inner cylinder
p1=0
p2=ps
r=10
a=10
b=25
S_rri1=(p1*a^2-p2*b^2)/(b^2-a^2)-(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
S_thi1=(p1*a^2-p2*b^2)/(b^2-a^2)+(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
printf('\n Inner cylinder')
printf('\n r = %d mm',r)
printf('\n S_rr|R = %d MPa, S_th|R = %.1f MPa',S_rri1,S_thi1)
r=25
S_rri2=(p1*a^2-p2*b^2)/(b^2-a^2)-(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
S_thi2=(p1*a^2-p2*b^2)/(b^2-a^2)+(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
printf('\n r = %d mm',r)
printf('\n S_rr|R = %.1f MPa, S_th|R = %.1f MPa',S_rri2,S_thi2)
// residual stresses for outer cylinder
p1=ps
p2=0
a=25
b=50
r=25
S_rro1=(p1*a^2-p2*b^2)/(b^2-a^2)-(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
S_tho1=(p1*a^2-p2*b^2)/(b^2-a^2)+(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
printf('\n')
printf('\n Outer cylinder')
printf('\n r = %d mm',r)
printf('\n S_rr|R = %d MPa, S_th|R = %.1f MPa',S_rro1,S_tho1)
r=50
S_rro2=(p1*a^2-p2*b^2)/(b^2-a^2)-(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
S_tho2=(p1*a^2-p2*b^2)/(b^2-a^2)+(a^2*b^2)/(r^2*(b^2-a^2))*(p1-p2)
printf('\n r = %d mm',r)
printf('\n S_rr|R = %.1f MPa, S_th|R = %.1f MPa',S_rro2,S_tho2)
// AN internal pressure of 300 MPa
a=10 //mm
b=50 //mm
p1=300 //MPa
r=10
S_rr=p1*(a^2*(r^2-b^2))/(r^2*(b^2-a^2))
S_th=p1*(a^2*(r^2+b^2))/(r^2*(b^2-a^2))
S_rr1=S_rr+S_rri1
S_th1=S_th+S_thi1
printf('\n')
printf('\n Inner cylinder')
printf('\n r = %d mm',r)
printf('\n S_rr = %.1f MPa, S_th = %.1f MPa',S_rr1,S_th1)
r=25
S_rr=p1*(a^2*(r^2-b^2))/(r^2*(b^2-a^2))
S_th=p1*(a^2*(r^2+b^2))/(r^2*(b^2-a^2))
S_rr2=S_rr+S_rri2
S_th2=S_th+S_thi2
printf('\n r = %d mm',r)
printf('\n S_rr = %.1f MPa, S_th = %.1f MPa',S_rr2,S_th2)
// Outer Cyllinder
S_rr1=S_rr+S_rro1
S_th1=S_th+S_tho1
printf('\n')
printf('\n Outer cylinder')
printf('\n r = %d mm',r)
printf('\n S_rr = %.1f MPa, S_th = %.1f MPa',S_rr1,S_th1)
r=50
S_rr=p1*(a^2*(r^2-b^2))/(r^2*(b^2-a^2))
S_th=p1*(a^2*(r^2+b^2))/(r^2*(b^2-a^2))
S_rr2=S_rr+S_rro2
S_th2=S_th+S_tho2
printf('\n r = %d mm',r)
printf('\n S_rr = %.1f MPa, S_th = %.1f MPa',S_rr2,S_th2)
//delT=u/(r*alpha)
u=rr+re
r=25
delT=u/(r*alpha)
printf('\n delT = %.1f degree Celcius',delT)
|
9c3acff71bd5acad641fdefd67217b22135015d1
|
a62e0da056102916ac0fe63d8475e3c4114f86b1
|
/set8/s_Elementary_Principles_Of_Chemical_Processes_R._M._Felder_And_R._W._Rousseau_575.zip/Elementary_Principles_Of_Chemical_Processes_R._M._Felder_And_R._W._Rousseau_575/CH5/EX5.2.3/5_2_3.sce
|
e317e1295bfc41e9c09ae3531312ef24061c1fe2
|
[] |
no_license
|
hohiroki/Scilab_TBC
|
cb11e171e47a6cf15dad6594726c14443b23d512
|
98e421ab71b2e8be0c70d67cca3ecb53eeef1df6
|
refs/heads/master
| 2021-01-18T02:07:29.200029
| 2016-04-29T07:01:39
| 2016-04-29T07:01:39
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 203
|
sce
|
5_2_3.sce
|
errcatch(-1,"stop");mode(2);
pathname=get_absolute_file_path('5_2_3.sce')
filename=pathname+filesep()+'523.sci'
exec(filename)
V2=V1*P1*T2/(P2*T1)
printf("Volume in final state=%f ft^3",V2)
exit();
|
e03d96125951637508224574c553e857f13953e0
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/291/CH12/EX12.4d/eg12_4d.sce
|
334bdc66e0153f259dd2e74f7b075a0c5e463463
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 31
|
sce
|
eg12_4d.sce
|
ans = pval(9,13,72);
disp(ans)
|
63b63b4f3a311a038d5c24341a16161dd3be8392
|
e82d1909ffc4f200b5f6d16cffb9868f3b695f2a
|
/Lista 1/Quarta.sce
|
f267fe980e2fa913a158c80c1cc0bbbaff186d1b
|
[] |
no_license
|
AugustoCam95/Computational-Linear-Algebra
|
eb14307dd3b45ccc79617efe74d1faca639c36c5
|
99b1a1f9499fbc4343bd5c878444e9e281952774
|
refs/heads/master
| 2020-03-30T22:26:23.790763
| 2018-10-05T03:34:06
| 2018-10-05T03:34:06
| 151,666,289
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 384
|
sce
|
Quarta.sce
|
// José Augusto Câmara Filho - Matemática Industrial
function y=Quarta(n)
//Esse laço insere os elementos elevados ao próprio elemento correspondente na mattriz unidimensional
for i=1:n
B(i)=(i)^i;
end
//A função "sum" faz uma soma acumulativa de todos elementos da primeira linha da matriz unidimensional
y=sum(B,1);
endfunction
|
95b1e69147cd81baf6b02c43211943be8f47d8ca
|
8217f7986187902617ad1bf89cb789618a90dd0a
|
/source/2.1/macros/percent/%pas.sci
|
3de794b77b0eb38c0137d683d00b8bce46ad8faa
|
[
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer",
"MIT"
] |
permissive
|
clg55/Scilab-Workbench
|
4ebc01d2daea5026ad07fbfc53e16d4b29179502
|
9f8fd29c7f2a98100fa9aed8b58f6768d24a1875
|
refs/heads/master
| 2023-05-31T04:06:22.931111
| 2022-09-13T14:41:51
| 2022-09-13T14:41:51
| 258,270,193
| 0
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 185
|
sci
|
%pas.sci
|
function [z]=%pas(x,y)
//z = polynomial matrix + constant matrix = x + y
// one of which is 1 by 1
[m,n]=size(x);
if m*n==1 then
z=x*ones(y)+y
else
z=x+y*ones(x)
end
|
9c01f33a2a9485eac9e2b20df798a15d47ad1d39
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/409/CH18/EX18.4/Example18_4.sce
|
68aff45fbb8aa955bf6b882d92c15987d3f95911
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,585
|
sce
|
Example18_4.sce
|
clear ;
clc;
// Example 18.4
printf('Example 18.4\n\n');
//Page no.545
// Solution fig.E18.4
F = 1000 ;// Volume of entering moist air at 22 C & 101.0 kPa
mol_V = 22.4 ;// Molar volume of gas at standard condition-[m^3]
T_in = 22+273 ;// Temperature of entering moist air-[K]
P_in = 101.0 ;//Pressure of entering moist air -[kPa]
dp_in = 11+273 ;// Dew point of entering air-[K]
Ts = 273 ;// Standard temperature-[K]
Ps = 101.3 ;//Standard pressure-[kPa]
T_out = 58+273 ;// Temperature of exiting moist air-[K]
P_out = 98 ;//Pressure of exiting moist air -[kPa]
// Additional vapour pressure data
psat_in = 1.31 ;//Vapour pressure of entering moist air -[kPa]
psat_out = 18.14 ;// Vapour pressure of exiting moist air -[kPa]
pBDA_in = P_in-psat_in ;// Pressure of entering dry air - [kPa]
pBDA_out = P_out - psat_out ;// Pressure of exiting dry air - [kPa]
mol_F = (F*P_in*Ts)/(Ps*T_in*mol_V) ;// Moles of moist air entering-[kg mol]
//Material Balances to get W
mol_P = (mol_F*(pBDA_in/P_in))/(pBDA_out/P_out); //BDA balance- [kg mol]
mol_W = mol_P-mol_F ;// Total balance -[kg mol]
// To calculate kg of wet air entering
mw_BDA = 29 ;// Mol. wt. of dry air
mw_H2O = 18 ;// Mol. wt. of water vapour
m_BDA = (mol_F*pBDA_in/P_in)*mw_BDA ;// Mass of dry air entering-[kg]
m_H2O = (mol_F*psat_in/P_in)*mw_H2O ;// Mass of water vapour entering-[kg]
wa_in = m_BDA+m_H2O ;//Total wet air entering -[kg]
H2O_ad = mol_W*mw_H2O/wa_in ;//Water added to each kg of wet air entering the process-[kg]
printf('Water added to each kg of wet air entering the process is %.3f kg.\n',H2O_ad);
|
26ba0704852a71e1f472895503696e574fef804d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/764/CH3/EX3.2.a/data3_2.sci
|
cacb63f86a6d6cb25ae620c4ad9e79af93cd0d64
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 454
|
sci
|
data3_2.sci
|
//(Manufacturing Considerations in Design) Example 3.2
//Refer Fig. 3.26 on page 70
//Basic diameter of housing Dh mm
Dh = 20
//Refer tables 3.2 and 3.3b for tolerances of H7-s6 fit
//Upper deviation for housing Uh mm
Uh = 0.021
//Lower deviation for housing Lh mm
Lh = 0.000
//Basic diameter of valve seat(outer diameter) Dv mm
Dv = 20
//Upper deviation for valve seat Uv mm
Uv = 0.048
//Lower deviation for valve seat Lv mm
Lv = 0.035
|
01a127031695c83290311a7b83d389b01f76541b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3871/CH8/EX8.8/Ex8_8.sce
|
26999cb0151f2599a31d6aefabeb82e1af50e4c5
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 615
|
sce
|
Ex8_8.sce
|
//===========================================================================
//chapter 8 example 8
clc;clear all;
//variable declaration
L = 1; //Load in kW
S = 10.2; //speed of the disc in rpm
T1 = 12; //time in hours
M = 600; //meter constant in revolutions per kWh
//calculations
T2 = T1*60; //time in minutes
E = L*T1; //actual energy consumed in 12 hours in kWh
N = S*T2; //Revolutions made by the disc in 12 hours
E1 = N/(M); //Energy consumption recorded by the meter
e = E1-E; //error in kWh
//result
mprintf("error = %3.2f kWh more",e);
|
4fa12915909b6bb109361b3cf7f19eb431d7f968
|
776c9715b4adba254a4ce6ad7391bae87e8086a2
|
/warnerd/dump.tst
|
416d77277194fa10ad71ef15c6d24f464054741c
|
[] |
no_license
|
TYMCOM-X/169279.tape
|
b0cf2f2cc6a400acb6b0ca2f44ef17f0a4854666
|
a80150749ad1dc588b6768dfd53c1a21cfc7d783
|
refs/heads/master
| 2023-03-23T08:41:21.289217
| 2021-03-19T11:26:42
| 2021-03-19T11:26:42
| 345,965,036
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 520
|
tst
|
dump.tst
|
FO FCB
LO MAIN
LO BSCPTP
LO IR100
LO R100
LO BSCDEF
PATCH(891219,1730,WARNERD,IXNOBR,,6)
J PA1PTR,,
CONPATCH(PA1PTR,,112)
RBT R8,FORABR,,
JE IXNOBR+6,,
OPCHK XOPCHK(COMP,DUMP,BOOT,BOOT)
BOOT JAL R5,CDEQUE,,
J OPCHK,,
DUMP XOPDQU
J OPCHK,,
COMP LIS R0,0
STB R0,RETRY,RL,
J IRESET,,
ENDPATCH(IF FORWARD ABORT DEQUEUE DATA AND SEND EOT)
|
22bd7960c1d1e7de6b275da2b3adf38bfee0b75e
|
e3e53203f6ff94ab1048854f3bfdd65ff70841f4
|
/Assignment4/Gram-Schmidt-Orthogonalization.sce
|
40a8502ac7e37d5881e3755e44717204b51ee629
|
[] |
no_license
|
HMThrupthi/Linear-Algebra_Scilab-Assignment
|
8a0f43369416fe311c44fcdd545e1d392a916963
|
4b7ae767f3c38f059d39224488239e1600f933ca
|
refs/heads/master
| 2022-06-29T16:17:56.088443
| 2020-05-11T13:03:55
| 2020-05-11T13:03:55
| 228,646,945
| 1
| 2
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 778
|
sce
|
Gram-Schmidt-Orthogonalization.sce
|
//Write a Sci-Lab Program to implement the Gram- Schmidt Orthogonalization in R3.
//Enter the independent vectors store in matrix A as columns.
clear;close;clc;
disp('Enter the vectors to be stored in matrix A');
a11=input("Enter a11: ");
a12=input("Enter a12: ");
a13=input("Enter a13: ");
b21=input("Enter b21: ");
b22=input("Enter b22: ");
b23=input("Enter b23: ");
c31=input("Enter c31: ");
c32=input("Enter c32: ");
c33=input("Enter c33: ");
A=[a11,b21,c31;a12,b22,c32;a13,b23,c33];
disp(A, 'A=');
[m,n]=size(A);
for k=1:n
V(:,k)=A(:,k);
for j=1:k-1
R(j,k)=V(:,j)'*A(:,k);
V(:,k)=V(:,k)-R(j,k)*V(:,j);
end
R(k,k)=norm(V(:,k));
V(:,k)=V(:,k)/R(k,k);
end
disp(V,'Q=');
|
45325bd2ed4d178452ca46e27957ed67d81adb6b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1301/CH25/EX25.10/ex25_10.sce
|
71dc5e641a9e4a64cf6a02b5537d0a13165ef29b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 181
|
sce
|
ex25_10.sce
|
clc;
m=200; //mass in g
o=16.00; //atomic mass
moles=m/o; //moles
m=6.25; //moles of S
as=32.06; //atomic mass of s
disp(m*as,"Mass of S = "); //displaying result
|
aa229f32e1307b600a51a471680e34f261eb21d3
|
f0919c8ea73f22939a890aa4f8327f8200344d2b
|
/test/get_object_ddl.tst
|
6a357bc15caf5ecefad12c7509ff6e50bd9745e3
|
[] |
no_license
|
kalex375/OVC
|
af5e91f90754454b90f339e846c5b9112d38d6c8
|
f4b47dfc497299c4944b4ff9b93253c279012454
|
refs/heads/master
| 2021-05-31T07:55:44.326597
| 2013-12-02T14:15:52
| 2013-12-02T14:15:52
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,104
|
tst
|
get_object_ddl.tst
|
PL/SQL Developer Test script 3.0
29
-- Created on 29.08.08 by Kravchneko A.V.
declare
-- Local variables here
i integer;
j integer;
begin
-- Test statements here
i:= dbms_metadata.open(object_type => 'PACKAGE');
dbms_metadata.set_filter(handle => i,
name => 'NAME',
value => 'FC_GB_DEPO_JUR');
j := dbms_metadata.add_transform(handle => i,
name => 'DDL');
dbms_metadata.set_transform_param(transform_handle => j,
name => 'SQLTERMINATOR',
value => True);
dbms_metadata.set_transform_param(transform_handle => j,
name => 'PRETTY',
value => True);
-- f := dbms_metadata.fetch_ddl(handle => i);
:c := dbms_metadata.fetch_clob(handle => i); --GET_DDL (object_type => 'PACKAGE',name => 'FC_GB_DEPO_JUR');
dbms_metadata.close(i);
end;
1
c
1
<CLOB>
112
1
f
|
a429faf12272518866742a6fcb49fd99da969c9f
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/23/CH6/EX6.7/Example_6_7.sce
|
ebb09b7307aac1ab0bc5fb085216a846cadafe16
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,176
|
sce
|
Example_6_7.sce
|
clear;
clc;
//To find Approx Value
function[A]=approx(V,n)
A=round(V*10^n)/10^n;//V-Value n-To what place
funcprot(0)
endfunction
//Example 6.7
//Caption : Program to Find how much Energy must be Transferred to the Tank
//Given values(from steam tables)
H=293;//[KJ/Kg] at 343.15K
H_liquid=419.1;//[KJ/Kg] at 373.15K
H_vapor=2676;//[KJ/Kg] at 373.15K
V_vapor=1.5;//[m^3]
m1_liquid=500;//[Kg]
rho_liquid=0.001044;//[m^3/Kg]
rho_vapor=1.673;//[m^3/Kg]
del_m=750;//[Kg]
//using the eqn Q=(m2H2)tank-(m1H1)tank-(H*del_m)tank
m1_vapor=(V_vapor-(m1_liquid*rho_liquid))/rho_vapor;
//Term2=((m1H1)tank
Term2=(m1_liquid*H_liquid)+(m1_vapor*H_vapor);
mT=m1_liquid+del_m+m1_vapor;
//Solving Eqn By matrix Method
//m_vapor+m_liquid=mT and (rho_vapor*m_vapor)+(rho_liquid*rho_vapor)=V_vapor
A=[1,1;rho_vapor,rho_liquid];
B=[mT;V_vapor];
X=inv(A)*B;
m2_vapor=X(1,1);
m2_liquid=X(2,1);
Term1=(m2_liquid*H_liquid)+(m2_vapor*H_vapor);
Q=approx(Term1-Term2-del_m*H,0);
disp('KJ',Q,'Heat Required')
disp('Note: The Answer Varies With That of The Book because the calculations as in Book do not give the Answer the Book results')
//End
|
869834937bb55f0ecfbd6b36d15ff0a5385ffcad
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3769/CH4/EX4.26/Ex4_26.sce
|
a5240cc85035016a071d73f28280d04b38aad162
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 364
|
sce
|
Ex4_26.sce
|
clear
//Given
V=250 //V
C1=6 //micro F
C2=4
Cp=10*10**-6
//Calculation
pd=V*C1/(C1+C2)
q=pd*C2*10**-6
q1=2*q
pd1=q1/Cp
q2=C2*pd1
q3=C1*pd1
//Result
printf("\n New potentila difference is %0.3f V", pd1)
printf("\n Charge on 4 micro F capacitor is %0.3f micro C",q2)
printf("\n Charge on 6 micro F capacitor is %0.3f micro C",q3)
|
cb41a00ca320daa2054cc15e4ec633b7df4b9409
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2660/CH13/EX13.4/Ex13_4.sce
|
0cfe4e332c5b90b8d7460e5d749d987efb558b09
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 357
|
sce
|
Ex13_4.sce
|
clc
Do = 250 // diameter in mm
ho = 250 // hieght in mm
delta_h = 100 // mm
h = 150 // mm
sigma0 = 55 // N/mm^2
d = Do*sqrt(ho/(ho-delta_h)) // diameter in mm
mu = 0.42 // coefficient of friction
R = 162.5 // mm
pa = sigma0/2*(h/(mu*R))^2*(%e^(2*mu*R/h)-2*mu*R/h-1) // N/mm^2
p = pa*%pi*(R)^2 // force in kN
printf("\n Force = %d kN",p/1000)
|
87f1967c58163b2e5a32ab3d2f75665119cc70a6
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3705/CH6/EX6.11/Ex6_11.sce
|
16aa50af823e5c060ac5c758d42486f4391908de
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 492
|
sce
|
Ex6_11.sce
|
clear//
//Variable Declaration
P1=80 //Load in lb
P2=100 //Load in lb
b1=3 //Distance of load from end in ft
b2=2 //Distance of load from end in ft
L=9 //Span of the beam in ft
//Calcualtions
EI_delta1=(P1*b1*48**-1)*(3*L**2-4*b1**2) //Deflection in lb.ft^3
EI_delta2=(P2*b2*48**-1)*(3*L**2-4*b2**2) //Deflection in lb.ft^3
EI_delta=EI_delta1+EI_delta2 //Deflection at modspan in lb.ft^3
//Result
printf("\n The deflection at midspan is %0.0f lb.ft^3 downward",EI_delta)
|
e502365029ba0abe5ef00a851d40e4b970a231cc
|
348b83f2cd32e6616b86e704a374661890d58cda
|
/opration of square matrix.sce
|
3ddfb2f429f27e3729d4dd3c813d70182dfb47d7
|
[] |
no_license
|
YashGandhi17/Scilab
|
012b35caad56d0c7600b9a207956e25774339c66
|
6d509dc17afe2ca32376df795693c84f94e3f360
|
refs/heads/master
| 2020-04-07T03:13:24.046967
| 2018-11-17T17:24:44
| 2018-11-17T17:24:44
| 157,837,866
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 812
|
sce
|
opration of square matrix.sce
|
/*opration on square matrix
size,determinant,sigularity
complimentry,addition and substraction with compliments
inverse,opration of inverse, square of matrix,ranks etc..*/
x=input("Enter a square matrix");
disp(x);
a=size(x);//size of matrix
disp(a);
b=det(x);//determinant of matrix
disp(b);
if(b==0)then//checking singularity
disp("matrix is a singular");
else
disp("matrix is not a singular");
end
c=x';//compliment
disp(c);
d=x+x';//addition with compliment
disp(d);
e=x-x';//substrection with compliment
disp(e);
f=inv(x);//inverse of matrix
disp(f);
g=x*x';//multiplication with inverse
disp(g);
h=x.*x';
disp(h);
i=x^2;//squareing of matrix
disp(i);
j=rank(x);//rank of matrix
disp(j);
k=spec(x);
disp(k);
l=bdiag(x);
disp(l);
|
c0331f834a32bc8a6c07cff386e39084253a9369
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1586/CH15/EX15.2/EXP15_2.sce
|
f8d97a0e50a2d089a2807be75aaa4792af653eff
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 447
|
sce
|
EXP15_2.sce
|
clc;funcprot(0);//EXAMPLE 15.2
// Initialisation of Variables
R=2.5;..........//Ratio of O to Si in SiO2
W1=69.62;........//Weight of B2O3 in g/ml
W2=60.08;........//Weight of SiO2 in g/ml
//CALCULATIONS
Fb1=(R-2)/3.5;...........//Mole Fraction of B2O3
Fb2=1-Fb1;.........//Mole fraction of SiO2
Wp=((Fb1*W1)/((Fb1*W1)+(Fb2*W2)))*100;.......//Weight Percent of B2O3
disp(Fb1,"Mole Fraction of B2O3:")
disp(Wp,"Weight Percent of B2O3:")
|
221159e39d14a2e1aa1f3d3c8112ddcb30ab76da
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2360/CH2/EX2.23/ex2_23.sce
|
f924a5194c9882d71cf600cc614c3cfa2faf0ba9
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 274
|
sce
|
ex2_23.sce
|
// Exa 2.23
format('v',7);clc;clear;close;
// Given data
Vrange= 600;//range in V
del_A= 2.5*Vrange/100;//limiting error at full scale in V
V= 400;//voltage in V
PerError= del_A/V*100;//percentage error in %
disp("The limiting error is : ± "+string(PerError)+" %")
|
d2d7f6399056ee1302f1b186bdf60a08151799c4
|
117dfe11397868e23e4177974ee4db6128616157
|
/qpipopt/qpipopt_x01.sce
|
6a5726961181fb68cbe4c72396de86fc201b778b
|
[] |
no_license
|
harpreetrathore/OR-toolbox-test-cases
|
161ec31daa75c7bdfe68519e43975b9452d81d30
|
ad6fd408ea41e74e56b31a5bc756639e521a20e3
|
refs/heads/master
| 2021-01-21T08:24:31.441859
| 2015-11-17T16:54:58
| 2015-11-17T16:54:58
| 45,449,825
| 0
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,021
|
sce
|
qpipopt_x01.sce
|
//Find x in R^6 such that:
// Check if the user gives unequal size of initial guess as of the number of variables
conMatrix= [1,-1,1,0,3,1;
-1,0,-3,-4,5,6;
2,5,3,0,1,0
0,1,0,1,2,-1;
-1,0,2,1,1,0];
conLB=[1;2;3;-%inf;-%inf];
conUB = [1;2;3;-1;2.5];
lb=[-1000;-10000; 0; -1000; -1000; -1000];
ub=[10000; 100; 1.5; 100; 100; 1000];
//and minimize 0.5*x'*Q*x + p'*x with
p=[1; 2; 3; 4; 5; 6]; Q=eye(6,6);
nbVar = 6;
nbCon = 5;
x0 = repmat(0,5,1);
param = list("MaxIter", 300, "CpuTime", 100);
[xopt,fopt,exitflag,output,lambda]=qpipopt(nbVar,nbCon,Q,p,lb,ub,conMatrix,conLB,conUB,x0,param)
//Error
// WARNING: qpipopt: Ignoring initial guess of variables as it is not equal to the number of variables
// lambda =
//
// lower: [1x6 constant]
// upper: [1x6 constant]
// constraint: [1x5 constant]
// output =
//
// Iterations: 13
// exitflag =
//
// 0
// fopt =
//
// - 14.843248
// xopt =
//
// 1.7975426
// - 0.3381487
// 0.1633880
// - 4.9884023
// 0.6054943
// - 3.1155623
|
3170ab7c4c5856c1ca4a4cb995f04cd6d5a540e1
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1664/CH4/EX4.1/Ex4_1.sce
|
53e6e9aae2c10db1a7c43c4c148e245874408147
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 376
|
sce
|
Ex4_1.sce
|
//Example No 133.
//Page No 4.1.
//To find change in wavelength.
clc;clear;
h = 6.63*10^(-34);//Planck's constant -[J-s].
m0 = 9.1*10^(-31);//mass of electron -[kg].
c = 3*10^(8);//Velocity of ligth -[m/s].
cosq = cosd(135);//Angle of scattering -[degree].
delW = (h/(m0*c))*(1-cosq);//change in wavelength.
printf("\nThe change in wavelength is %3.3e m",delW);
|
ce2c27cf9b4463ede99ccd0c1e928c4905def26e
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/671/CH4/EX4.4/4_4.sce
|
a278b7aaa967158b4167fe20b00b9dd5b25be552
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 258
|
sce
|
4_4.sce
|
/////////////////////part a
L=0.05
R=20
w=1.2E3
Xl=w*L
V=complex(100,200)
I=complex(5,0)
Xc=-imult(R+imult(Xl)-V/I)
C=1/w/Xc
disp(C)
/////////////////////part b
w=200
V=complex(100,0)
Xl=w*L
Xc=-imult(R+imult(Xl)-V/I)
C=1/w/Xc
disp(C)
|
ceb809779f7c0bf3673c35440edff5168a2847f0
|
0812f3bb6f3cc038b570df68ccee4275da04b11f
|
/models/complexity_1000/Applied_Thermodynamics_and_Engineering/CH6/EX6.11/6_11.sce
|
38e2ea92fe2436aa9059c8a440d958374a37d791
|
[] |
no_license
|
apelttom/20-semester_PhD_thesis
|
edc0b55580bae9d364599932cd73cf32509f4b7a
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ff28b115fcf5e121525e08021fa0c02b54a8e143
|
refs/heads/master
| 2018-12-26T22:03:38.510422
| 2018-12-14T20:04:11
| 2018-12-14T20:04:11
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| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 245
|
sce
|
6_11.sce
|
clc;
V=0.3;//m^3
vg=4.133;//m^3/kg
m=V/vg;
disp("mass of water injected:");
disp("kg",m)
//part B
pa=0.7;//bar
pg=0.3855;//bar
v=0.001026;
ms=(V-[pa*v])/[vg-v];
mw=pa-ms;
V_d=ms*vg
pa2=pa*V/V_d;
disp("total pressure is:");
disp("bar",pa2+pg);
|
4b8c1663403d51ef4c9ed34ddc41213f22d48985
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1055/CH22/EX22.2/ch22_2.sce
|
ba6ab648cf68bda6af768e64969a098be66a0ac9
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 355
|
sce
|
ch22_2.sce
|
// To Determine the source voltage when the load is disconnectedto load p.f (i) unity (ii).8 lag.
clear
clc;
Vb=500;
Sb=1000;
Zb=Vb^2/Sb;
Xpu=.35*100/Zb;
Zth=1000/5000;
X=Xpu+Zth;
V=1;
Q=0;
P=1;
Eth=V+(Q*X/V)+%i*(P*X/V);
Q=.75;
Eth1=V+(Q*X/V)+%i*(P*X/V);
printf("(i) For p.f unity , Eth=%.2f V",Eth);
disp(Eth1,"(i) For p.f .8 , Eth=");
|
ab52889c389f8da0127b216c86e80caf3dfe0c67
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/149/CH34/EX34.29/example29.sce
|
0662ce37675ac24c96218bbcd763b1102438e5cc
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 402
|
sce
|
example29.sce
|
clc
syms k
A=[0 1 2 3 4 5 6;k 3*k 5*k 7*k 9*k 11*k 13*k]
disp('sumof all pi=1')
//A(2,1)+A(2,2)+A(2,3)+(A(2,4)+A(2,5)+A(2,6)+A(2,7)
disp('hence, ')
k=1/49
disp('p(x<4)=')
a=A(2,1)+A(2,2)+A(2,4)+A(2,3)
eval(a)
disp(eval(a))
disp('p(x>=5)=')
b=A(2,6)+A(2,7)
eval(b)
disp(eval(b))
disp('p(3<x<=6)=')
c=A(2,5)+A(2,6)+A(2,7)
eval(c)
disp(eval(c))
disp('p(x<=2)=')
c=A(2,1)+A(2,2) +A(2,3)
|
2f931a4d3a903864b98af0b1e6d5efb6ea4420ce
|
1b969fbb81566edd3ef2887c98b61d98b380afd4
|
/Rez/bivariate-lcmsr-post_mi/bfas_ea_vrt_ind_d/~BivLCM-SR-bfas_ea_vrt_ind_d-PLin-VLin.tst
|
68d449d3155add1c500496ffbdcaaabfcb599f7e
|
[] |
no_license
|
psdlab/life-in-time-values-and-personality
|
35fbf5bbe4edd54b429a934caf289fbb0edfefee
|
7f6f8e9a6c24f29faa02ee9baffbe8ae556e227e
|
refs/heads/master
| 2020-03-24T22:08:27.964205
| 2019-03-04T17:03:26
| 2019-03-04T17:03:26
| 143,070,821
| 1
| 0
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UTF-8
|
Scilab
| false
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| 11,974
|
tst
|
~BivLCM-SR-bfas_ea_vrt_ind_d-PLin-VLin.tst
|
THE OPTIMIZATION ALGORITHM HAS CHANGED TO THE EM ALGORITHM.
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
1 2 3 4 5
________ ________ ________ ________ ________
1 0.409376D+00
2 -0.580898D-02 0.297374D-02
3 0.104218D+00 -0.323684D-02 0.406186D+00
4 -0.314642D-02 0.733220D-03 -0.728481D-02 0.338233D-02
5 0.705762D-03 0.147242D-04 -0.154563D-02 0.438597D-04 0.430025D-02
6 -0.343858D-03 0.105609D-03 -0.482465D-04 0.670552D-04 0.148094D-03
7 0.645027D-03 0.205050D-03 0.136530D-02 0.843302D-04 0.475097D-03
8 -0.547595D-03 -0.114093D-03 0.109736D-02 0.178411D-03 0.446136D-04
9 -0.443817D+00 0.826256D-02 -0.100118D+00 0.600352D-02 0.210544D+00
10 -0.971877D-01 -0.614831D-02 -0.614471D-02 0.632775D-02 0.228815D+00
11 -0.344459D-02 -0.103895D-01 0.474491D-01 0.152238D-01 -0.333550D-01
12 -0.132889D+00 0.268302D-01 0.219649D+00 -0.581468D-01 -0.137110D-01
13 0.615359D-02 0.138204D-01 -0.788954D-01 0.109237D-01 0.497134D-01
14 0.227124D-01 -0.182727D-01 0.264534D+00 0.283457D-01 0.708547D-01
15 -0.381714D+01 -0.129984D-01 -0.497386D+00 -0.442283D-02 -0.196986D+00
16 -0.302211D-02 -0.123548D-01 0.898068D-02 -0.251175D-02 0.204699D-02
17 0.449841D-02 0.414348D-04 -0.703103D-03 0.101890D-03 -0.107995D-02
18 -0.977292D+00 -0.109928D-01 0.153937D+00 -0.688118D-01 0.531541D-01
19 0.582094D-02 -0.797799D-02 0.155300D+00 -0.291047D-02 -0.473520D-02
20 0.329482D+00 -0.134839D-01 -0.722759D+00 -0.912207D-01 -0.790807D-01
21 -0.382461D-02 0.368026D-02 -0.183989D+00 0.222524D-02 0.396471D-02
22 0.243133D-02 0.155514D-03 0.337958D-03 0.244327D-03 -0.359210D-03
23 0.235774D-02 -0.604149D-03 0.360591D-02 -0.701184D-03 0.287764D-02
24 -0.201737D-02 0.156563D-03 0.393815D-02 0.125323D-02 -0.393712D-03
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
6 7 8 9 10
________ ________ ________ ________ ________
6 0.772387D-03
7 0.788437D-03 0.336770D-02
8 0.421486D-03 0.469745D-03 0.283317D-02
9 -0.734721D-02 0.455671D-01 0.976251D-03 0.608936D+02
10 0.190004D-01 0.312691D-01 0.169011D-01 0.118303D+02 0.244837D+02
11 0.272588D-01 0.401027D-01 0.167967D-01 0.129202D+02 -0.388275D+00
12 0.784258D-01 0.600650D-01 0.865268D-01 0.384247D+01 0.313611D+01
13 0.716326D-01 0.167638D+00 0.622371D-01 0.150246D+01 0.361737D+01
14 0.556600D-01 0.872850D-01 0.246191D+00 0.364596D+01 0.604513D+01
15 -0.195616D-01 -0.942631D-01 0.378660D-01 -0.171273D+02 -0.169770D+02
16 0.778052D-03 0.142672D-02 0.308407D-03 0.106781D+01 0.234292D+00
17 -0.164992D-03 -0.185493D-03 -0.523595D-03 -0.181267D+00 -0.696797D-01
18 -0.704616D-01 -0.121732D+00 -0.383944D-01 0.185022D+01 0.617947D+00
19 -0.120486D-01 -0.352489D-02 0.269436D-02 -0.112552D+01 -0.605041D+00
20 -0.394918D-01 -0.415823D-01 -0.231994D+00 -0.977800D+00 0.108175D+01
21 0.130688D-01 0.458767D-02 -0.654282D-02 0.174436D+01 0.603457D+00
22 -0.226727D-03 -0.511296D-03 -0.402230D-04 -0.470037D-01 -0.272291D-01
23 0.353082D-04 -0.119949D-02 -0.188632D-02 0.282796D+00 0.122041D+00
24 -0.197688D-03 -0.290226D-03 -0.196852D-03 -0.465220D-01 -0.321624D-01
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
11 12 13 14 15
________ ________ ________ ________ ________
11 0.452049D+02
12 0.276850D+02 0.196586D+03
13 -0.142696D+01 0.513860D+01 0.186638D+02
14 0.630227D+01 0.141314D+02 0.106279D+02 0.848907D+02
15 0.105380D+02 0.958817D+01 -0.662881D+01 0.259323D+01 0.488280D+03
16 0.599543D+00 0.536483D+00 0.122882D-01 0.192403D+00 0.240999D+01
17 -0.707798D-01 -0.449728D-01 -0.187573D-01 -0.671581D-01 -0.213318D+01
18 -0.660553D+01 -0.122755D+02 -0.890359D+01 -0.707093D+01 0.159611D+03
19 0.169240D+01 0.165779D+01 -0.159770D+01 -0.290735D+01 0.117043D+02
20 -0.887642D+01 -0.217105D+02 -0.639151D+01 -0.546307D+02 0.331933D+02
21 -0.856742D+00 -0.212933D+01 0.149717D+01 0.283754D+01 -0.975226D+01
22 -0.560964D-01 0.120425D-01 -0.358828D-01 -0.342090D-01 -0.793481D+00
23 0.251358D+00 0.101762D+01 -0.799828D-01 -0.506584D-01 -0.387366D+00
24 -0.465148D-01 -0.283966D+00 -0.690023D-02 0.362403D-01 -0.161418D+00
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
16 17 18 19 20
________ ________ ________ ________ ________
16 0.746993D+00
17 -0.611459D-01 0.243049D-01
18 0.127763D+01 -0.898526D+00 0.267686D+03
19 0.276431D+00 -0.770858D-01 0.425938D+01 0.602791D+01
20 0.706753D-01 -0.118658D+00 0.837720D+02 -0.824932D+00 0.390743D+03
21 0.143138D+00 0.302294D-01 -0.103789D+01 -0.538026D+01 0.789663D+00
22 -0.234148D-01 0.893859D-02 -0.116333D+01 -0.361357D-01 -0.384937D+00
23 0.709876D-01 -0.296620D-02 -0.325275D+00 -0.112174D+00 0.287387D+01
24 -0.562400D-02 0.250457D-02 -0.288997D+00 -0.361938D-02 -0.159582D+01
ESTIMATED COVARIANCE MATRIX FOR PARAMETER ESTIMATES
21 22 23 24
________ ________ ________ ________
21 0.661719D+01
22 -0.425224D-01 0.135153D-01
23 0.403451D+00 -0.125189D-01 0.646273D+00
24 -0.166545D-01 0.439964D-02 -0.611334D-01 0.173520D-01
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
1 2 3 4 5
________ ________ ________ ________ ________
1 1.000
2 -0.166 1.000
3 0.256 -0.093 1.000
4 -0.085 0.231 -0.197 1.000
5 0.017 0.004 -0.037 0.012 1.000
6 -0.019 0.070 -0.003 0.041 0.081
7 0.017 0.065 0.037 0.025 0.125
8 -0.016 -0.039 0.032 0.058 0.013
9 -0.089 0.019 -0.020 0.013 0.411
10 -0.031 -0.023 -0.002 0.022 0.705
11 -0.001 -0.028 0.011 0.039 -0.076
12 -0.015 0.035 0.025 -0.071 -0.015
13 0.002 0.059 -0.029 0.043 0.175
14 0.004 -0.036 0.045 0.053 0.117
15 -0.270 -0.011 -0.035 -0.003 -0.136
16 -0.005 -0.262 0.016 -0.050 0.036
17 0.045 0.005 -0.007 0.011 -0.106
18 -0.093 -0.012 0.015 -0.072 0.050
19 0.004 -0.060 0.099 -0.020 -0.029
20 0.026 -0.013 -0.057 -0.079 -0.061
21 -0.002 0.026 -0.112 0.015 0.024
22 0.033 0.025 0.005 0.036 -0.047
23 0.005 -0.014 0.007 -0.015 0.055
24 -0.024 0.022 0.047 0.164 -0.046
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
6 7 8 9 10
________ ________ ________ ________ ________
6 1.000
7 0.489 1.000
8 0.285 0.152 1.000
9 -0.034 0.101 0.002 1.000
10 0.138 0.109 0.064 0.306 1.000
11 0.146 0.103 0.047 0.246 -0.012
12 0.201 0.074 0.116 0.035 0.045
13 0.597 0.669 0.271 0.045 0.169
14 0.217 0.163 0.502 0.051 0.133
15 -0.032 -0.074 0.032 -0.099 -0.155
16 0.032 0.028 0.007 0.158 0.055
17 -0.038 -0.021 -0.063 -0.149 -0.090
18 -0.155 -0.128 -0.044 0.014 0.008
19 -0.177 -0.025 0.021 -0.059 -0.050
20 -0.072 -0.036 -0.220 -0.006 0.011
21 0.183 0.031 -0.048 0.087 0.047
22 -0.070 -0.076 -0.007 -0.052 -0.047
23 0.002 -0.026 -0.044 0.045 0.031
24 -0.054 -0.038 -0.028 -0.045 -0.049
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
11 12 13 14 15
________ ________ ________ ________ ________
11 1.000
12 0.294 1.000
13 -0.049 0.085 1.000
14 0.102 0.109 0.267 1.000
15 0.071 0.031 -0.069 0.013 1.000
16 0.103 0.044 0.003 0.024 0.126
17 -0.068 -0.021 -0.028 -0.047 -0.619
18 -0.060 -0.054 -0.126 -0.047 0.441
19 0.103 0.048 -0.151 -0.129 0.216
20 -0.067 -0.078 -0.075 -0.300 0.076
21 -0.050 -0.059 0.135 0.120 -0.172
22 -0.072 0.007 -0.071 -0.032 -0.309
23 0.047 0.090 -0.023 -0.007 -0.022
24 -0.053 -0.154 -0.012 0.030 -0.055
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
16 17 18 19 20
________ ________ ________ ________ ________
16 1.000
17 -0.454 1.000
18 0.090 -0.352 1.000
19 0.130 -0.201 0.106 1.000
20 0.004 -0.039 0.259 -0.017 1.000
21 0.064 0.075 -0.025 -0.852 0.016
22 -0.233 0.493 -0.612 -0.127 -0.168
23 0.102 -0.024 -0.025 -0.057 0.181
24 -0.049 0.122 -0.134 -0.011 -0.613
ESTIMATED CORRELATION MATRIX FOR PARAMETER ESTIMATES
21 22 23 24
________ ________ ________ ________
21 1.000
22 -0.142 1.000
23 0.195 -0.134 1.000
24 -0.049 0.287 -0.577 1.000
|
7accb584ceda51084d1dd60b071f00bc3d2b1a54
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1760/CH2/EX2.95/EX2_95.sce
|
fc3f3daf46879aaee27befe5fa296f211d98b4b6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 367
|
sce
|
EX2_95.sce
|
//EXAMPLE 2-95 PG NO-140
L=1.5; //INDUCTANCE
a=(2000*0.01);
R=L/(4*%pi*10^-7*a); //RESISTANCE
disp('i) Resistance (R) is = '+string (R) +' ohm ');
N1=30;
N2=600;
M=(N1*N2)/R;
disp('ii) M (M) is = '+string (M) +' H ');
e=M*(10/0.01);
disp('iii) e (e) is = '+string (e) +' V ');
|
1e93ec5234ff5ac7ee7731b4725a865e264f6277
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3831/CH9/EX9.1/Ex9_1.sce
|
d1e1a8c6dae328f6a45bc559d9ec36b08aa8b78b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 609
|
sce
|
Ex9_1.sce
|
// Example 9_1
clc;funcprot(0);
// Given data
T_1=15+273.15;// K
T_2=50+273.15;// K
Q=0.100;// The electrical energy in W
c=4.186;// kJ/kg.K
T_b=20+273.15;// K
// Calculation
m=Q/(c*(T_2-T_1));// The expected water flow rate in kg/s
// Assume ds=s_out-s_in
ds=c*log(T_2/T_1);// kJ/kg.K
S_p=(m*ds)-(Q/T_b);// kJ/s.K
printf("\nThe entropy production rate,S_p=%1.2e kJ/s.K ",S_p);
if(S_p<0)
printf("\nSince the entropy production rate is negative, this water heater cannot possibly meet the claims of the inventor, so we should reject the patent application.")
end
|
7bab464ed7ed555d9f379b3f48830c6c275a13da
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1382/CH3/EX3.3/ex_3_3.sce
|
9905eaf5078e941993761d95264ac9f997450994
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 591
|
sce
|
ex_3_3.sce
|
// Example 3.3: calculate the input impedence, output impedence, voltage gain and current gain
clc, clear
Re=4; // resistance in kilo-ohm
Rc=3; // resistance in kilo-ohm
Vcc=10; // collector voltage in volts
Vee=8; // emitter voltage in volts
Vbe=0.6; // base voltage in volts
Ie=(Vee-Vbe)/(Re*10^3)
re=26*10^-3/Ie;
zi=((Re*10^3)*re)/((Re*10^3)+re);
zo=Rc;
Av=Rc/(re*10^-3);
Ai=Ie/Ie;
disp(Ie,"emitter current (A) = ")
disp(zi,"input impedence (ohm) = ")
disp(zo,"ouput impedence (kilo-ohm) = ")
disp(Ai,"current gain (unitless) = ")
disp(Av,"voltage gain (unitless) = ")
|
9dc4169407c05bed69d39ab8591d19e6b1dd052e
|
bd9ba5abb6de1e9d9485b5e98b2b68868aab21db
|
/Lab/signal functions/Correlation of 2 sequances/correlation of 2 signals.sce
|
044fc03b3e0625003fb5c262a8bbca63256f4ccb
|
[] |
no_license
|
ShubhamRattra/Scilab_programs
|
c61b6538a064afe82c99507c1064cd55bbd870fa
|
de2bf6ab0de0b1a19c4903bb13819edc39f93d0e
|
refs/heads/master
| 2023-03-04T17:53:58.414180
| 2021-02-11T08:08:11
| 2021-02-11T08:08:11
| 296,920,175
| 2
| 2
| null | 2021-01-11T15:53:39
| 2020-09-19T17:37:42
|
Scilab
|
UTF-8
|
Scilab
| false
| false
| 1,100
|
sce
|
correlation of 2 signals.sce
|
//find the correlation of signals
clc ;
clear ;
close ;
x = input('Enter the Input Sequence =') // x=[1 2 3 1 ]
m = length(x);
xl = input('Enter the lower index of Input Sequence= ' )// 0
xh = xl +m -1;
n = xl:1:xh;
subplot(2,2,1);
a=gca();
a.x_location ='origin';
a.y_location ='origin';
plot2d3('gnn',n,x) ;
title('Input Sequence x[n]');
xlabel('Samples n');
ylabel('Amplitude');
h=input ('Enter the Impulse response Sequence = ') ; //h=[1 2 1 1 ]
l=length(h);
hl=input('Enter the lower index of impulse response sequence = ') ; // 0
hh = hl +l -1;
g = hl:1:hh ;
subplot(2 ,2 ,2) ;
a = gca() ;
a.x_location ='origin';
a.y_location ='origin';
plot2d3 ('gnn',g,h) ;
title ('Impulse Response Sequence h[n]') ;
xlabel ('Samples n') ;
ylabel ('Amplitude') ;
z = xcorr (x , h ) ;
disp('Correlation of Sequence y(n)= ');
disp(z);
nx = xl + xl ;
nh = xh + xh ;
r = nx : nh ;
subplot(2,2,4);
a=gca();
a.x_location = 'origin';
a.y_location = "origin";
plot ('gnn',r,z) ;
title ('Output of Correlation of Sequence');
xlabel('Samples n');
ylabel('Amplitude');
|
8d237900d32cc1b58badb978f0c9d138f8101767
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3760/CH6/EX6.13/Ex6_13.sce
|
724c4c8047e5580aa9d0cc3a68832a8d53191e0b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,771
|
sce
|
Ex6_13.sce
|
//answer match + roots
clc;
Pm=10000;
V=400;
f=50;
smT=0.1;
P=4;
Ns=(120*f)/P;
//for (i)
disp('(i)');
//As per given conditions the slip is given by equation Sfl2-0.4Sfl+0.01=0
V=[1 -0.4 0.01];
R=roots(V);
Sfl=R(2);
Nr=Ns*(1-Sfl);
mprintf('The slip is %f \n The rotor speed is %f r.p.m',Sfl,ceil(Nr));
//for (ii)
disp('(ii)');
Pg=Pm/(1-Sfl);
Prot=Sfl*Pg;
mprintf('The rotor ohmic loss is %f W \n',Prot);
//for (iii)
disp('(iii)');
Tefl=Pg/(2*3.14*(Ns/60));
Test=(4*Tefl)/((smT)+(1/smT));
mprintf('starting torque is %f Nm \n',Test);
//for (iv)
disp('(iv)');
a=sqrt(((Sfl*Sfl)+(smT*smT))/((Sfl)*(Sfl)*(1+(smT)*(smT))));
mprintf('starting current = %f full load current\n',a);
//for (v)
disp('(v)');
// answer is slightly different in book
b=sqrt((1/2)*(1+(smT/Sfl)^2));
mprintf('stator current at maximun torque = %f full load current \n',b);
//for (vi)
disp('(vi)');
E=(Pm/Pg)*100;
mprintf('full load efficiency is = %f percent\n',E);
//for (vii)
disp('(vii)');
//As per given conditions
smT1=3*smT;
mprintf('New slip value is %f \n',smT1);
//for (viii)
disp('(viii)');
//According to the given conditions s1(2)-1.2s+0.09
VV=[1 -1.2 0.09];
RR=roots(VV);
s1=RR(2);
Nr1=Ns*(1-s1);
mprintf('full load slip is %f rotor speed is %f r.p.m',s1,Nr1);
//for (ix)
disp('(ix)');
Test1=((2)/((1/0.3)+(0.3)))*(2*Tefl);
mprintf('starting torque is %f Nm \n',Test1);
//for (x)
disp('(x)');
c=sqrt((s1^2+smT1^2)/(s1^2*(1+smT1^2)));
mprintf('starting current = %f full load current \n',c);
//for (xi)
disp('(xi)');
Protfl=s1*Pg;
mprintf('Rotor ohmic loss at full load torque is %f W \n',Protfl);
//for (xii)
disp('(xii)');
Pm1=(1-s1)*Pg;
E=Pm1/Pg;
mprintf('Efficiency is %f percent',E*100);
|
177a3e92f7318941335105bab8cdfe36446a38f8
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/32/CH16/EX16.06/16_06.sce
|
75346b02e53f31a1be03479b6dc3cc90a73df25e
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 653
|
sce
|
16_06.sce
|
//pathname=get_absolute_file_path('16.06.sce')
//filename=pathname+filesep()+'16.06-data.sci'
//exec(filename)
//Rate at which air is delivered(in m^3/min):
m=2
//Initial pressure(in bar):
p1=1
T1=300 //K
p=150 //bar
//Polytropic index of compression:
n=1.25
p2=3.5
p3=12.25
p4=42.87
//Gas constant(in kJ/kg.K):
R=0.287
printf("\n RESULT \n")
printf("\nIntermediate pressure: %f bar, %f bar, %f bar",p2,p3,p4)
//Temperature at the end of fourth stage(in K):
T=T1*(p2/p1)^((n-1)/n)
//Mass of air(in kg):
m=p*10^2*2/(R*T)
//Work required(in kW):
W=n/(n-1)*m*R*T1*((p2/p1)^((n-1)/n)-1)*4/(60*0.7457)
printf("\nWork input = %f hp",W)
|
9b32b18694e1760e3273b26465663f1b60fa3ad9
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3750/CH4/EX4.1/Ex4_1.sce
|
cdf00ec65b23a99ad8bc42d4ea8c669ac0f72ac4
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,157
|
sce
|
Ex4_1.sce
|
//Strength Of Material By G.H.Ryder
//Chapter 4
//Example 1
//To calculate the maximum pressure set up in the oil
clc();
//Initialization of Variables
d=6; //diameter of plunger, Unit in mm
Mp=1; //Mass of plunger, Unit in Kg
m=1.5; //Mass dropped on the plunger, Unit in kg
v=5000; // Volume of oil, Unit in cm^3
K=2800; //Bulk Modulus, Unit in N/mm^2
g=9.81; //acceleration due to gravity, Unit in m/sec^2
h=5; //Height, Unit in cm
//Computations
// Let p be addtional momentary maximum stress set up by falling weight
//Loss of PE=m*g*(h*10+P*v*10^3+4)/(%pi*d^2)Nmm.......(i)
//Gain of Strain energy=(P^2/2K)*v*10^3 Nmm.......(ii)
//Equating (i) and (ii) and multiplying by K/(v*10^3),we get quadratic equation in P with coefficients
a=1/2;
b=-m*g*4/(%pi*d^2);
c=-m*g*h*10*K/(v*10^3);
p=(-b+sqrt(b^2-4*c*a))/(2*a); //solution for quadratic equation in P , Unit in N/mm^2, The answer vary due to round off error
Pmax=p+Mp*g*4/(%pi*d^2); //Maximum pressure ,Unit in N/mm^2, The answer vary due to round off error
//Result
printf("Final Maximum Pressure set up in oil is %.2f N/mm^2",Pmax)
|
751655e066eae565740fffc59493fcae82856127
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2045/CH4/EX4.16/Ex4_16.sce
|
eeccf6d87440b137b8655d6e04ac266670e332e8
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 604
|
sce
|
Ex4_16.sce
|
//example 16
clear
vcc=1.5//volt in book should be changed as 1.5
colres=1.5*10^3;//ohm
emresi=0.27*10^3;//ohm
r1=2.7*10^3;//ohm
r=2.7*10^3;//ohm
beta1=45;
basre1=690;//ohm
voltag=r*vcc/(r*r1);
basres=(r*r1)/(r+r1);
vbe=0.2;
for q= 1:2
if q==2 then
disp("resistance = "+string((basre1))+"ohm");
basres=basres+basre1;
end
bascur=(((voltag+vbe)))/(basres+(45*(emresi)));
colcur=beta1*bascur;
vce=(vcc+colcur*colres+(bascur+colcur)*emresi);
disp("current = "+string((colcur))+"ampere");
disp("vce = "+string((vce))+"volt");
end
|
f4428edb2cf7628146f63901de11eaa62a853281
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3375/CH2/EX2.6/Ex2_6.sce
|
7a96b36b7fa9c857c2afe87676db23ca86e63f5f
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 658
|
sce
|
Ex2_6.sce
|
//Example 2.6
//Pressure Drop
//Page No. 56
clc;clear;close;
D=50; //in mm
D=D/1000; //converted mm to m
L=6; //in m
rho=995.6; //in kg/m^3
g=9.81; //in m/s^-2
mu=79.77*10^-5; //in Pa-s
//case 1
u=10; //in m/s^-1
Re=(rho*u*D)/mu;
f=0.316/Re^(1/4);
dp(1)=(f*L*u^2*rho)/(2*D);
//case 2
u=20; //in m/s^-1
Re=(rho*u*D)/mu;
f=0.316/Re^(1/4);
dp(2)=(f*L*u^2*rho)/(2*D);
u1=[10 20]; //in m
h_l=[dp(1)/(rho*g) dp(2)/(rho*g)];
f=interpln([h_l;u1],20)*%pi*D^2/4;
f=f*1000; //conversion to lit/s
printf('\nFlow Rate = %g lit/s\n\nNote: Slight calculation errors in the book',f);
|
5a18e8109dd31d9c8472805269df3b2e6cf2154a
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3472/CH28/EX28.2/Example28_2.sce
|
d8a768304b1c20684ad420a177a61bc9a4be8a78
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,217
|
sce
|
Example28_2.sce
|
// A Texbook on POWER SYSTEM ENGINEERING
// A.Chakrabarti, M.L.Soni, P.V.Gupta, U.S.Bhatnagar
// DHANPAT RAI & Co.
// SECOND EDITION
// PART III : SWITCHGEAR AND PROTECTION
// CHAPTER 2: FAULT LIMITING REACTORS
// EXAMPLE : 2.2 :
// Page number 480
clear ; clc ; close ; // Clear the work space and console
// Given data
X = 10.0 // Reactance of reactor(%)
kVA = 30000.0 // Rating of generator(kVA)
X_sc = 20.0 // Short-circuit reactance(%)
// Calculations
X_1 = 1.0/3*(X_sc+X) // Combined reactance of generator A,B,C & associated reactors(%)
X_2 = X_1+X // Combined reactance upto fault(%)
X_total_a = X_2/2.0 // Total reactance upto fault(%)
kVA_SC_a = 100/X_total_a*kVA // Short-circuit kVA(kVA)
X_total_b = 1.0/4*X_sc // Total reactance upto fault when E,F,G & H are short-circuited(%)
kVA_SC_b = 100/X_total_b*kVA // Short-circuit kVA(kVA)
// Results
disp("PART III - EXAMPLE : 2.2 : SOLUTION :-")
printf("\nCase(a): kVA developed under short-circuit when reactors are in circuit = %.f kVA", kVA_SC_a)
printf("\nCase(b): kVA developed under short-circuit when reactors are short-circuited = %.f kVA", kVA_SC_b)
|
2f1434f3e8ff7f72387374376b85664ba1f2a598
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1949/CH1/EX1.5/1_5.sce
|
0695065130eae317f8b397b6a942b65b6ef660a5
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 417
|
sce
|
1_5.sce
|
//Chapter-1,Example 1_5,Page 1-18
clc()
//Given Data:
t=0.2/(100)^2*10^-2 //thickness of film in meter
lam=5.5*10^-7 //wavelength of light in meter
r=0 //normal incidence
n=1 //first band
//Calculations:
//Condition for dark fringe is
//2ut*cos r =n*lam
u=n*lam/(2*t*cos(r)) //Refractive index of a oil
printf('Refractive index of a oil is =%.3f ',u)
|
549f90c7edbb0c99b484e823beeff3d184fe1888
|
b5c22c07406d45a352798d115f1412c5f993a069
|
/Logi/2016/07/11/18_59/LogiSciLabDane.sce
|
ab388d5e2f1d1d48701996e19cb6838dfd8316bc
|
[] |
no_license
|
patrykbabecki/dronPC
|
19f4b66c8e80a0855831547036b165b646aad47a
|
664dee37741c8a2e75f57d4a111e4029ec92cc36
|
refs/heads/master
| 2020-04-11T04:30:18.304395
| 2016-09-13T10:58:09
| 2016-09-13T10:58:09
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,545,880
|
sce
|
LogiSciLabDane.sce
|
// dane z pliku: AccGyroRaw_log Parametr: ACCX
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AccGyroRaw_ACCX_Size = 2933; //Rozmiar wektora
// dane z pliku: AccGyroRaw_log Parametr: ACCY
AccGyroRaw_ACCY = [ 128.0 128.0 48.0 160.0 64.0 64.0 96.0 80.0 160.0 96.0 176.0 32.0 96.0 96.0 112.0 144.0 128.0 144.0 112.0 64.0 176.0 192.0 80.0 80.0 112.0 160.0 80.0 160.0 144.0 80.0 80.0 96.0 80.0 144.0 128.0 112.0 144.0 48.0 128.0 96.0 96.0 112.0 64.0 80.0 16.0 96.0 80.0 96.0 160.0 144.0 96.0 80.0 96.0 48.0 112.0 128.0 96.0 80.0 112.0 128.0 112.0 80.0 48.0 48.0 128.0 128.0 96.0 128.0 96.0 128.0 96.0 96.0 112.0 32.0 112.0 16.0 112.0 96.0 80.0 160.0 96.0 128.0 144.0 64.0 64.0 80.0 128.0 80.0 96.0 96.0 96.0 96.0 64.0 64.0 64.0 160.0 112.0 64.0 144.0 64.0 112.0 80.0 144.0 96.0 96.0 48.0 144.0 128.0 128.0 160.0 112.0 64.0 112.0 80.0 128.0 80.0 64.0 32.0 128.0 112.0 112.0 80.0 192.0 112.0 128.0 96.0 128.0 80.0 80.0 112.0 96.0 112.0 112.0 32.0 112.0 144.0 176.0 128.0 64.0 112.0 112.0 80.0 112.0 80.0 144.0 112.0 128.0 16.0 96.0 96.0 144.0 96.0 112.0 112.0 80.0 80.0 32.0 80.0 160.0 176.0 96.0 144.0 384.0 64.0 -496.0 128.0 80.0 64.0 0.0 48.0 32.0 128.0 -64.0 112.0 16.0 176.0 128.0 80.0 48.0 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AccGyroRaw_ACCY_Size = 2933; //Rozmiar wektora
// dane z pliku: AccGyroRaw_log Parametr: ACCZ
AccGyroRaw_ACCZ = [ 16832.0 16784.0 16816.0 16832.0 16784.0 16816.0 16800.0 16896.0 16704.0 16752.0 16656.0 16816.0 16816.0 16848.0 16816.0 16832.0 16848.0 16800.0 16848.0 16816.0 16848.0 16816.0 16848.0 16768.0 16752.0 16768.0 16736.0 16720.0 16784.0 16832.0 16880.0 16768.0 16736.0 16864.0 16864.0 16752.0 16800.0 16736.0 16768.0 16736.0 16800.0 16784.0 16848.0 16768.0 16688.0 16752.0 16896.0 16800.0 16768.0 16800.0 16864.0 16832.0 16768.0 16768.0 16752.0 16736.0 16656.0 16736.0 16880.0 16816.0 16832.0 16784.0 16752.0 16816.0 16800.0 16832.0 16816.0 16800.0 16704.0 16832.0 16784.0 16848.0 16768.0 16816.0 16768.0 16832.0 16784.0 16880.0 16816.0 16912.0 16784.0 16896.0 16768.0 16864.0 16816.0 16736.0 16864.0 16768.0 16864.0 16768.0 16784.0 16800.0 16800.0 16832.0 16816.0 16768.0 16752.0 16800.0 16848.0 16832.0 16816.0 16832.0 16848.0 16880.0 16768.0 16752.0 16864.0 16816.0 16832.0 16768.0 16816.0 16784.0 16816.0 16848.0 16784.0 16800.0 16800.0 16768.0 16784.0 16848.0 16720.0 16880.0 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AccGyroRaw_ACCZ_Size = 2933; //Rozmiar wektora
// dane z pliku: AccGyroRaw_log Parametr: GYROX
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AccGyroRaw_GYROX_Size = 2933; //Rozmiar wektora
// dane z pliku: AccGyroRaw_log Parametr: GYROY
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AccGyroRaw_GYROY_Size = 2933; //Rozmiar wektora
// dane z pliku: AccGyroRaw_log Parametr: GYROZ
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AccGyroRaw_GYROZ_Size = 2933; //Rozmiar wektora
// dane z pliku: Barometr_log Parametr: T
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Barometr_T_Size = 2796; //Rozmiar wektora
// dane z pliku: Barometr_log Parametr: P
Barometr_P = [ 313248.0 314866.0 311663.0 313248.0 314866.0 314866.0 311663.0 311663.0 313248.0 314866.0 313248.0 314866.0 313248.0 311663.0 316584.0 314866.0 311663.0 313248.0 314866.0 313248.0 314866.0 316584.0 314866.0 318218.0 316584.0 313248.0 313248.0 313248.0 313248.0 313248.0 314866.0 313248.0 311663.0 309995.0 313248.0 314866.0 311663.0 313248.0 313248.0 311663.0 313248.0 314866.0 311663.0 314866.0 314866.0 314866.0 314866.0 313248.0 316584.0 314866.0 314866.0 311663.0 314866.0 313248.0 314866.0 313248.0 313248.0 313248.0 314866.0 314866.0 313248.0 313248.0 314866.0 313248.0 313248.0 314866.0 313248.0 314866.0 313248.0 313248.0 313248.0 313248.0 314866.0 314866.0 316584.0 313248.0 313248.0 311663.0 313248.0 313248.0 313248.0 311663.0 314866.0 313248.0 311663.0 311663.0 314866.0 316584.0 311663.0 311663.0 313248.0 313248.0 314866.0 314866.0 313248.0 316584.0 311663.0 314866.0 313248.0 314866.0 311663.0 313248.0 314866.0 314866.0 313248.0 316584.0 314866.0 311663.0 314866.0 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Barometr_P_Size = 2796; //Rozmiar wektora
// dane z pliku: Barometr_log Parametr: W
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Barometr_W_Size = 2796; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: SkladowaH
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Silnik1_SkladowaH_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: RegulatorAlfa
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Silnik1_RegulatorAlfa_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: RegulatorBeta
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Silnik1_RegulatorBeta_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: UchybAlfa
Silnik1_UchybAlfa = [ 2.254284 2.2791824 2.2596073 2.2577198 2.2866485 2.2743328 2.2715228 2.2715228 2.259668 2.259668 2.273741 2.273741 2.273665 2.273665 2.273665 2.273665 2.273665 2.2563634 2.2573428 2.2799852 2.2625215 2.2625215 2.266367 2.266367 2.2329109 2.2329109 2.2329109 2.2329109 2.2303224 2.2303224 2.2361417 2.2483642 2.2483642 2.2483642 2.2565124 2.2565124 2.2565124 2.2551389 2.2520359 2.236035 2.2461817 2.2461817 2.261578 2.2535927 2.253335 2.273928 2.273928 2.2614324 2.2614324 2.2580464 2.2630942 2.2153862 2.2416942 2.2495015 2.2495015 2.2495015 2.2547925 2.2547925 2.2547925 2.2547925 2.2527192 2.241502 2.241502 2.2351925 2.224956 2.224956 2.2281744 2.2394314 2.2394314 2.242091 2.242091 2.2519672 2.245455 2.245455 2.245455 2.245455 2.2461884 2.2482343 2.2546918 2.2603707 2.2603707 2.2502635 2.2502635 2.2502635 2.2478733 2.2321062 2.2321062 2.2509573 2.2556686 2.241676 2.241676 2.2348733 2.2348733 2.2348733 2.2171803 2.250278 2.2487073 2.2487073 2.2487073 2.2495537 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7.9365273 7.9365273 3.454776 3.298146 3.298146 3.298146 2.8031898 2.8031898 2.6126194 2.5767245 2.5767245 2.5767245 2.5767245 2.5767245 2.5767245 2.4832973 2.4832973 2.4804966 2.4804966 2.479664 2.4585924 2.4590516 2.4642787 2.4650867 2.4650867 2.4682896 2.4664445 2.4664445 2.4664445 2.4559593 2.4562864 2.470864 2.4589038 2.4633508 2.4633508 2.4633508 2.4633508 2.4633508 2.4601355 2.4772785 2.4677598 2.4436557 2.4499998 2.4608438 2.4774044 2.4774044 2.4774044 2.4519608 2.4608428 2.4608428 2.4662855 2.4662855 2.4662855 2.4628522 2.4545014 2.4668794 2.4571812 2.4488966 2.4599416 2.4599416 2.4599416 2.4599416 2.466645 2.466645 2.4821277 2.4821277 2.4691138 2.4691138 2.4691138 2.4691138 2.4691138 2.4691138 2.4691138 2.4691138 2.460805 2.4432576 2.4330568 2.4330568 2.4212449 2.427128 2.440788 2.440788 2.436919 2.4370196 2.4370196 2.4370196 2.444769 2.444769 2.444769 2.444769 2.444769 2.444769 2.452959 2.452959 2.452959 2.4466603 2.4466603 2.4466603 2.4466603 2.460424 2.460424 2.4486842 2.4425137 2.4425137 2.4529438 2.4501922 2.4501922 2.4553564 2.4549158 2.4682598 2.4682598 2.4682598 2.4556947 2.4556947 2.4531646 2.4575644 2.4575644 2.4533 2.4533 2.4600742 2.4635918 2.4635918 2.4635918 2.4485943 2.451596 2.4477777 2.4477777 2.4522219 2.445651 2.4486232 2.453421 2.453421 2.4482293 2.4600594 2.4454916 2.4514897 2.4533677 2.4366074 2.4366074 2.4366074 2.4522476 2.455873 2.4249516 2.429031 2.429031 2.4775112 2.4775112 2.466483 2.459856 2.459856 2.459856 2.4552288 2.458271 2.4398346 2.4398346 2.4398346 2.4604871 2.4636075 2.449621 2.449621 2.4563189 2.448571 2.4504259 2.4368565 2.4374456 2.4374456 2.4451656 2.4500978 2.435541 2.435541 2.0722127 2.0722127 2.0722127 -16.099401 -30.836014 -30.636604 -24.477535 -24.477535 -15.516633 -13.644016 47.16872 47.82305 48.053234 43.715115 40.945354 40.945354 40.945354 -39.02406 -39.02406 -44.548218 -50.90704 -53.03975 -53.03975 -53.040638 -53.040638 -52.059437 -52.059437 -28.94816 17.647825 17.647825 17.647825 44.94643 51.687798 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2.332853 2.332853 2.332853 2.3443706 2.3395603 2.3546145 2.3521514 2.3244586 2.3289983 2.327571 2.3197021 2.3173506 2.3173506 2.3245525 2.3245525 2.3245525 2.324285 2.324285 2.3144982 2.3226845 2.3319385 2.3418248 2.3418248 2.3264627 2.3335812 2.334411 2.338964 2.3351974 2.3351974 2.3242538 2.3242538 2.3183236 2.3207173 2.3239982 2.3239982 2.3239982 2.3239982 2.3239982 2.3276277 2.3227265 2.327711 2.324792 2.324792 2.324792 2.324792 2.324792 2.324792 2.3385894 2.3352146 2.3318357 2.3377826 2.3340745 2.3467338 2.332893 2.335138 2.3342998 2.3191438 2.3191438 2.3330283 2.3363574 2.3363574 2.315079 2.315079 2.3332932 2.3344033 2.3374174 2.3367898 2.3348026 2.3348026 2.3251576 2.332819 2.3187628 2.3187628 2.3187628 2.3187628 2.3301103 2.3301103 2.3400426 2.354903 2.354903 2.3534234 2.3534234 2.3372924 2.3372924 2.365344 2.365344 2.3515632 2.3515632 2.345277 2.3236296 2.3273785 2.3379664 2.3379664 2.3379664 2.3379664 2.3379664 2.3174882 2.3252277 2.3252277 2.3325682 2.3413906 2.3416913 2.3433661 2.3342981 2.3342981 2.3342981 2.3342981 2.3136613 2.3136613 2.3136613 2.3136613 2.3136613 2.3191962 2.3221717 2.3249729 2.3249729 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3198607 2.3250263 2.325202 2.3372922 2.3364406 2.3535736 2.3435214 2.3435214 2.3214896 2.3214896 2.318654 2.318654 2.3052309 2.3112907 2.3052351 2.3150132 2.317044 2.317044 2.317044 2.3385193 2.3256686 2.323048 2.3087394 2.3295994 2.323841 2.3138452 2.3180022 2.3132582 2.3132582 2.3132582 2.2994432 2.306149 2.316898 2.316898 2.316898 2.3294952 2.3260999 2.3260999 2.3417609 2.354497 2.354497 2.354497 2.3355103 2.330403 2.330403 2.3273013 2.3146024 2.3216553 2.3300004 2.3248646 2.3248646 2.3379018 2.3278568 2.3198698 2.3183298 2.3183298 2.3206758 2.3206758 2.3206758 2.3206758 2.3411417 2.3427992 2.3061898 2.305917 2.305917 2.305917 2.305917 2.3228593 2.3308847 2.3308847 2.3386931 2.3386931 2.332583 2.332583 2.2997026 2.2997026 2.3355691 2.3328068 2.3342311 2.3304927 2.3294718 2.32792 2.3287494 2.3310635 2.320166 2.320166 2.329443 2.329443 2.307274 2.3062057 2.3071406 2.3122928 2.3122928 2.3340292 2.3340292 2.3394854 2.3394854 2.3498497 2.3234713 2.3234713 2.3313515 2.343376 2.3319714 2.3319714 2.3256066 2.3256066 2.3336234 2.3446202 2.3446202 2.3446202 2.344492 2.363722 2.363722 2.2983599 2.3147702 2.3147702 2.307809 2.307809 2.307809 2.3170543 2.3170543 2.3170543 2.299375 2.29301 2.29301 2.3102996 2.3242393 2.3335638 2.3335638 2.3159525 2.3159525 2.3159525 2.3159525 2.3137307 2.3162677 2.3207672 2.3294127 2.3365037 2.335309 2.3461702 2.3310096 2.3310096 2.3207607 2.322017 2.322017 2.3333864 2.3158197 2.3101945 2.3101945 2.2931523 2.305554 2.311945 2.3188956 2.3188956 2.3143072 2.3169212 2.3169212 2.3188143 2.3308332 2.3308332 2.331498 2.331498 2.331498 2.3328362 2.3347468 2.3347468 2.3347468 2.3347468 2.3091397 2.318331 2.318331 2.318331 2.318331 2.3255413 2.3435416 2.3322756 2.3322756 2.3342652 2.3342652 2.3356044 2.3356044 2.3305886 2.3260553 2.3260553 2.3269048 2.3269048 2.3195007 2.3199687 2.3268726 2.3268726 2.3357396 2.3357396 2.342247 2.342247 2.342247 2.3331013 2.328047 2.328047 2.328047 2.328047 2.3251963 2.3158715 2.3131745 2.3131745 2.328217 2.3119524 2.3119524 2.3061857 2.3061857 2.3061857 2.3242807 2.3132694 2.3132694 2.3132694 2.3210874 2.3360033 2.3360033 2.332265 2.3338952 2.3346102 2.3346102 2.3195126 2.326113 2.326113 2.326113 2.326113 2.326113 2.3083124 2.3115327 2.318098 2.318098 2.3108582 2.3108582 2.3033829 2.3275824 2.3275824 2.3275824 2.332957 2.332957 2.332957 2.3361607 2.3144946 2.319144 2.319144 2.319144 2.3243558 2.323691 2.3169446 2.3169446 2.3169446 2.3169446 2.3169446 2.3043253 2.3063133 2.3003218 2.3122668 2.31849 2.3063023 2.323266 2.3191779 2.3152256 2.3294976 2.3183186 2.3183186 2.3181598 2.3181598 2.3250923 2.3285694 2.317238 2.3213525 2.3345284 2.3316476 2.3316476 2.3320298 2.3316069 2.3316069 2.3168058 2.331428 2.331428 2.331428 2.329367 2.329367 2.3292804 2.3292804 2.3229878 2.3086016 2.3095727 2.3131344 2.3043096 2.3043096 2.2939527 2.2938874 2.2938874 2.3001506 2.310463 2.3084114 2.3166318 2.314272 2.3146303 2.3208063 2.3235776 2.3235776 2.3235776 2.3235776 2.3256981 2.3323185 2.3201416 2.3223784 2.3321126 2.3256583 2.315887 2.315887 2.3206556 2.3206556 2.3304672 2.3304672 2.3304672 2.3274503 2.3280365 2.3280365 2.3280365 2.332788 2.332788 2.332788 2.3372283 2.3357902 2.3357902 2.3357902 2.3357902 2.3362641 2.334998 2.336487 2.3119767 2.3166387 2.3158634 2.3278348 2.3357801 2.328716 2.328716 2.3377688 2.3302298 2.3302298 2.3234215 2.3154118 2.3154118 2.3087375 2.3087375 2.301872 2.301872 2.2993567 2.3064446 2.3064446 2.3064446 2.3339238 2.3359804 2.3354626 2.3369968 2.3254082 2.3256664 2.328761 2.3194191 2.311692 2.3130443 2.3201363 2.3241937 2.322488 2.322488 2.3071344 2.3256145 2.3191876 2.3197422 2.309249 2.3195515 2.3195515 2.3321753 2.3253503 2.3337948 2.327921 2.343849 2.3249223 2.3249223 2.3218355 2.3247619 2.339775 2.339775 2.3406243 2.3192954 2.324721 2.3345282 2.3345282 2.3327444 2.3327444 2.308975 2.3258061 2.3258061 2.3258061 2.347055 2.347055 2.347055 2.347055 2.347055 2.341757 2.3400142 2.3436353 2.3327315 2.3227005 2.33764 2.33764 2.353952 2.3467705 2.3441057 2.3481255 2.3400147 2.3400147 2.3400147 2.3400147 2.32526 2.32526 2.320572 2.332538 2.332688 2.332688 2.3376777 2.335719 2.3319917 2.3313043 2.3313043 2.3313043 2.3089702 2.3089702 2.3227687 2.3227687 2.3138752 2.3187 2.320626 2.3330047 2.340622 2.340622 2.340622 2.329572 2.3382723 2.3406847 2.3406847 2.3406847 2.3334768 2.3255982 2.3255982 2.326342 2.326342 2.326342 2.3392582 2.3528817 2.323006 2.3169246 2.3154986 2.3347301 2.3347301 2.3321688 2.3297944 2.3329535 2.3359442 2.3336093 2.3336093 2.3253386 2.3253386 2.3234656 2.3173199 2.316142 2.3468952 2.3582006 2.3632298 2.3654244 2.3650417 2.3491457 2.345604 2.348949 2.344078 2.344078 2.3431597 2.339168 2.3180926 2.312984 2.312984 2.312984 2.312984 2.312984 2.3492868 2.3449154 2.3429158 2.3429158 2.3429158 2.3449395 2.3500001 2.3517494 2.3478897 2.3455484 2.3412514 2.3478627 2.3478627 2.3286364 2.3286364 2.3313572 2.3313572 2.3313572 2.3614411 2.3552883 2.3552883 2.354024 2.354024 2.3500266 2.3500266 2.3500266 0.06197073 -0.55559874 0.06041498 0.06041498 0.06041498 0.06041498 0.06041498 0.06041498 4.862766 4.862766 1.2235128 -3.0281951 -3.0281951 -3.8110375 -3.8110375 -4.482071 -4.482071 7.575759 8.287177 8.287177 8.287177 9.619655 10.311119 10.452401 10.578558 8.493512 6.2830195 5.040477 2.5060272 2.5060272 -4.916258 -7.2256703 -7.490632 -8.433261 -8.682673 -8.682673 -8.682673 -8.682673 -17.0105 -18.794752 -19.931976 -19.931976 -20.668036 -20.800053 -20.917723 -20.917723 -21.24232 -21.24232 -21.24232 -21.30404 -21.311562 -20.914183 -20.914183 -20.914183 -20.87527 -20.87527 -14.204249 -14.204249 -3.0999374 -2.202773 -2.202773 -2.202773 1.6283333 1.7814462 1.7814462 1.7814462 2.3102875 2.3251195 2.3251195 2.3251195 2.4372785 2.4372785 2.4372785 2.4840682 2.4840682 2.4832087 2.4819572 2.4698637 2.4877346 2.470929 2.4657037 2.4384613 2.4384613 2.4384613 2.4384613 2.4384613 2.2719944 2.3123012 2.463241 2.463241 2.4353294 2.4353294 2.4862664 2.4862664 2.4792087 2.5062542 2.510758 2.5151021 2.5151021 2.5173628 2.5258214 2.5098248 2.50446 2.5108418 2.5053494 2.4925878 2.4925878 2.4925878 2.4925878 2.4925878 2.5077825 2.5077825 2.5077825 2.4996314 2.4996314 2.502138 2.484975 2.484975 2.484975 2.4871445 2.4819064 2.4855323 2.4855323 2.5272408 2.518072 2.5171726 2.5171726 2.5171726 2.500512 2.4930928 2.4930928 2.5005906 ];
Silnik1_UchybAlfa_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: UchybBeta
Silnik1_UchybBeta = [ 0.3382721 0.32687378 0.3480072 0.34259796 0.30267334 0.31140137 0.30174255 0.30174255 0.2966385 0.2966385 0.32524872 0.32524872 0.32357025 0.32357025 0.32357025 0.32357025 0.32357025 0.30252075 0.2919922 0.27697754 0.28961182 0.28961182 0.32089233 0.32089233 0.3179016 0.3179016 0.3179016 0.3179016 0.3407669 0.3407669 0.33760834 0.33007812 0.33007812 0.33007812 0.32508087 0.32508087 0.32508087 0.3394394 0.33300018 0.3309784 0.3294983 0.3294983 0.32041168 0.3249054 0.32591248 0.32650757 0.32650757 0.30361176 0.30361176 0.30155182 0.31269073 0.30762482 0.3142929 0.31550598 0.31550598 0.31550598 0.3155365 0.3155365 0.3155365 0.3155365 0.33176422 0.33244324 0.33244324 0.32530975 0.30876923 0.30876923 0.31388855 0.32422638 0.32422638 0.29657745 0.29657745 0.29039764 0.30070496 0.30070496 0.30070496 0.30070496 0.30793 0.2995758 0.3067627 0.34617615 0.34617615 0.32727814 0.32727814 0.32727814 0.32040405 0.31380463 0.31380463 0.32291412 0.31484222 0.32322693 0.32322693 0.32148743 0.32148743 0.32148743 0.33579254 0.33700562 0.34256744 0.34256744 0.34256744 0.33073425 0.33073425 0.30604553 0.29606628 0.29606628 0.29606628 0.29606628 0.31327057 0.31327057 0.31327057 0.31327057 0.29981995 0.3296051 0.31085205 0.3083954 0.3083954 0.32671356 0.33260345 0.33260345 0.29837036 0.31855774 0.31855774 0.31487274 0.31715393 0.3265915 0.30795288 0.31341553 0.2997818 0.30070496 0.3122635 0.3122635 0.31575012 0.31246185 0.31472015 0.30892944 0.31049347 0.33203888 0.33530426 0.33530426 0.31730652 0.3232422 0.3232422 0.3242798 0.32144165 0.31720734 0.31667328 0.31667328 0.31667328 0.33021545 0.33021545 0.33021545 0.33021545 0.33021545 0.29917908 0.29917908 0.29917908 0.29917908 0.29917908 0.3238678 0.29100037 0.29100037 0.29100037 0.29100037 0.32328033 0.30807495 0.30807495 0.30807495 0.30807495 0.38815308 0.31277466 0.3032074 0.27096558 0.2731781 0.23406982 0.23406982 0.23406982 0.20912933 0.20861816 0.21800995 0.21800995 0.21800995 0.2186203 0.2186203 0.22935486 0.22935486 0.20855713 0.21201324 0.21201324 0.21201324 0.21201324 0.21201324 0.21201324 0.22042847 0.24538422 0.23370361 0.239151 0.22499084 0.22499084 0.22499084 0.2322464 0.22537994 0.2249527 0.2249527 0.2249527 0.2249527 0.2249527 0.29937744 0.29937744 0.29937744 0.29937744 0.29634094 0.2926941 0.2926941 0.31298065 0.32292175 0.32292175 0.3216629 0.33465576 0.33465576 0.3344803 0.3344803 3.157936 3.57164 3.9422226 3.9940262 3.9940262 3.9940262 3.9940262 4.1365204 4.316887 4.316887 4.606659 4.75296 5.224365 5.3146515 5.5739517 5.6559677 5.193596 4.923889 4.7886887 4.781578 4.781578 4.781578 4.781578 5.0622177 5.2979584 5.6330566 5.6330566 5.986679 5.986679 5.986679 5.986679 8.697403 8.841637 8.841637 9.771912 9.771912 9.771912 9.771912 9.189148 9.187325 9.219345 9.250397 9.250397 9.391731 9.561661 9.561661 9.561661 9.561661 9.82058 10.0476 10.0476 9.879059 9.437569 9.437569 9.067261 7.790558 4.826187 4.06443 3.5009384 3.5009384 3.5009384 1.316391 1.1169052 1.1169052 1.1169052 3.3372803 3.9719467 3.9719467 3.9719467 3.9719467 3.9719467 3.9719467 -2.3746185 -3.112648 -0.39121246 -0.39121246 1.7329178 1.7329178 2.1807938 2.0781631 2.0781631 0.7056656 0.45070648 0.45070648 0.055786133 0.030555725 0.030555725 0.030555725 -0.015365601 -0.015365601 -0.043647766 -0.036849976 -0.036849976 -0.036849976 -0.036849976 -0.036849976 -0.036849976 -0.051712036 -0.051712036 -0.05067444 -0.05067444 -0.04059601 -0.031288147 -0.045700073 -0.06311798 -0.067100525 -0.067100525 -0.046195984 -0.051246643 -0.051246643 -0.051246643 -0.054130554 -0.065841675 -0.07311249 -0.065093994 -0.0671463 -0.0671463 -0.0671463 -0.0671463 -0.0671463 -0.06879425 -0.06377411 -0.078315735 -0.068618774 -0.063308716 -0.06743622 -0.07444 -0.07444 -0.07444 -0.07801819 -0.079460144 -0.079460144 -0.0771637 -0.0771637 -0.0771637 -0.06711578 -0.05193329 -0.06505585 -0.061668396 -0.060905457 -0.035125732 -0.035125732 -0.035125732 -0.035125732 -0.042785645 -0.042785645 -0.06864166 -0.06864166 -0.07833862 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Silnik1_UchybBeta_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: PWM
Silnik1_PWM = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4998.0 4996.0 4996.0 4993.0 4992.0 4992.0 4992.0 4992.0 4992.0 4992.0 4989.0 4986.0 4986.0 4984.0 4983.0 4982.0 4982.0 4978.0 4976.0 4974.0 4974.0 4973.0 4973.0 4964.0 4959.0 4957.0 4952.0 4952.0 4952.0 4944.0 4943.0 4943.0 4941.0 4940.0 4932.0 4926.0 4926.0 4926.0 4924.0 4922.0 4922.0 4922.0 4922.0 4922.0 4922.0 4922.0 4922.0 4923.0 4928.0 4943.0 4945.0 4949.0 4950.0 4952.0 4952.0 4952.0 4958.0 4962.0 4963.0 4968.0 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Silnik1_PWM_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: RegAlfaRate
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Silnik1_RegAlfaRate_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik1_log Parametr: RegBetaRate
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Silnik1_RegBetaRate_Size = 2994; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: SkladowaH
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Silnik3_SkladowaH_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: RegulatorAlfa
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Silnik3_RegulatorAlfa_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: RegulatorBeta
Silnik3_RegulatorBeta = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.03487944 0.065195695 0.07810582 0.14539547 0.16100833 0.19570784 0.21018982 0.248133 0.26192135 0.33739126 0.4791558 0.7210342 0.7352874 0.7532299 0.7828767 0.82264423 0.8369491 0.8525322 0.9117326 1.0302144 1.044136 1.0569952 1.0696144 1.1560984 1.2563337 1.3237214 1.4026072 1.42687 1.4840634 1.5382835 1.6714672 1.6985145 1.7157925 1.7478449 1.7628171 1.8139533 1.9165335 1.9346917 1.9758463 2.0898738 2.1000693 2.1937459 2.2128272 2.3213556 2.3455968 2.3793354 2.3868144 2.4058297 2.41535 2.4511392 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31.53601 31.36534 32.49286 31.655638 32.57336 32.118416 32.176704 32.08336 32.258297 31.267603 32.52961 32.168278 32.286964 31.949709 31.62646 31.53217 32.259003 31.458855 31.975615 31.17656 32.227493 32.552917 32.173687 32.025227 31.320446 32.885567 31.802547 31.231586 31.995571 31.445362 31.961115 32.745453 31.299513 31.94921 32.655846 32.409225 32.488586 31.138128 32.039566 31.984692 32.0295 31.706263 31.517855 32.073105 31.997816 31.521921 31.77102 31.02917 31.411402 30.725613 32.636223 32.522823 32.313972 31.915474 30.893087 32.880074 31.057947 32.60397 31.060131 31.369305 32.40114 31.58449 31.529707 31.95034 31.55174 32.300995 31.428127 30.86133 31.45348 31.912226 32.06615 32.14332 31.743725 32.43471 32.533802 31.048399 32.613476 32.13812 31.872353 33.34474 32.22038 32.183346 31.882513 33.416367 32.732956 31.875843 31.91707 32.56701 31.84315 33.045708 32.074276 30.85683 31.029303 31.411804 32.15674 31.128672 31.568573 32.37059 32.486115 33.078396 33.690937 31.1984 31.542847 31.96351 31.220549 32.50073 32.12276 31.495525 32.299564 32.47236 32.51353 33.337227 31.698133 31.949444 32.770786 31.98959 31.724573 32.166283 33.273754 31.443892 33.25819 32.119164 31.855507 32.23773 33.19428 32.222446 31.231426 33.674576 31.939852 31.679369 33.072678 33.05459 31.987423 32.808567 32.21925 32.416595 32.899734 31.148314 32.341263 32.361378 32.059177 32.899597 31.851877 33.593742 32.52678 31.383432 31.346529 31.824028 31.63431 32.49341 32.246376 33.069344 32.650955 32.556515 31.364948 31.938232 32.691055 32.312878 32.356792 32.246304 31.447145 30.856834 32.696945 33.025745 33.668278 31.819214 32.220802 33.73301 33.222466 32.412323 31.669394 32.77972 32.57364 32.461163 32.44425 31.950672 33.019756 32.98265 33.193447 32.37668 31.961248 31.409626 32.520584 32.349865 32.370247 31.552103 31.859379 33.063213 32.5161 32.08072 32.903107 31.2127 32.89503 33.04879 32.782833 31.926983 32.674206 32.90408 32.41092 31.935356 33.02348 33.177246 32.415745 32.13393 32.195316 32.42653 33.247673 31.307568 32.510227 32.034367 32.85767 32.935154 32.844604 32.42988 32.889736 33.292503 32.07389 33.047382 33.106384 32.878536 32.80479 32.313644 33.157314 32.9129 33.088646 31.455593 31.723469 32.373894 34.058075 31.655844 33.945686 31.491323 32.579594 33.915974 32.795204 32.510365 32.511524 32.70866 32.175743 31.909798 32.106674 32.646255 33.12427 32.7437 33.01172 32.535645 32.61294 32.995724 31.94849 32.941956 31.779383 32.60155 31.65257 33.277935 32.34459 33.0563 31.8581 32.62221 30.83161 31.309422 33.435863 33.234398 33.656605 31.559977 32.67216 32.733284 31.704311 32.488384 32.58483 31.84204 33.06371 32.226475 32.076233 32.611275 32.825523 33.11366 31.83889 32.222717 31.957493 32.740524 32.627895 33.639557 32.630775 32.347763 32.272396 32.19818 33.346264 31.478127 32.567295 31.652815 32.51201 33.92461 32.914963 32.405415 33.016975 32.544285 33.500175 33.482407 31.675343 32.554848 31.452456 32.660786 32.45214 32.628098 32.804283 33.092808 32.160847 33.250072 31.763489 32.455166 33.96428 32.7852 32.50041 32.50389 33.28715 33.135635 32.12592 32.323067 33.339817 32.65427 31.682695 33.710625 32.034496 32.611717 33.146847 33.1874 32.06353 33.61075 31.419353 31.744667 32.991524 32.841053 34.19715 32.789555 32.962288 33.708538 32.77613 33.731 32.722153 32.41911 33.049706 32.898193 33.339 32.902832 33.038612 32.98238 33.271664 32.79572 33.082775 33.52258 32.17469 33.494026 32.467476 32.81191 32.812916 32.98799 31.482233 32.589413 33.086437 33.679073 33.08896 34.048405 32.84818 32.334236 32.793026 33.099453 32.815323 33.124866 33.5085 33.246 32.9318 33.58377 31.887367 32.34607 33.632935 33.321735 32.808002 32.48499 31.725492 31.974594 32.28237 33.14146 32.838455 32.93822 32.69133 33.41968 33.34469 32.907032 33.596138 32.796295 33.61836 34.06153 33.340252 33.13268 33.839687 32.44856 33.44504 32.301754 31.959616 32.914394 31.96286 32.63625 33.229916 32.2988 32.02405 32.97903 32.241425 33.329563 33.387974 33.25573 32.973434 33.641922 32.98495 33.578735 32.989902 33.779514 33.037117 32.84739 32.695847 33.006054 33.82722 31.634657 33.52622 33.623867 33.1112 32.90359 32.47199 32.19529 32.617294 32.911247 33.78951 32.933754 33.545254 33.81372 34.43402 33.44335 33.807262 32.817703 33.069374 33.013115 33.185734 32.50175 34.070267 32.12573 33.309258 33.52104 33.08675 33.087814 32.824173 32.63466 32.35626 33.103676 33.966106 33.551315 34.33467 32.67641 33.348885 32.18663 33.736526 32.49778 33.836216 33.455753 33.552193 33.744358 32.812305 33.52247 32.267212 33.56576 32.730247 34.10485 33.632957 32.281273 33.20007 32.764355 32.179123 34.053993 32.646015 33.163242 33.107376 33.357933 32.809258 32.717445 33.538887 32.702324 33.239258 33.20238 32.707638 33.74162 33.03674 32.868416 33.060024 33.72886 33.540424 32.876225 33.965717 33.661877 33.300434 33.229645 32.906353 34.264618 31.255915 33.014294 32.806576 34.18112 33.821774 33.270718 33.597336 31.866653 33.509018 32.74935 33.612244 33.409416 33.849316 32.081123 33.762047 34.107697 33.959415 33.293617 33.389786 33.10485 33.890877 33.529606 32.78928 33.652435 33.158592 33.295254 34.21173 33.39239 33.412888 34.329395 33.799076 33.43805 32.90487 32.98589 34.172646 34.535934 33.29858 34.31075 32.824158 33.874325 32.999256 33.025604 34.478676 32.68716 33.089977 33.610764 33.99455 33.27509 33.676723 32.609642 33.374897 33.414074 33.780773 33.555397 32.738182 32.624836 33.331642 32.302845 32.859825 34.580837 33.60911 33.610435 33.03916 33.574165 33.957836 33.177845 33.274128 33.84744 34.28709 33.963966 33.698093 34.137646 33.890785 33.396584 33.779247 33.07455 33.438057 34.220985 33.517815 33.93846 33.159996 33.715385 33.64041 32.42158 34.043823 33.22732 33.935825 32.792446 33.04157 34.34743 32.650925 32.861874 34.25801 33.438652 33.859802 33.42222 33.042877 32.87425 32.55564 33.30377 33.47675 33.4778 33.955837 33.117542 34.625637 32.77689 33.64083 33.49216 32.6268 33.774937 34.100475 33.435135 33.705765 33.497 32.906754 33.081238 34.383553 32.458153 33.326775 33.537857 33.31009 33.692944 33.408054 33.065693 33.145718 32.713272 33.07675 34.625626 34.3239 33.755848 33.566147 33.70255 32.84538 33.85873 33.351986 33.429424 33.12727 33.800564 33.32482 33.822132 33.15631 33.424263 33.768658 33.19733 33.713352 32.799004 33.601913 34.461384 33.01271 32.78489 33.607376 33.608315 33.3648 33.615585 32.53013 34.876785 33.659576 34.19711 271.364 218.3257 132.39397 -100.43546 -582.80743 -393.3908 -261.8532 -259.29535 -192.95847 -37.271145 -7.397703 -10.554786 19.41945 529.2952 387.99368 137.24722 116.84497 96.912735 47.606777 36.241997 -244.72505 -127.70709 -123.77193 -101.00385 -80.71103 35.734406 -15.070699 12.731481 17.775717 13.940113 16.046652 30.308908 18.78869 -22.75415 -7.3925433 6.094779 8.1022005 21.580353 24.82054 32.004013 27.21797 37.45611 26.572151 26.221338 30.73346 26.595524 27.962921 29.423735 21.318447 28.450228 411.9416 160.27211 62.321552 89.02878 72.85005 66.20363 46.134205 42.58362 34.739033 34.833607 31.019373 30.182785 28.105667 27.973135 28.22519 27.20281 25.987307 28.263315 26.720026 27.236982 26.93706 27.97059 27.86639 26.598495 26.079205 27.584389 26.89894 27.624937 26.178265 27.16099 26.248652 35.30972 26.693048 28.18238 26.585188 25.766464 27.174026 26.699095 28.991436 26.924484 27.314215 28.175783 27.013725 26.481323 27.16959 27.195986 26.915295 26.959293 27.877548 27.898046 26.526531 27.23533 27.04804 27.015236 26.883259 27.30449 27.153526 27.255459 27.982521 26.364143 27.245012 27.366802 26.893358 28.136477 25.660452 26.923891 26.089066 27.62531 26.902206 27.045578 26.22712 27.832306 27.033113 26.825174 27.595787 27.44656 27.549744 26.750069 27.995146 27.618698 26.519842 27.593817 26.757578 27.395786 27.24484 26.750677 27.272833 27.849394 26.840603 27.338514 28.333557 26.809477 27.099947 27.639791 27.68311 27.669508 27.391623 27.491861 28.029259 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 ];
Silnik3_RegulatorBeta_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: UchybAlfa
Silnik3_UchybAlfa = [ 2.2791824 2.2577198 2.2577198 2.2866485 2.2715228 2.2715228 2.259668 2.273741 2.2761183 2.2761183 2.2656538 2.273665 2.273665 2.273665 2.273665 2.273665 2.2563634 2.2480364 2.2573428 2.2517762 2.2799852 2.2625215 2.2636278 2.266367 2.2329109 2.2329109 2.2329109 2.2329109 2.2303224 2.2487466 2.2601964 2.2516375 2.2565124 2.2448964 2.2551389 2.2520359 2.236035 2.2461817 2.262706 2.261578 2.2535927 2.253335 2.273928 2.273928 2.273928 2.2614324 2.2614324 2.2614324 2.2580464 2.2630942 2.2630942 2.2578754 2.2531877 2.2211926 2.2416942 2.2495015 2.2495015 2.2495015 2.2495015 2.2547925 2.2547925 2.2547925 2.241502 2.241502 2.2351925 2.2351925 2.224956 2.2394314 2.2394314 2.242091 2.2519672 2.245455 2.245455 2.2546918 2.2546918 2.2546918 2.2546918 2.2603707 2.2603707 2.2603707 2.2603707 2.2502635 2.2478733 2.2321062 2.2321062 2.2321062 2.2348733 2.2348733 2.2171803 2.2487073 2.258308 2.2495537 2.2495537 2.234383 2.234383 2.2386553 2.236567 2.236567 2.236567 2.236567 2.236567 2.236567 2.236567 2.2507362 2.2449343 2.246654 2.2401247 2.2625358 2.2625358 2.2625358 2.2625358 2.235704 2.262152 2.2746944 2.2415555 2.2411015 2.253297 2.2643607 2.2614908 2.264952 2.264952 2.264952 2.2574146 2.260993 2.260975 2.243625 2.2865932 2.271264 2.271264 2.271264 2.2575045 2.2616236 2.2616236 2.2616367 2.2554932 2.2554932 2.2554932 2.2554932 2.2554932 2.2704494 2.2704494 2.249626 2.240974 2.240974 2.2494545 2.2494545 2.2331522 2.2250857 2.2270036 2.2394056 2.2394056 2.2488708 2.2488708 2.2488708 2.2555718 2.2321374 2.2321374 1.3924888 -4.909202 -26.353125 -29.072218 -31.074648 -31.074648 -33.5205 -33.906834 -34.21434 -35.89084 -35.89084 -36.01425 -36.01425 -36.030354 -36.030354 -36.030354 -36.030354 -36.030354 -36.15453 -36.08609 -36.08609 -36.08609 -36.08609 -35.98078 -35.98078 -35.98078 -35.98078 -35.98078 -35.77359 -35.77359 -35.77359 -35.77359 -35.77359 -35.69595 -35.71965 -35.71965 -35.71965 -35.71965 -36.471878 -36.471878 -36.65194 -36.65194 -36.65194 -37.00451 -36.966713 -36.8716 -36.834053 -36.632275 -36.58693 -36.58693 -36.54979 -36.54979 -36.54979 -36.54979 -36.45754 -36.447117 -36.447117 -36.447117 19.552364 19.552364 30.915699 30.915699 30.915699 36.768303 38.24738 38.24738 38.24738 41.629223 41.715214 41.713852 41.438896 41.438896 40.41988 40.41988 38.723053 37.787136 35.82612 38.561295 38.561295 42.253716 42.253716 41.801357 41.801357 41.801357 41.801357 41.801357 41.801357 41.801357 41.801357 41.801357 40.808315 40.383026 40.383026 40.17975 41.332073 41.248894 41.248894 41.248894 41.317745 41.317745 41.317745 41.32481 41.231464 41.231464 41.231464 41.231464 41.231464 41.05821 41.494442 41.635105 42.507256 5.3479333 5.3479333 5.3479333 -21.354025 -21.354025 -21.354025 16.725306 16.725306 16.725306 16.725306 41.884495 41.884495 41.884495 45.07268 45.07268 45.07268 45.07268 45.07268 45.07268 45.07268 45.07268 -40.349762 -47.16553 -50.14604 -36.587257 -36.587257 -36.587257 -36.587257 -36.587257 28.633379 23.594404 7.9365273 7.9365273 3.6778479 3.454776 3.298146 2.8031898 2.8031898 2.8031898 2.8031898 2.6126194 2.5767245 2.5767245 2.5767245 2.5767245 2.5767245 2.4832973 2.4832973 2.4832973 2.4832973 2.4829457 2.4804966 2.4642787 2.4650867 2.4650867 2.4682896 2.4559593 2.4559593 2.4559593 2.4559593 2.470864 2.4589038 2.4633508 2.4633508 2.4633508 2.4633508 2.4633508 2.4633508 2.4772785 2.4772785 2.4677598 2.4499998 2.4608438 2.4774044 2.4774044 2.4774044 2.4774044 2.4519608 2.4452221 2.4452221 2.4608428 2.4662855 2.4628522 2.4628522 2.4745877 2.4668794 2.4571812 2.4488966 2.4599416 2.4599416 2.466645 2.466645 2.4821277 2.4821277 2.4748383 2.4754062 2.4691138 2.4691138 2.4691138 2.4691138 2.4691138 2.4691138 2.4542232 2.449696 2.4393206 2.4321666 2.4330568 2.4330568 2.415497 2.4326923 2.436919 2.436919 2.4370196 2.4370196 2.4370196 2.444769 2.444769 2.444769 2.444769 2.444769 2.4576135 2.4584024 2.4584024 2.4584024 2.452959 2.452959 2.452959 2.452959 2.4464242 2.4466603 2.4830673 2.462305 2.4613464 2.460424 2.4486842 2.4425137 2.4425137 2.4425137 2.4425137 2.4568386 2.4529438 2.4494383 2.4541955 2.4501922 2.4501922 2.4501922 2.4549158 2.4682598 2.4682598 2.4682598 2.4556947 2.4531646 2.443391 2.443391 2.4533 2.4533 2.4600742 2.4600742 2.4635918 2.4635918 2.4635918 2.4269364 2.4485943 2.4484367 2.4477777 2.4477777 2.4477777 2.4522219 2.445651 2.445651 2.449446 2.4428368 2.453421 2.453421 2.4600594 2.4454916 2.4514897 2.4514897 2.4533677 2.4366074 2.4366074 2.4366074 2.4522476 2.4568753 2.455873 2.435374 2.435374 2.426983 2.4249516 2.429031 2.477261 2.477261 2.4775112 2.4775112 2.466483 2.459856 2.4552288 2.458271 2.4533732 2.4604871 2.4604871 2.4604871 2.4636075 2.449621 2.449621 2.449621 2.4504259 2.4504259 2.4560966 2.4560966 2.4560966 2.4509025 2.4374456 2.4374456 2.4451656 2.4451656 2.4500978 2.4368744 2.435541 2.435541 2.0722127 2.0722127 -16.099401 -24.477535 -20.867912 -13.644016 46.701744 47.82305 47.82305 48.053234 44.46825 43.715115 40.945354 40.945354 -39.02406 -39.02406 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2.3344827 2.3495595 2.3445098 2.3432746 2.3285866 2.3285866 2.3361692 2.341028 2.341028 2.3259656 2.3211627 2.3320076 2.3414996 2.346889 2.3281016 2.3281016 2.3281016 2.3281016 2.3281016 2.3436496 2.3436496 2.342293 2.342293 2.3583715 2.3598635 2.3598635 2.3492513 2.3492513 2.3492513 2.3492513 2.3492513 2.3492513 2.3466218 2.3466218 2.3466218 2.3389394 2.3403873 2.3423254 2.3400085 2.3400085 2.3399663 2.3560417 2.3325982 2.3165593 2.3218362 2.3206236 2.3206236 2.3206236 2.3121676 2.3085885 2.3107703 2.3107703 2.3216863 2.3358622 2.3358622 2.3210397 2.3291602 2.3233593 2.34919 2.340294 2.340294 2.3293471 2.3340979 2.3382754 2.3333814 2.3333814 2.3333814 2.3312006 2.3497837 2.3497837 2.3497837 2.3497837 2.3497837 2.3363113 2.3363113 2.3363113 2.3156154 2.3190973 2.323601 2.324361 2.3289316 2.3289316 2.3289316 2.3349967 2.3390377 2.314164 2.3262062 2.3223436 2.3223436 2.3305483 2.3305483 2.3383906 2.320771 2.3140461 2.3270264 2.3270264 2.3300261 2.329079 2.3263972 2.3496857 2.3496857 2.3201635 2.3201635 2.3201635 2.31599 2.346738 2.34308 2.34308 2.34308 2.34308 2.34308 2.3418622 2.3364892 2.3364892 2.339744 2.339744 2.3095725 2.3062367 2.3062367 2.3062367 2.3130136 2.3130136 2.3192978 2.3192978 2.3192978 2.3260956 2.3260956 2.3260956 2.3271236 2.3271236 2.3271236 2.3271236 2.3271236 2.3271236 2.3529656 2.3529656 2.3529656 2.322455 2.332853 2.332853 2.3476915 2.350782 2.3546145 2.3244586 2.3289983 2.3289983 2.327571 2.327571 2.3173506 2.3245525 2.3245525 2.324285 2.324285 2.3226845 2.3226845 2.3226845 2.3319385 2.3418248 2.3418248 2.3418248 2.3418248 2.3139625 2.3139625 2.338964 2.3351974 2.3351974 2.3190708 2.3207173 2.3239982 2.3239982 2.3239982 2.3239982 2.3255262 2.327711 2.327711 2.324792 2.324792 2.324792 2.324792 2.324792 2.337271 2.337271 2.3385894 2.3385894 2.3352146 2.331464 2.331464 2.330672 2.3377826 2.3391156 2.3340745 2.3340745 2.335138 2.3390272 2.3390272 2.3390272 2.3245127 2.3245127 2.3147266 2.3191438 2.3330283 2.3363574 2.3363574 2.3363574 2.3363574 2.3363574 2.315079 2.315079 2.323638 2.3172102 2.320293 2.3332932 2.3344033 2.3374174 2.3327417 2.3367898 2.3367898 2.3348026 2.3251576 2.3380492 2.3318343 2.3187628 2.3187628 2.3187628 2.3187628 2.3187628 2.3187628 2.3301103 2.3301103 2.3301103 2.343003 2.343003 2.343003 2.354903 2.3372924 2.3496227 2.3515632 2.3515632 2.345277 2.3236296 2.3232205 2.3379664 2.3379664 2.3379664 2.3379664 2.3252277 2.3373616 2.3325682 2.3325682 2.3413906 2.3413906 2.3413906 2.3413906 2.348347 2.3416913 2.3433661 2.3433661 2.3342981 2.3342981 2.3342981 2.3136613 2.3136613 2.3136613 2.3221717 2.3249729 2.3249729 2.3249729 2.3249729 2.3249729 2.3203464 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3174849 2.3198607 2.3364406 2.3535736 2.3435214 2.3435214 2.3214896 2.3214896 2.318654 2.318654 2.318654 2.3139234 2.3052351 2.3150132 2.317044 2.317044 2.317044 2.317044 2.3284028 2.3256686 2.323048 2.3087394 2.323841 2.3138452 2.3138452 2.3180022 2.309221 2.3076859 2.301595 2.301595 2.3132582 2.3132582 2.3132582 2.3104343 2.3179739 2.3154027 2.2997198 2.316898 2.3294952 2.3481967 2.3477778 2.354497 2.354497 2.354497 2.3382165 2.330403 2.330403 2.330403 2.330403 2.330403 2.3078072 2.3078072 2.3110886 2.3146489 2.3273013 2.3300004 2.3300004 2.3248646 2.3379018 2.3183298 2.3206758 2.3206758 2.3206758 2.3411417 2.3214464 2.305917 2.305917 2.3228593 2.3308847 2.3339963 2.2997026 2.2997026 2.2997026 2.318548 2.3355691 2.3355691 2.3342311 2.3304927 2.3304927 2.3304927 2.3304927 2.3287494 2.3310635 2.3242762 2.3242762 2.329443 2.329443 2.329443 2.329443 2.3062057 2.3122928 2.3122928 2.3340292 2.3394854 2.3394854 2.3394854 2.3498497 2.3234713 2.3234713 2.3313515 2.3313515 2.3371148 2.343376 2.3421745 2.3512685 2.3429637 2.3248634 2.3261163 2.3319714 2.3256066 2.3256066 2.3256066 2.3256066 2.3284302 2.344492 2.363722 2.363722 2.363722 2.3268185 2.3268185 2.3094885 2.2983599 2.3147702 2.307809 2.3170543 2.29301 2.2992096 2.2992096 2.3102996 2.3115911 2.318129 2.318129 2.3175597 2.324029 2.3242393 2.3250923 2.3250923 2.3250923 2.3535354 2.3335638 2.3335638 2.3335638 2.3159525 2.3159525 2.3159525 2.3092244 2.3092244 2.313938 2.313938 2.313938 2.3137307 2.3137307 2.3162677 2.3041353 2.3365037 2.3365037 2.3461702 2.3245714 2.3310096 2.3310096 2.3137193 2.3333864 2.305554 2.311945 2.3188956 2.3169212 2.3188143 2.3188143 2.3308332 2.3308332 2.3308332 2.3308332 2.338261 2.331498 2.331498 2.3328362 2.3347468 2.3347468 2.3347468 2.3347468 2.3347468 2.3347468 2.3347468 2.3091397 2.318331 2.318331 2.318331 2.318331 2.3255413 2.3428957 2.3428957 2.3435416 2.3435416 2.3322756 2.3342652 2.3342652 2.3356044 2.3356044 2.3305886 2.3260553 2.3269048 2.3269048 2.325306 2.3268726 2.3357396 2.342247 2.342247 2.3328235 2.3254776 2.3214648 2.3331013 2.328047 2.328047 2.328047 2.328047 2.3234136 2.3251963 2.3193293 2.3158715 2.3131745 2.328217 2.3168633 2.3119524 2.3119524 2.307452 2.307452 2.3061857 2.3061857 2.3132694 2.3132694 2.3132694 2.3360033 2.332265 2.332265 2.3346102 2.3346102 2.3218904 2.3218904 2.326113 2.326113 2.326113 2.326113 2.3083124 2.3115327 2.318098 2.318098 2.3108582 2.3108582 2.3108582 2.3108582 2.3108582 2.3057432 2.3057432 2.3275824 2.3275824 2.3275824 2.3275824 2.326518 2.326518 2.326518 2.332957 2.332957 2.332957 2.332957 2.332957 2.3361607 2.3255851 2.3144946 2.319144 2.319144 2.3243558 2.3169446 2.3169446 2.3169446 2.3169446 2.3063133 2.3265212 2.3265212 2.3063023 2.3169518 2.3169518 2.3191779 2.3191779 2.3152256 2.3294976 2.3183186 2.3240523 2.3181598 2.3181598 2.3285694 2.3285694 2.3285694 2.3266795 2.317238 2.317238 2.3213525 2.3213525 2.3316476 2.3316476 2.3316476 2.3316476 2.3320298 2.3316069 2.3168058 2.3278906 2.329367 2.329367 2.3292804 2.3292804 2.3292804 2.3229878 2.3086016 2.3143594 2.3131344 2.3043096 2.3043096 2.3001506 2.3001506 2.3062837 2.3062837 2.310062 2.310062 2.310062 2.3166318 2.3166318 2.314272 2.314272 2.3235776 2.3125966 2.3125966 2.3194897 2.3194897 2.3247528 2.3201416 2.3223784 2.3238068 2.315887 2.315887 2.315887 2.3206556 2.3206556 2.3206556 2.3206556 2.3304672 2.3304672 2.3304672 2.3304672 2.3274503 2.3274503 2.3280365 2.3280365 2.3342164 2.3372283 2.3357902 2.3362641 2.3362641 2.3362641 2.334998 2.339129 2.341543 2.341543 2.341543 2.336487 2.336487 2.336487 2.3119767 2.3158634 2.3278348 2.3357801 2.328716 2.3341608 2.3302298 2.3302298 2.3234215 2.3154118 2.301872 2.2993567 2.2993567 2.3064446 2.3064446 2.3064446 2.3359804 2.3266084 2.3409927 2.3369968 2.3254082 2.3254082 2.3254082 2.3256664 2.3323474 2.3194191 2.3194191 2.3194191 2.311692 2.311692 2.3130443 2.3130443 2.3130443 2.3241937 2.3241937 2.3220584 2.3220584 2.3256145 2.3197422 2.3197422 2.309249 2.309249 2.309249 2.3195515 2.3195515 2.3253503 2.337261 2.343849 2.343849 2.3249223 2.3218355 2.3247619 2.3247619 2.3247619 2.339775 2.339775 2.3406243 2.3394165 2.3192954 2.324721 2.3345282 2.3345282 2.3345282 2.3345282 2.3345282 2.3345282 2.3327444 2.3327444 2.3235993 2.3142426 2.3258061 2.3258061 2.3258061 2.3258061 2.3258061 2.3258061 2.347055 2.341757 2.3436353 2.3436353 2.3227005 2.351589 2.353476 2.3545237 2.353952 2.353952 2.353952 2.353952 2.3467705 2.3481255 2.3400147 2.3400147 2.3400147 2.32526 2.332538 2.332538 2.332538 2.332538 2.332688 2.332688 2.3376777 2.3376777 2.335719 2.335719 2.3267856 2.3319917 2.3319917 2.3274713 2.3284473 2.3356228 2.3313043 2.3313043 2.3313043 2.320611 2.3089702 2.3089702 2.3227687 2.3227687 2.3138752 2.320626 2.320626 2.340622 2.340622 2.329572 2.3269067 2.3334768 2.3255982 2.3255982 2.3255982 2.326342 2.326342 2.326342 2.326342 2.3392582 2.3413305 2.3158257 2.3158703 2.3182695 2.3169246 2.3154986 2.3154986 2.3307 2.3188195 2.3321688 2.3316956 2.3245537 2.3336093 2.3336093 2.3336093 2.3336093 2.3253386 2.3253386 2.316142 2.316142 2.3468952 2.3468952 2.3468952 2.3468952 2.3495018 2.3495018 2.3632298 2.348949 2.344078 2.3563766 2.339168 2.3180926 2.312984 2.312984 2.312984 2.312984 2.3449154 2.3449154 2.3449154 2.3429158 2.3449395 2.3500001 2.3500001 2.3517494 2.3478897 2.3455484 2.3455484 2.3412514 2.3532195 2.3478627 2.3478627 2.3478627 2.3286364 2.3286364 2.3614411 2.3552883 2.3552883 2.3552883 2.354024 2.3500266 -0.55559874 -0.55559874 0.06041498 4.862766 4.862766 4.862766 1.9650815 1.2235128 1.2235128 -3.0281951 -3.0281951 -3.8110375 -4.413459 -4.482071 -4.482071 8.287177 8.287177 9.619655 10.452401 8.493512 8.493512 5.040477 5.040477 2.5060272 2.5060272 2.5060272 -2.1800742 -4.916258 -4.916258 -4.916258 -7.2256703 -7.490632 -8.682673 -8.682673 -8.682673 -17.0105 -18.794752 -18.794752 -20.439667 -20.800053 -20.917723 -21.24232 -21.30404 -21.311562 -20.914183 -20.914183 -20.914183 -20.914183 -20.80766 -20.87527 -20.87527 -14.204249 -14.204249 -2.202773 -2.202773 -2.202773 0.7337566 0.7337566 1.7814462 1.7814462 1.7814462 1.7814462 2.3251195 2.3251195 2.3930464 2.4372785 2.4372785 2.4840682 2.4832087 2.4819572 2.4764318 2.4698637 2.470929 2.4657037 2.4657037 2.4781718 2.4781718 2.4781718 2.4384613 2.4384613 2.4384613 2.4384613 2.4384613 2.2719944 2.3680606 2.3680606 2.463241 2.463241 2.4491172 2.5062542 2.510758 2.5151021 2.5173628 2.5173628 2.5315943 2.5098248 2.50446 2.5108418 2.4925878 2.4925878 2.4925878 2.4925878 2.4925878 2.5077825 2.5077825 2.5077825 2.5077825 2.4996314 2.4996314 2.502138 2.502138 2.484975 2.484975 2.484975 2.484975 2.4819064 2.4855323 2.4855323 2.5272408 2.5171726 2.500512 2.4930928 2.4930928 2.4930928 2.5005906 2.5005906 2.483217 2.483217 2.488044 2.5000777 2.5021238 2.497932 2.497932 2.5016425 2.5016425 2.5016425 2.5016425 2.5135767 2.5158944 2.5158944 2.5057335 2.5057335 2.4848063 2.4848063 2.4816175 2.4903765 2.4855092 2.5091932 2.5091932 2.510983 2.507497 2.5145822 2.5145822 2.5145822 2.5145822 2.5145822 2.4979117 2.4979117 2.5108829 2.5108829 2.4972959 2.5201004 2.5020106 2.5020106 2.511213 2.5180032 2.5180032 2.5219474 2.508153 2.5034277 2.5118856 ];
Silnik3_UchybAlfa_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: UchybBeta
Silnik3_UchybBeta = [ -0.32687378 -0.34259796 -0.34259796 -0.30267334 -0.30174255 -0.30174255 -0.2966385 -0.32524872 -0.30135345 -0.30135345 -0.30584717 -0.32357025 -0.32357025 -0.32357025 -0.32357025 -0.32357025 -0.30252075 -0.29756165 -0.2919922 -0.2810669 -0.27697754 -0.28961182 -0.32530975 -0.32089233 -0.3179016 -0.3179016 -0.3179016 -0.3179016 -0.3407669 -0.33215332 -0.32820892 -0.33390808 -0.32508087 -0.34130096 -0.3394394 -0.33300018 -0.3309784 -0.3294983 -0.31929016 -0.32041168 -0.3249054 -0.32591248 -0.32650757 -0.32650757 -0.32650757 -0.30361176 -0.30361176 -0.30361176 -0.30155182 -0.31269073 -0.31269073 -0.31802368 -0.31401062 -0.30876923 -0.3142929 -0.31550598 -0.31550598 -0.31550598 -0.31550598 -0.3155365 -0.3155365 -0.3155365 -0.33244324 -0.33244324 -0.32530975 -0.32530975 -0.30876923 -0.32422638 -0.32422638 -0.29657745 -0.29039764 -0.30070496 -0.30070496 -0.3067627 -0.3067627 -0.3067627 -0.3067627 -0.34617615 -0.34617615 -0.34617615 -0.34617615 -0.32727814 -0.32040405 -0.31380463 -0.31380463 -0.31380463 -0.32148743 -0.32148743 -0.33579254 -0.34256744 -0.3136673 -0.33073425 -0.33073425 -0.29606628 -0.29606628 -0.3065338 -0.31327057 -0.31327057 -0.31327057 -0.31327057 -0.31327057 -0.31327057 -0.31327057 -0.3296051 -0.3276825 -0.3083954 -0.32671356 -0.33260345 -0.33260345 -0.33260345 -0.33260345 -0.31855774 -0.31487274 -0.31715393 -0.29228973 -0.30810547 -0.30795288 -0.2997818 -0.30070496 -0.3122635 -0.3122635 -0.3122635 -0.31575012 -0.31661987 -0.31472015 -0.31049347 -0.3200302 -0.31730652 -0.31730652 -0.31730652 -0.3232422 -0.32144165 -0.32144165 -0.31720734 -0.31667328 -0.31667328 -0.31667328 -0.31667328 -0.31667328 -0.33021545 -0.33021545 -0.3155899 -0.29917908 -0.29917908 -0.32276154 -0.32276154 -0.3238678 -0.31329346 -0.33434296 -0.3311844 -0.3311844 -0.29100037 -0.29100037 -0.29100037 -0.31655884 -0.30807495 -0.30807495 -0.437294 -0.42514038 -0.27096558 -0.2580185 -0.23406982 -0.23406982 -0.20912933 -0.20861816 -0.21800995 -0.22935486 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Silnik3_UchybBeta_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: PWM
Silnik3_PWM = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4999.0 4998.0 4998.0 4994.0 4994.0 4994.0 4994.0 4994.0 4994.0 4994.0 4991.0 4991.0 4989.0 4989.0 4989.0 4987.0 4986.0 4983.0 4981.0 4980.0 4979.0 4978.0 4972.0 4971.0 4971.0 4971.0 4969.0 4969.0 4964.0 4964.0 4962.0 4957.0 4957.0 4955.0 4955.0 4943.0 4941.0 4940.0 4940.0 4940.0 4940.0 4941.0 4950.0 4962.0 4971.0 4974.0 4979.0 4979.0 4979.0 4979.0 4979.0 4990.0 4999.0 4999.0 4999.0 5004.0 5007.0 5010.0 5010.0 5035.0 5036.0 5043.0 5044.0 5047.0 5048.0 5048.0 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Silnik3_PWM_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: RegAlfaRate
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Silnik3_RegAlfaRate_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik3_log Parametr: RegBetaRate
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944.96844 944.96844 944.96844 951.73706 951.73706 965.782 965.782 965.782 965.782 978.04767 978.04767 987.06616 1004.903 1004.903 1025.1398 1036.5892 1043.6312 1043.6312 1064.132 1064.132 1067.3905 1074.373 1090.7073 1090.5052 1090.5052 1090.5052 1114.1254 1114.1254 1114.1254 1120.6937 1128.8918 1136.483 1136.483 1149.4008 1152.6627 1157.0856 1154.5358 1157.5515 1167.0417 1171.116 1171.116 1171.116 1177.3744 1177.3744 1178.9955 1183.4098 1183.4098 1187.9803 1191.0394 1191.0394 1196.4497 1200.5695 1200.5695 1201.051 1201.051 1213.9795 1219.2019 1219.2019 1219.2019 1227.8859 1227.8859 1228.9238 1228.9238 1240.7435 1243.4542 1243.4542 1267.5706 1267.5706 1282.3297 1291.5636 1291.5662 1296.6666 1308.5431 1308.5431 1308.5431 1315.435 1323.8291 1327.2463 1327.2463 1327.2463 1327.2463 1463.1378 1493.3783 1513.2135 1461.4901 1461.4901 1462.7098 1462.7098 1394.3289 1395.7667 1413.9607 1487.0526 1487.0526 1440.9626 1440.9626 1440.9626 1440.9626 1440.9626 1484.8485 1462.1324 1462.1324 1485.7341 1490.3298 1490.3298 1490.3298 1457.3317 1488.5514 1488.5514 1554.5686 1554.5686 1554.5686 1554.5686 1540.0554 1519.9702 1519.9702 1552.0914 1545.2028 1545.2028 1504.2141 1582.0673 1582.0673 1541.1554 1565.1033 1468.1627 1468.1627 1607.8821 1607.8821 1607.8821 1559.2903 1489.249 1518.3365 1518.3365 1518.3365 1518.3365 1518.3365 1521.5911 1521.5911 1521.5911 1680.9868 1680.9868 1680.9868 1680.9868 1550.4652 1550.4652 1550.4652 1550.4652 1550.4652 1588.0565 1588.0565 1599.0249 1600.9414 1611.3854 1614.7163 1614.7163 1617.337 1617.337 1620.6113 1621.356 1621.356 1625.4025 1632.2786 1637.145 1649.6829 1651.9025 1651.9025 1655.5688 1664.7576 1666.6871 1666.6871 1676.7374 1676.7374 1676.7374 1690.7435 1690.7435 1692.607 1701.3357 1714.9834 1720.0707 1723.349 1727.0116 1734.0791 1745.7644 1745.7644 1745.7644 1750.7458 1755.0657 1755.0657 1755.0657 1760.2444 1768.443 1768.443 1769.0726 1774.4049 1778.6394 1778.6394 1778.6394 1789.385 1791.7737 1796.7355 1796.7355 1796.7355 1796.7355 1796.7355 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2003.1324 2003.0919 2003.0896 2003.252 2003.1963 2003.2943 2003.2943 2003.1815 2003.1815 2003.1815 2003.1815 2003.0724 2003.0724 2003.1388 2003.1593 2003.0754 2003.0693 2003.23 2003.23 2003.1276 2003.1814 2003.1814 2003.1814 2003.1814 2003.2094 2003.1748 2003.1748 2003.1239 2003.1239 2003.0603 2003.0383 2003.078 2003.2734 2003.0428 2003.0428 2003.0428 2003.1888 2003.1888 2003.1888 2003.0457 2003.1842 2003.1842 2003.1182 2003.1456 2003.1722 2003.2034 2003.0846 2003.155 2003.155 2003.155 2003.155 2003.1409 2003.1409 2003.1409 2003.1409 2003.1409 2003.1409 2003.1409 2003.1445 2003.0879 2003.0723 2003.0723 2003.133 2003.133 2003.133 2003.133 2003.133 2003.1936 2003.2783 2003.2783 2003.2053 2003.1833 2003.1057 2003.1483 2003.1454 2003.0669 2003.0669 2003.2098 2003.2098 2003.2155 2003.1383 2003.1127 2003.1127 2003.1444 2003.0957 2003.0957 2003.0957 2003.0957 2003.2059 2003.2059 2003.2166 2003.2166 2003.2937 2003.2937 2003.2937 2003.2529 2003.2529 2003.2529 2003.142 2003.1353 2003.1376 2003.1376 2003.2598 2003.2598 2003.2743 2003.2743 2003.2743 2003.1431 2003.1431 2003.0862 2003.0862 2003.0862 2003.1747 2003.1747 2003.1663 2003.1663 2003.1663 2003.1201 2003.1201 2003.1201 2003.1201 2003.1201 2003.2145 2003.2357 2003.1353 2003.1353 2003.1353 2003.0828 2003.1193 2003.1362 2003.1763 2003.1763 2003.2698 2003.1615 2003.1615 2003.0939 2003.2128 2003.2128 2003.2128 2003.2128 2003.1693 2003.2545 2003.0989 2003.0989 2003.2421 2003.2021 2003.2021 2003.2021 2003.2021 2003.2065 2003.1552 2003.1552 2003.1066 2003.214 2003.16 2003.16 2003.133 2003.0736 2003.1993 2003.099 2003.099 2003.2522 2003.2522 2003.0889 2003.092 2003.08 2003.1589 2003.1796 2003.2648 2003.185 2003.0789 2003.2018 2003.2018 2003.2018 2003.0979 2003.0979 2003.1614 2003.1008 2003.1008 2003.2252 2003.105 2003.188 2003.2904 2003.2904 2003.1078 2003.1078 2003.1078 2003.137 2003.137 2003.137 2003.1772 2003.1772 2003.2368 2003.1567 2003.2211 2003.2211 2003.2223 2003.1676 2003.1676 2003.2175 2003.2175 2003.2175 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Silnik3_RegBetaRate_Size = 3136; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: SkladowaH
Silnik4_SkladowaH = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 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Silnik4_SkladowaH_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: RegulatorAlfa
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30.975416 31.4136 31.59741 30.887848 32.22652 30.991304 30.088737 31.299284 31.691885 31.52509 33.023643 31.212202 31.698917 32.282207 31.303146 32.602203 30.826681 31.871492 30.949516 31.620821 32.018295 32.120605 31.737808 31.591955 31.57697 31.015585 30.924585 31.88925 31.757814 30.680565 32.738075 30.773245 31.912117 32.00292 32.695107 31.735098 32.411377 32.123745 34.02198 33.024082 32.301872 32.45104 32.02471 33.32544 31.688091 32.800346 32.27406 33.13934 34.36344 32.74055 33.255787 31.78303 33.583305 31.8013 32.756123 32.72014 32.01798 32.115253 34.4374 32.188267 32.92636 32.659004 33.05465 34.092663 33.06554 33.083923 33.285084 32.469875 33.815655 33.89823 32.198215 33.34103 33.094093 33.38912 33.457836 33.143627 32.702477 34.319492 34.105812 33.451996 33.84675 33.599026 34.174637 34.18445 33.222225 33.126514 32.598362 34.650436 33.76754 33.77846 33.760765 33.554157 33.771484 34.47393 34.655773 33.21819 34.252014 33.44021 33.54171 33.650238 34.34785 32.874584 34.500313 33.732723 32.950264 33.92209 34.497334 33.424816 34.011696 34.46946 33.88013 34.151836 34.56284 35.088882 34.854176 34.802685 33.742752 33.61275 34.615982 34.137592 34.68606 34.488747 34.85834 34.51451 35.834145 33.664505 35.402637 35.236935 35.348873 35.123917 34.81326 34.744835 34.58624 35.11833 35.13016 34.931015 33.593185 35.706482 33.56285 35.309147 35.30895 34.952354 34.45103 35.443172 35.110886 35.219948 35.947685 35.152412 33.918945 35.139446 34.81906 34.720394 35.591488 35.21336 35.255447 34.538246 34.74852 35.536373 35.184547 35.373894 35.806778 36.248196 34.360344 35.446327 34.77553 35.857365 35.166313 37.336544 34.9292 35.241444 35.10026 35.273403 34.81815 36.217976 35.899082 35.950523 35.84425 37.825016 36.235153 35.76332 35.149227 35.97196 35.490597 36.261917 35.32296 36.46349 36.76324 36.528767 35.176632 36.657658 35.62839 35.187744 35.531296 37.26924 35.799793 35.805294 36.962433 37.198166 37.83122 35.682316 35.790398 36.63592 37.21903 35.781693 36.92211 36.66498 36.624176 35.32635 36.4815 37.006294 37.01645 36.76194 35.890583 36.564854 36.95287 36.01843 36.969032 36.985027 36.204124 37.265347 36.879444 36.66053 36.746403 36.608387 38.546947 36.938885 36.23096 36.92334 37.261974 38.402176 37.52902 38.149536 36.945126 38.10492 36.58175 38.380356 38.017082 37.733765 38.0435 38.622143 37.226154 38.081688 37.625626 38.7981 37.97616 36.80247 37.667572 38.266544 36.88675 37.841385 38.14598 38.075336 37.312496 38.307247 37.550034 37.867428 38.46541 37.60365 36.45837 38.067917 38.795177 37.671535 38.015232 39.114594 36.82227 39.041355 39.168304 38.1774 38.230015 38.803078 37.8894 38.253624 38.805954 38.37433 39.38808 38.798023 38.20993 39.22771 37.580635 37.558647 38.968243 37.381485 39.15881 38.17366 38.906937 37.85572 38.519825 38.7576 37.95453 38.88643 39.376827 39.3376 39.47135 38.857937 38.031 39.403145 38.796944 38.72012 38.167572 38.96921 39.84496 38.264618 39.263 39.127213 39.99418 38.72946 38.146072 39.2449 39.27816 39.13078 39.885853 39.6258 39.47761 39.538357 38.66966 40.325127 38.648464 39.264023 38.686264 38.97392 39.633747 39.07123 40.226517 38.75344 38.18928 40.153824 40.124325 39.839016 39.92527 39.86239 40.2441 40.01859 38.95149 40.08908 40.4093 40.02529 40.127228 41.38979 40.1228 39.956844 40.376907 39.216045 40.06031 40.538704 40.704235 40.282238 40.77485 40.8469 40.979614 39.53338 40.429516 41.65156 40.458176 41.441708 40.15772 40.329437 41.452732 40.892727 39.96934 40.353687 40.604076 40.399933 41.125774 41.345512 40.47762 40.160553 40.746204 41.65855 40.123478 41.341553 40.13339 42.422997 40.7928 40.647575 41.261375 40.946228 40.953716 41.32893 41.26034 41.22847 40.33243 41.542652 41.301796 41.311665 41.144867 41.226444 40.09569 41.164734 41.115086 41.47894 41.505596 40.610878 41.331795 42.305805 41.770775 40.918808 42.03078 41.251514 41.130203 41.137707 41.977543 42.12274 42.087105 42.22625 41.752594 41.019577 42.57176 40.622616 42.024555 40.75689 42.25997 42.348812 41.357613 41.78612 42.70063 42.406353 41.671326 42.03696 43.325478 41.088543 42.59788 40.862236 42.65942 42.22548 41.329826 42.608585 41.98699 42.238 42.324856 43.06376 43.275112 42.25866 41.83949 42.301907 42.543877 43.285133 42.62089 41.350048 42.751015 42.576645 42.71617 42.236797 43.33401 42.43108 42.346153 43.490234 42.150543 43.505238 41.754333 42.863445 43.19958 44.03955 43.144817 42.266613 44.041817 43.113297 43.51671 42.90675 42.25304 43.0145 42.79534 43.32952 41.920647 42.12351 42.80718 42.5878 43.37365 43.55684 43.680042 42.857014 42.729996 43.422092 43.200706 43.776 43.98738 44.30995 44.24979 44.619045 43.440166 43.715775 44.404778 42.44744 43.089806 43.70643 43.04335 45.02101 43.282127 43.73424 43.945152 44.470592 44.997166 43.87428 43.58454 43.42458 44.04693 44.51403 45.47192 44.782894 44.85157 44.687252 44.604305 44.719257 43.888012 44.73413 43.915035 43.79346 44.42926 44.49803 43.86525 45.60247 44.876247 44.719135 45.006058 43.09851 44.454613 44.35136 44.32649 44.712177 44.95019 44.207634 44.77123 44.417866 44.965775 44.89124 44.90368 45.12329 45.91762 44.759945 44.937973 44.913757 45.257404 44.91143 45.45726 44.727814 44.262974 45.44247 45.61961 45.26042 45.84044 44.43747 44.72291 45.525948 45.473866 45.260685 44.470604 45.866013 45.424843 47.019215 44.76822 45.107574 46.049667 45.441402 45.264248 45.012592 45.13726 45.588734 46.24363 45.74676 46.048935 45.756996 45.67633 44.83647 44.950325 47.243725 45.28744 44.8713 45.338497 45.811424 45.887672 46.564137 45.663795 46.29564 44.86984 45.56199 45.35781 46.09781 46.401035 44.756096 46.69055 45.09531 46.355385 47.712597 46.96188 46.12362 45.666397 45.97189 46.010735 46.064186 46.39129 46.4587 46.46076 46.242363 46.603416 47.04093 45.56062 46.408504 45.32061 46.57611 47.616558 46.13188 45.943832 46.15086 47.696712 45.763626 46.389103 46.313644 46.75523 47.353325 46.806873 47.55099 47.630165 46.217667 46.939243 47.70369 47.164745 46.71083 46.137676 46.238503 46.274796 46.801746 46.64901 47.367092 46.669807 47.214836 47.59256 46.568985 47.43855 47.299313 48.231686 47.95102 47.53034 47.111214 48.151352 47.5498 47.496784 47.40297 47.746254 47.75755 48.99026 47.51476 46.431774 47.320366 48.575428 47.160526 47.898228 48.77956 47.261505 47.846 48.622635 48.458878 49.05042 46.523808 47.730453 47.75927 47.76497 48.865974 49.38469 48.246517 50.47864 48.205093 48.900448 47.311096 47.64749 48.74116 48.37038 48.01652 48.378223 48.88472 48.058132 48.94436 49.704563 48.63453 48.497784 49.95833 48.00525 48.84916 49.01248 49.505325 48.8714 48.078568 48.64367 49.333073 48.695126 48.71397 48.93489 48.32957 49.35499 49.229996 47.72222 49.79497 49.854256 48.64726 50.336494 49.44841 49.018032 49.694874 48.785027 50.519947 50.034035 48.997883 49.151394 50.591003 49.54741 49.21804 49.310226 49.56014 49.691296 49.050842 49.490963 49.844524 48.574657 50.01814 49.420322 50.698334 49.5785 50.14167 48.69145 48.15553 49.140568 48.696934 49.793858 50.206463 50.26171 49.02292 49.28494 50.367306 50.46355 49.619183 50.51263 49.868645 50.087013 49.74313 51.929527 49.513367 49.876705 51.637135 49.981586 50.463135 50.0236 49.645664 49.293247 49.387096 50.73599 49.288742 49.661297 50.67825 49.231663 49.001312 51.10238 49.832973 50.2413 49.842392 49.86695 50.760387 50.995865 49.394318 49.26676 50.623497 49.42066 50.523853 49.98331 50.861492 49.94367 49.97564 50.023323 50.087677 48.919346 50.023243 49.60235 49.77634 49.737576 51.10492 50.78782 50.591743 49.645847 49.871784 50.841 49.43307 49.64423 50.42391 50.023365 50.784412 50.02316 51.155052 49.002724 51.026924 50.099403 50.261402 49.71263 49.382465 50.703255 49.907536 50.188885 50.99847 50.65759 49.40516 49.769432 50.394638 50.3684 51.00508 49.345573 49.702557 51.197914 50.77004 49.720383 50.29742 49.824097 51.009068 49.565487 52.210876 49.813087 49.259777 50.621166 50.55855 50.513298 49.931 48.8425 51.232124 50.87338 50.116356 49.00105 49.042805 48.608738 50.08228 50.116932 49.63823 50.023224 49.439674 49.660133 50.81883 51.018658 50.258133 50.16508 49.486675 50.0191 48.510334 50.135773 50.023167 50.358658 50.023098 50.023106 50.02309 49.895695 50.34924 50.023193 49.532608 49.90872 51.811394 49.081673 50.360718 49.76582 49.436714 50.97992 50.664696 49.813557 49.96849 50.688416 50.40359 50.037586 50.510838 49.57425 50.275845 50.023132 49.43184 49.361916 50.85388 50.023087 49.256577 51.317802 48.829945 49.877876 49.84085 50.057903 50.858406 50.37015 50.605644 49.433662 50.32539 49.542736 49.85749 49.97844 49.638046 50.023216 51.919197 50.760002 49.972767 50.014393 49.890957 49.603016 50.33363 49.24693 50.758736 51.347717 49.088066 49.021824 50.044666 51.52811 51.121696 50.0865 49.61086 49.688274 50.02318 49.672733 49.78714 50.149605 50.73662 50.38506 50.02324 50.30938 50.055496 50.881016 49.649643 50.34334 50.629513 49.575645 49.29955 50.62935 50.15669 50.729027 49.134007 50.023304 50.574192 49.59129 49.208 50.21633 50.51081 49.89378 50.48457 50.603752 49.532146 50.02601 51.1699 50.30082 51.296288 50.248962 49.104618 50.772175 50.28643 50.731056 50.288925 48.820282 51.0489 49.448467 50.57628 51.286175 49.850826 49.646297 49.640472 50.525032 49.57558 50.04711 50.80635 50.94711 49.37249 50.019043 50.607975 49.428974 49.37947 50.17768 49.10951 51.237923 50.95129 50.122826 50.21344 49.66876 49.597218 49.50349 49.28658 50.203873 50.02317 49.427227 50.197365 49.56965 50.15804 49.83193 50.295166 50.478157 50.23437 50.19628 50.280846 49.184757 50.62183 49.13891 48.83068 49.972565 50.267754 49.658607 49.739597 50.138836 50.65379 49.754402 50.12281 49.209145 50.32014 50.38208 50.02338 49.61509 49.943962 50.90895 49.2191 49.63625 49.180843 49.782833 49.69283 48.665222 50.80024 50.52912 50.328354 49.96424 48.692924 50.034084 48.88488 50.442257 50.776745 49.129795 49.59642 49.423004 50.007156 50.11488 48.711884 49.138607 51.144436 49.85692 49.076656 51.004787 48.634438 51.102055 49.226242 48.988358 51.12641 49.08437 50.20851 51.672012 50.280926 50.381123 49.190025 49.151264 48.691685 49.890347 50.02345 49.800453 49.467167 50.023216 50.891056 49.850338 51.064014 50.02332 50.535385 49.845768 49.24067 50.41412 50.303913 49.839256 50.70109 50.815567 50.7553 50.762295 49.783627 49.212025 50.465714 49.870293 50.444237 49.525135 49.68905 50.273087 49.555664 49.803596 49.591427 49.316635 49.87983 49.049496 51.09993 50.02349 49.981068 49.70799 50.644413 49.653107 50.145527 49.59059 50.42568 50.017544 49.624134 49.575134 49.10957 50.784386 49.75986 49.78551 50.023254 49.97084 49.304504 49.048725 49.87406 50.61804 49.919514 50.72053 49.669735 50.520832 49.76095 50.066807 49.87433 50.727825 50.10913 50.735073 50.006737 48.65183 50.22778 50.023354 49.37664 49.997597 49.744312 49.464752 50.27965 50.627197 50.439415 50.02353 49.17479 49.703148 49.894444 50.494045 49.59656 49.094692 48.981415 50.089966 49.673473 50.000084 51.03843 49.69373 49.646015 49.23479 49.991123 50.318874 50.02337 50.10202 49.3241 50.73437 50.30221 49.60604 49.93502 50.419033 48.93357 49.602608 50.18509 48.8249 50.023487 50.55518 49.681408 50.574314 49.857296 50.65429 49.10512 49.285015 50.74945 50.023407 49.18408 49.513596 48.779816 49.91169 50.211514 51.21242 49.963127 49.95375 51.13336 49.687317 49.506138 49.447094 48.968384 50.533665 49.24032 49.26226 49.587727 49.573856 50.61696 49.62904 49.952496 50.60892 49.47687 0.526423 75.8236 56.636024 649.60504 -122.41946 23.37397 27.08881 31.318241 28.904167 39.252075 31.67726 22.03468 44.394863 40.82919 188.69547 63.329113 82.31336 82.55361 78.2658 67.236145 66.12875 56.38805 61.5189 61.85918 58.424587 -12.006715 -14.141991 -39.63235 -18.904453 -5.564173 49.94801 4.529178 23.558443 23.929344 49.753372 36.719913 28.405252 49.658115 37.198586 1.8522811 -20.90161 16.46487 18.339815 39.198975 39.755978 42.704723 41.59367 57.88278 52.247574 49.05567 41.439827 41.95167 44.02866 57.69616 38.36415 71.46576 99.55803 91.25547 73.43031 60.39893 54.786366 58.42655 47.939865 48.79607 46.835304 45.4551 47.298275 47.29225 47.680286 46.886204 47.958363 46.785545 44.948357 45.969883 49.097687 46.573875 45.87491 45.84728 46.565002 46.09399 39.890987 31.502659 49.114296 47.23637 46.623154 47.41363 48.13932 46.138435 43.797886 47.41014 46.964478 47.287567 46.628788 47.22713 47.76761 47.65719 47.173687 46.55286 47.45453 46.39002 47.425385 47.790737 47.56169 47.352825 47.382008 47.669792 45.79033 47.439625 46.40786 49.678436 ];
Silnik4_RegulatorAlfa_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: RegulatorBeta
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30.269224 30.233181 30.278158 30.22813 29.871822 30.617609 29.990545 30.487371 31.136845 30.260294 30.280235 31.482935 29.92374 30.57413 29.163593 30.865582 30.80932 30.145218 30.37913 30.610924 30.69639 31.193573 30.107903 30.587973 30.399338 29.217764 31.06888 31.614561 29.803656 30.85356 30.072708 30.380674 30.11486 30.023788 31.037777 29.879164 29.670279 30.433817 29.824692 30.534353 31.184454 30.212729 29.799051 29.572828 30.492292 30.302298 31.047216 30.725142 31.088438 30.216711 30.94577 30.508305 31.234003 30.014557 28.948313 30.0963 31.127184 30.269852 31.913767 30.620644 30.335438 31.385717 30.742468 30.745985 31.188612 29.186863 30.452793 31.869654 30.249529 30.517506 30.559795 30.505486 29.762583 31.518284 30.870747 31.083029 31.31307 30.074629 29.828627 30.403963 30.366632 30.844742 30.52336 29.24728 30.983992 31.330872 30.836948 30.495981 31.017649 30.29503 30.050268 29.93729 30.378094 29.94005 31.61955 31.200977 31.182978 30.116886 31.33917 31.214943 30.320438 32.305206 30.589447 30.097439 30.42277 30.099474 30.08141 31.837158 31.004349 30.128296 30.530935 30.283978 30.076307 30.614746 30.577969 30.200642 30.891338 30.386513 30.241173 31.559431 30.78584 31.570337 30.987041 29.70988 30.187582 29.787983 29.51826 31.14154 29.961218 30.632017 30.842764 30.291853 30.846117 30.848795 30.110123 30.914268 30.018667 32.09887 30.364292 29.623676 31.00113 31.74747 30.567091 31.159458 30.723213 29.736387 31.423777 31.655722 30.91502 29.657143 30.68823 30.750635 30.714386 30.622387 30.872719 30.228918 30.842928 30.46561 30.714886 29.876343 30.584723 30.873995 29.92251 30.268147 30.94104 30.17893 31.267006 30.33635 30.928467 30.795755 30.05265 29.57967 31.222876 30.729027 30.483913 31.495838 30.677868 31.155489 31.156305 31.824963 30.625248 30.818563 31.661608 31.357449 29.85409 30.560694 31.286589 31.49733 30.870037 30.911312 31.656261 30.646372 31.36324 30.985655 31.272675 30.987898 31.866331 29.559456 29.694193 31.07171 31.664326 30.353775 31.976326 30.203514 30.970955 31.105337 31.048971 30.935303 31.51362 31.075891 31.24954 30.37315 30.298119 30.43258 31.501959 31.50454 31.048191 31.190111 30.715511 31.634964 30.033691 30.912563 30.512896 31.29647 31.44983 31.18387 30.345463 30.366613 31.153982 30.125053 30.774761 31.199923 31.773067 30.937634 30.519133 31.284359 29.859743 30.22745 31.493973 31.266958 29.60841 30.547148 29.975876 30.359993 32.002277 30.936342 30.022871 30.710747 32.338062 30.622377 30.833242 31.57811 31.15966 31.086649 31.144932 30.94124 30.999401 30.488134 31.729074 30.416359 31.831608 31.012346 31.494091 31.647854 30.113111 30.15663 31.359257 31.932623 31.304064 30.961702 31.325129 31.631222 31.138096 31.122234 30.211512 31.39516 31.609695 30.259321 30.39378 31.84425 31.48392 31.065273 31.27828 31.813309 30.902342 31.079187 30.470829 31.883266 30.900518 32.10519 31.266903 30.505804 30.33639 30.451921 31.655388 30.798098 32.09737 31.109459 30.88163 30.368687 31.13253 30.75425 31.671526 30.413488 31.522648 31.75684 30.767797 29.967731 30.998878 31.861122 29.902689 30.801067 30.901833 31.249777 30.54818 31.292898 30.572212 30.916819 31.2048 31.5513 31.401026 29.918673 31.810192 31.128567 30.080502 31.149506 31.647352 31.400463 31.649326 31.194765 30.47574 31.434843 31.016348 31.68504 31.74321 31.708643 30.298248 31.025032 31.255003 31.218025 30.972437 30.210281 30.59285 31.052652 31.797503 32.48529 31.535942 30.794071 31.25492 31.905478 31.013195 30.845257 31.323868 31.916174 30.963516 30.452745 32.228634 31.029388 30.877716 31.11012 31.608173 30.735422 30.832802 31.981594 30.42127 31.337595 31.530254 31.895845 30.65738 32.035088 30.491228 31.274199 31.678074 31.297472 30.840733 31.243322 30.958033 32.161564 31.753176 30.477137 31.240812 31.339314 30.540394 31.840502 31.902052 30.284006 31.716599 31.337193 30.899672 30.883842 31.419153 31.143324 30.343203 31.831982 29.925653 30.441595 31.913681 30.712976 31.116102 31.40321 31.767742 31.198097 30.531673 31.888899 31.11008 31.176962 31.9803 31.813576 32.062786 31.324354 31.630495 31.898579 31.56129 31.284246 32.238987 31.630941 31.11963 30.988235 31.047503 31.16297 30.957163 31.625727 31.418297 30.772142 31.211859 31.443012 31.126478 31.988194 31.417135 30.750845 31.45874 31.440891 31.903873 31.352694 30.576103 31.021032 31.65163 31.656116 32.325687 30.782959 33.72279 31.245216 32.143616 30.697765 31.085238 31.736656 32.1009 31.5872 32.06488 31.399372 32.222523 32.33937 31.959953 31.37323 31.33623 32.042896 31.377264 32.771 31.30461 31.539034 31.468033 32.51799 31.546055 31.547028 31.550262 31.99006 31.648733 31.157564 31.807161 31.960836 32.74408 31.355072 31.39624 31.551498 31.533289 32.182842 32.069706 31.47938 31.93818 32.339817 32.4368 31.886076 31.775908 32.17738 31.590326 30.602814 31.634054 31.806965 31.293179 31.79209 32.635784 32.312695 31.036896 32.299103 31.575247 31.635891 32.762627 33.354946 32.25192 30.958416 30.921305 31.209478 31.97334 31.15411 32.394966 31.18195 31.472496 31.628101 31.648046 33.061733 31.17462 31.176514 31.69351 31.046162 30.723192 32.42184 31.965586 30.50122 31.932762 31.020927 31.404524 32.036312 32.113823 30.455511 32.211243 31.964178 32.537395 31.052912 32.086143 31.708061 31.022617 31.808117 31.01427 31.571642 33.347248 32.091618 31.273584 32.898857 31.070303 31.719715 31.129791 31.550617 31.723146 31.7053 31.270002 31.50197 32.192005 32.577328 31.41668 32.48586 32.087917 31.726406 31.480816 31.751198 31.942728 31.048641 31.968699 30.90178 32.52525 31.610703 31.611626 31.993977 31.31409 31.793188 31.837315 32.778805 31.791182 31.490444 31.817654 30.616848 31.972452 32.11088 32.00048 31.739187 31.379807 31.76239 32.185123 31.904398 31.14229 31.697706 32.35112 32.218834 31.268736 31.307856 32.63145 31.814842 32.52151 31.855154 31.934988 31.935947 32.052944 31.786943 32.89682 31.4686 31.052156 31.149385 31.761667 31.896511 31.74589 32.511986 31.902588 31.388653 32.32548 30.82597 32.067684 31.000595 31.726366 32.261387 31.91931 32.37816 31.86416 31.887482 32.23382 32.143673 31.972992 31.363548 32.203663 31.956608 32.646214 31.791 32.154686 32.785236 32.311428 31.951069 33.097584 31.688175 31.708467 30.910437 31.216543 32.459427 31.544825 31.969395 32.428436 31.513891 31.839079 32.68224 32.267456 32.47943 32.251854 31.414524 32.790222 31.68511 31.879025 31.536951 31.92251 31.964716 31.56498 32.71143 32.179596 32.42854 32.372433 32.087208 32.526882 32.9489 32.168022 32.765717 32.273018 31.248722 32.68037 32.32098 32.112263 30.930716 30.912708 32.040268 32.329517 32.484516 32.371025 33.288387 33.098896 31.669455 32.37622 32.36046 32.47599 31.280142 31.166601 32.069096 32.2227 31.632677 31.182018 32.29082 31.777025 32.58394 30.79432 32.111465 32.322426 32.326862 32.104816 31.724295 33.484543 32.13157 30.85685 32.024315 31.758213 32.12275 32.524284 31.900038 32.149063 31.598055 31.561962 32.548702 32.05602 32.462406 32.329823 31.93044 32.141438 31.639269 31.908375 31.568577 32.752934 32.468613 32.18437 31.479511 32.91185 32.24519 31.426277 31.599045 32.077835 33.073765 31.987444 32.65696 32.396477 32.399677 33.392723 32.726124 31.487183 31.451265 31.604965 32.216515 31.838589 32.56791 32.018105 32.97385 31.947294 33.822716 31.346567 32.493454 33.013428 32.258354 31.916233 31.383102 32.63487 32.924507 31.918787 32.26405 32.80352 32.366875 33.11211 32.48911 31.96068 32.842094 32.690548 33.36316 31.151703 32.087334 34.205296 31.364695 31.880703 32.360615 32.914585 31.619322 33.03184 32.385704 32.390755 33.23126 32.49046 31.862041 32.68347 32.455544 30.606213 31.751684 32.252598 33.019924 32.296104 32.470047 32.1097 32.339867 33.16116 31.845987 32.3478 32.139187 33.30586 32.754818 31.630611 32.361057 32.268196 32.173992 32.213345 32.3097 33.207283 32.750626 33.953457 33.268936 32.125984 32.990456 32.878227 32.764942 32.155983 32.633675 32.84492 32.712456 32.846912 32.106052 32.08799 33.06168 32.873566 32.092697 31.902845 32.34379 31.892492 32.42858 32.412884 31.231308 32.24426 32.98907 33.048557 32.916157 31.200697 33.185837 32.451096 32.909874 33.67524 32.78227 33.33649 32.231495 33.67131 32.83318 31.805592 32.70434 33.012436 30.763876 33.66394 33.036533 31.684584 32.928093 31.956713 31.579618 33.67869 33.629936 32.06829 31.93582 32.909805 31.425682 33.048023 32.080425 32.521355 32.560772 33.135418 32.52634 32.36023 32.553013 32.84008 32.936382 33.129295 32.252903 32.827568 31.399048 31.976929 31.825237 33.02907 33.297062 32.56047 32.657097 32.56742 31.57649 32.188828 32.229004 32.95913 32.278976 31.979635 32.72458 31.984419 32.634064 32.71426 33.424137 32.931274 32.571106 32.229942 32.768326 31.900295 33.331882 31.960346 33.639587 32.59265 32.269295 31.812485 32.21429 32.198204 33.289124 32.202984 32.795345 31.824516 33.848457 33.430027 32.32474 33.204422 33.4176 32.62065 32.650265 32.987144 32.4586 33.073765 32.295536 31.477465 33.063435 32.722317 33.143 32.705482 32.382473 33.490032 33.853542 32.546844 32.31905 32.244015 32.36129 31.545609 32.543434 32.277588 32.740334 33.277046 32.745285 32.746387 32.747417 33.11119 32.216167 32.751484 33.706264 31.991646 33.53956 33.216614 32.684437 32.993687 33.05201 33.87299 32.805885 32.253757 33.172188 31.857248 32.832275 33.59754 32.436096 33.126053 33.070858 32.785954 32.90515 33.499325 33.159145 33.17936 32.799973 32.63459 32.92531 32.39559 33.04524 33.47048 32.556137 33.092422 34.06751 32.356487 32.49235 32.971226 33.449165 32.878094 33.56586 32.849056 33.196663 32.30122 32.55595 32.671574 32.5591 33.171757 33.232475 32.6233 33.25636 33.54384 32.133568 32.458935 33.261063 32.40875 32.914833 32.554455 32.650887 33.834763 32.902565 33.305325 32.88698 32.526787 33.29312 33.353832 32.91625 32.44861 32.70032 33.46414 32.45442 32.49393 32.537872 32.730602 33.26694 33.1537 33.116688 32.20353 32.75773 32.950806 34.21316 32.802536 32.822872 32.13752 32.73113 32.638077 32.23865 32.56462 32.62297 32.40007 33.316833 33.2057 33.607445 31.951965 32.260326 33.31641 32.6119 33.376884 33.72232 33.01812 32.237156 32.185932 31.501177 33.527298 33.131336 32.980007 33.478127 33.936783 33.61522 32.338497 33.26466 33.246826 33.68787 32.987614 33.82777 34.630077 33.468987 33.551205 33.93833 33.405262 33.125793 32.879673 32.97602 32.88242 32.53994 33.994026 34.3237 32.35994 33.08573 33.412304 32.326035 33.51219 33.248302 32.697453 33.08231 32.720974 32.646805 33.944805 33.398785 34.124928 32.510952 33.38941 33.641243 33.03191 32.95656 33.110264 33.645508 33.515564 32.681248 32.300995 33.370903 33.413227 33.109497 33.37763 33.152405 33.28728 33.70931 33.331257 32.841846 33.454624 33.85628 32.446236 32.486313 33.307743 33.308777 33.753365 33.44948 32.821327 32.84525 33.807476 32.607056 32.861473 32.846104 32.21773 33.059196 33.308147 32.301723 33.028835 33.50721 33.60579 33.115253 32.41585 33.981117 34.061096 32.537548 33.47341 33.55063 33.191273 33.669235 32.583035 33.692753 32.152798 33.83233 34.081383 33.167953 33.40362 33.425224 32.949398 33.27593 32.915813 33.64262 33.28165 31.947653 33.913414 32.621227 33.28992 33.389038 33.430172 34.466423 33.76323 32.65824 32.91161 33.792168 33.60232 33.374866 33.399956 32.80974 32.703197 33.167526 32.903957 33.34351 33.517185 34.187084 33.15167 33.71194 33.104668 32.590607 33.583515 32.53905 32.63559 33.821285 33.383785 33.46198 32.776455 33.36883 33.21725 32.53563 33.413662 33.548885 34.580917 33.021126 32.850376 34.09436 33.885635 34.55423 33.811428 33.412113 33.18514 33.453873 33.32364 33.269905 33.499897 34.45472 34.381905 33.906147 34.098232 33.126507 33.567093 34.315674 33.09884 34.721176 33.558796 33.33084 33.75186 33.066284 33.448524 33.81198 33.089687 33.568714 34.14363 33.745445 32.756916 34.055912 33.466644 34.193592 33.550037 33.154827 32.81246 33.712517 34.2476 32.036163 34.765034 33.147705 33.723263 32.427673 32.485817 33.669266 35.086185 33.333736 33.735554 33.510418 33.4938 32.979996 33.343422 33.725937 32.31648 33.214848 32.567307 33.979828 33.58465 33.47717 33.440163 33.536736 33.083878 33.16111 33.868057 33.201653 33.413605 33.681732 34.02619 33.26526 33.553635 33.617283 33.256615 33.717754 33.489902 32.89971 33.093353 33.043526 33.525898 33.279903 33.75957 33.23265 33.654243 33.46443 32.780018 33.640083 32.91745 33.128273 32.78825 33.5737 33.40297 33.72818 32.870888 33.31983 -164.88214 315.03424 218.22449 -275.61444 -832.65643 -217.09053 -191.74797 -142.58969 -83.24598 -59.02856 -13.1925955 -26.701065 4.172386 8.840826 1154.4468 497.16003 236.72559 193.58676 161.33136 111.217445 92.730316 81.32542 52.96221 51.092293 50.70994 -1433.0612 -231.58943 -127.33055 -97.57465 -30.580633 35.43882 -8.710242 9.5028715 6.3354135 34.629574 27.17179 18.647863 34.29185 26.200903 8.262229 -26.311457 6.6763215 8.149135 26.59263 25.50386 26.75324 35.351112 23.509691 25.89011 27.074118 30.214495 20.910946 30.076813 37.64737 43.26467 118.56801 98.23577 88.37963 65.02035 46.362793 41.877712 42.39016 31.115435 30.144667 28.676996 27.594416 28.721296 27.182234 27.874271 25.853882 27.420967 27.84382 26.628262 26.747889 28.314037 26.647867 27.285088 27.505482 26.578974 27.34716 26.303185 30.67245 27.667616 26.62348 26.9421 26.352585 27.978659 27.19874 27.46755 28.118086 27.28022 27.362392 27.36574 27.461514 28.080498 27.204496 27.187176 27.800514 25.932747 27.09911 27.34861 26.349117 28.203424 27.213285 27.14 27.523186 27.33418 28.100925 26.881834 27.341135 ];
Silnik4_RegulatorBeta_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: UchybAlfa
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4.916258 4.916258 6.974744 7.2256703 8.433261 8.682673 8.682673 17.0105 18.794752 19.931976 20.668036 20.917723 21.24232 21.311562 21.311562 20.914183 20.914183 20.80766 20.87527 20.87527 20.87527 20.87527 3.0999374 2.202773 2.202773 -0.7337566 -0.7337566 -1.4352882 -1.7814462 -1.7814462 -2.3102875 -2.3930464 -2.3930464 -2.4372785 -2.4372785 -2.4372785 -2.4840682 -2.4840682 -2.4819572 -2.4764318 -2.4698637 -2.470929 -2.4657037 -2.4781718 -2.4384613 -2.4384613 -2.4384613 -2.4384613 -2.2719944 -2.3680606 -2.3680606 -2.463241 -2.463241 -2.4491172 -2.4473674 -2.4353294 -2.4353294 -2.4353294 -2.485907 -2.5062542 -2.5151021 -2.5173628 -2.5173628 -2.5315943 -2.5258214 -2.518674 -2.5098248 -2.5108418 -2.4925878 -2.4925878 -2.4925878 -2.4925878 -2.4925878 -2.4925878 -2.5077825 -2.5077825 ];
Silnik4_UchybAlfa_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: UchybBeta
Silnik4_UchybBeta = [ -0.3382721 -0.32687378 -0.34259796 -0.34259796 -0.34259796 -0.33772278 -0.33772278 -0.33772278 -0.30267334 -0.32524872 -0.30584717 -0.32357025 -0.32357025 -0.32357025 -0.32357025 -0.32357025 -0.32357025 -0.32357025 -0.2993164 -0.30252075 -0.29597473 -0.29756165 -0.27697754 -0.28961182 -0.28961182 -0.32530975 -0.32089233 -0.32089233 -0.3179016 -0.3179016 -0.3179016 -0.3407669 -0.3407669 -0.3407669 -0.33760834 -0.33007812 -0.33007812 -0.33390808 -0.33390808 -0.32508087 -0.32508087 -0.3394394 -0.32826996 -0.33300018 -0.33300018 -0.3345642 -0.3294983 -0.31929016 -0.3249054 -0.32591248 -0.32650757 -0.32650757 -0.30361176 -0.30361176 -0.31269073 -0.31269073 -0.31269073 -0.31802368 -0.31802368 -0.31401062 -0.30762482 -0.30762482 -0.3142929 -0.3142929 -0.3142929 -0.31550598 -0.31550598 -0.333107 -0.31578827 -0.3155365 -0.3155365 -0.3155365 -0.3155365 -0.32530975 -0.30876923 -0.31388855 -0.32422638 -0.29657745 -0.29039764 -0.30070496 -0.30070496 -0.30793 -0.2995758 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Silnik4_UchybBeta_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: PWM
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Silnik4_PWM_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: RegAlfaRate
Silnik4_RegAlfaRate = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.010737445 0.1385301 0.1385301 0.1385301 0.35316542 0.52579266 0.62854767 2.5029488 2.5029488 2.5029488 2.5029488 6.075828 6.8225293 6.8225293 8.133995 8.133995 8.983147 12.135529 12.135529 13.174597 14.7130785 15.505529 15.505529 16.38294 16.38294 17.539831 18.904015 18.904015 23.215425 23.215425 25.11041 31.334602 31.334602 31.334602 34.787518 38.0817 41.460484 45.314297 48.52621 51.96023 52.442 52.277557 51.523125 51.523125 51.523125 51.115406 51.115406 51.115406 51.175182 50.592327 48.95681 48.773335 48.773335 46.844063 46.591644 46.591644 45.925243 45.925243 45.59452 45.388016 44.159397 44.159397 41.605164 41.605164 41.1641 40.84921 40.522385 40.522385 40.055233 40.055233 39.095146 39.095146 39.095146 39.095146 37.700485 37.574604 36.809544 36.42126 36.27724 35.92988 35.92988 35.521782 35.22828 35.22828 34.67815 34.288677 33.979332 35.075264 35.075264 51.067825 51.067825 56.08462 59.81845 60.984867 62.820232 68.42588 68.42588 74.78848 77.06175 89.64375 89.64375 94.67103 94.67103 101.8546 101.8546 109.24551 113.73867 113.73867 113.73867 118.661476 134.74072 134.74072 147.36023 150.69594 152.80913 161.67921 161.67921 164.19113 169.8223 169.8223 169.8223 182.59178 182.59178 188.74577 188.74577 196.25293 199.59871 209.01921 209.01921 209.01921 212.89468 220.74527 220.74527 226.24492 226.24492 226.24492 240.36302 246.27141 250.86134 250.86134 250.86134 243.1297 243.64835 246.05708 249.83624 268.56003 270.72046 270.72046 270.72046 270.72046 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617.20654 593.0787 593.0787 593.0787 539.0554 539.0554 539.0554 539.0554 539.0554 661.25085 662.85504 662.85504 662.85504 662.85504 662.85504 676.5716 676.5716 676.5716 676.5716 676.5716 688.96375 692.76117 692.76117 696.36707 703.3756 705.4536 706.6011 706.6011 717.333 717.333 721.0171 721.0171 724.6472 724.6472 731.7758 731.7758 731.7758 731.7758 731.7758 731.7758 753.47235 753.47235 761.3235 761.3235 761.3235 770.83954 773.19116 773.19116 773.19116 773.19116 782.802 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 25.922949 25.922949 38.08357 38.08357 38.08357 38.08357 44.187042 48.309105 49.818447 49.818447 49.818447 73.51119 73.51119 73.51119 73.51119 79.617935 79.617935 79.617935 79.617935 33.742725 85.968 94.68989 94.68989 94.68989 94.68989 94.68989 94.36555 95.13329 92.52441 94.40413 130.90057 130.90057 132.92093 142.98206 142.98206 155.58365 155.58365 155.58365 127.73869 137.01656 138.879 138.879 138.879 139.14139 138.66818 132.25433 133.27621 133.61841 133.61841 133.61841 165.43288 164.7557 171.7392 182.1323 184.7398 187.346 198.12962 203.33871 208.02184 208.02184 208.02184 213.43713 215.71706 220.43684 223.5181 223.5181 223.5181 223.5181 173.02913 173.02913 200.4875 208.29257 208.29257 208.29257 203.63957 203.63957 203.63957 196.58186 196.58186 196.58186 196.58186 196.36162 196.36162 196.23308 233.98459 233.98459 233.98459 251.5089 251.5089 256.3535 256.3535 253.33417 278.43723 290.35934 297.35904 302.54523 302.54523 302.54523 302.54523 436.14178 414.84238 322.45267 322.45267 402.15765 334.11902 439.6981 439.6981 439.6981 478.02353 478.02353 423.95178 521.05414 443.29797 420.09238 420.09238 391.40128 436.5862 465.04883 465.04883 465.04883 465.04883 379.90903 379.90903 379.90903 379.90903 379.90903 471.9106 417.73273 417.73273 417.73273 417.73273 400.07117 422.3715 422.3715 422.3715 456.4103 424.2114 424.2114 466.77927 510.60117 547.8367 547.8367 547.8367 547.8367 547.8367 547.8367 547.8367 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649.5087 649.5087 649.5087 1223.711 1223.711 924.7097 924.7097 924.7097 871.501 871.501 332.25528 332.25528 332.25528 639.305 539.01434 646.8734 646.8734 646.8734 646.8734 646.8734 927.4472 927.4472 927.4472 927.4472 329.0062 664.2312 664.2312 473.4364 473.4364 517.90717 568.13116 568.13116 586.5963 605.99207 605.99207 619.44354 1194.4169 1248.4935 1011.3372 1011.3372 1011.3372 1011.3372 1011.3372 520.4554 429.20853 457.88965 574.946 669.10675 985.1242 985.1242 1150.4528 1150.4528 1150.4528 977.75934 977.75934 977.75934 265.98343 272.895 437.8977 525.7742 525.7742 525.7742 525.7742 620.3594 1057.172 1057.172 1057.172 898.8156 301.93185 301.93185 301.93185 656.03015 628.62085 4514.1606 4514.1606 1057.2045 1057.2045 922.97974 876.3032 876.3032 865.9807 856.6211 854.8538 836.52466 836.52466 835.6936 839.0942 843.2721 843.2721 841.34467 480.7993 480.7993 668.665 668.665 706.10864 727.61664 736.2706 741.00073 741.00073 745.8844 745.8844 745.8844 745.8844 745.8844 744.369 745.67737 745.0621 744.9499 745.15314 745.15314 745.15314 745.15314 745.70166 745.5783 745.5783 745.5783 742.9519 742.9519 742.9519 745.0742 745.0742 745.7646 745.7646 746.3472 746.3472 743.2173 743.2173 743.2173 743.2173 744.78326 745.0747 745.0747 745.09216 745.0817 745.0069 745.16345 745.15814 745.2722 745.2334 745.201 745.192 745.1546 745.27747 745.37225 745.3837 745.3837 745.45844 745.45844 637.1203 633.68054 625.5118 625.5118 616.09216 613.0448 610.22296 611.27673 692.2994 692.2994 692.2994 799.2382 814.54443 830.2696 834.9318 834.9318 834.9318 705.79297 705.79297 705.79297 632.09326 632.09326 628.7578 627.7959 627.7959 628.0613 790.08905 812.3267 812.3267 812.3267 847.434 847.434 857.1229 859.3016 859.3016 859.29004 859.29004 858.07043 857.20593 856.65125 856.65125 856.65125 856.65125 767.14667 767.14667 767.14667 655.9679 640.13556 621.85803 621.85803 621.85803 616.1114 616.1114 616.1114 616.1114 616.1114 616.1114 616.1114 616.1114 616.1114 616.1114 618.54047 618.39307 619.8298 620.03485 620.03485 620.03485 620.6414 620.7034 620.1093 815.5519 815.5519 815.5519 815.5519 857.88257 857.88257 861.13776 861.13776 863.98535 863.98535 853.4234 846.86176 846.86176 759.9404 759.9404 759.9404 621.4973 635.65204 639.20953 638.8804 638.8804 638.8804 639.386 638.1725 715.34357 715.34357 817.65784 845.70074 845.70074 845.70074 832.0048 775.6843 735.1476 761.51807 761.51807 768.2505 742.18744 742.18744 631.12476 631.12476 648.37354 648.37354 792.8271 792.8271 770.1566 770.1566 738.91266 738.91266 762.88477 763.80176 763.80176 763.80176 761.92694 776.06793 745.5148 749.8622 749.8622 756.94696 779.7566 744.5278 744.5278 744.5278 743.27167 743.27167 767.444 767.444 757.2912 728.85284 728.85284 728.85284 728.85284 727.29803 781.3301 781.3301 781.3301 781.3301 781.914 781.914 722.31354 722.31354 722.31354 793.5605 655.9707 645.7134 645.7134 645.7134 717.892 717.892 717.892 717.892 708.3469 708.3469 818.8624 818.8624 818.8624 696.5054 696.5054 696.5054 696.5054 731.8032 731.8032 731.8032 731.8032 731.8032 731.8032 731.8032 731.8032 731.8032 709.5408 709.5408 777.0286 770.7471 770.7471 770.0005 769.8393 769.6046 769.99005 770.22363 770.1536 770.1083 770.03644 770.03644 770.5022 770.8791 770.8791 771.47534 771.47534 771.4902 771.4902 771.54004 771.54004 771.791 772.103 772.1505 772.26245 772.26245 772.26245 772.26245 772.86536 681.6649 806.63153 806.63153 730.2071 730.2071 730.2071 730.2071 730.2071 768.08 769.1455 769.1455 772.3485 772.8033 773.3691 773.3691 773.3691 773.03674 773.03674 777.4223 777.4223 777.8206 777.8206 777.8206 771.77386 771.77386 771.77386 772.4956 772.4956 776.03613 774.45734 774.45734 833.89215 883.3449 885.465 885.465 885.465 885.465 890.82153 890.1994 890.165 890.68005 890.68005 890.68005 817.64514 817.64514 817.64514 798.2105 797.9602 796.51215 797.7823 797.7823 800.7777 800.7777 806.1248 699.8594 699.8594 699.8594 692.9579 800.5466 812.3576 815.73096 815.73096 815.73096 874.2331 883.978 898.4971 909.7707 917.6222 926.496 924.96594 929.6836 917.9669 844.2591 844.2591 812.5478 761.2016 742.18365 738.6242 738.6242 738.6242 735.21704 734.7658 734.7658 734.7658 738.8774 741.53546 741.53546 745.5318 745.5318 718.1085 718.1085 718.1085 718.1085 905.03375 731.619 731.619 731.619 738.52747 926.41895 932.1222 945.4977 945.4977 964.0247 968.57837 968.57837 866.4487 866.4487 866.4487 866.4487 783.4329 783.4329 767.7438 767.7438 767.7438 937.2458 941.7021 929.041 929.041 929.041 959.24115 966.38226 966.38226 966.38226 882.4747 882.4747 882.4747 868.2407 868.2407 873.87317 873.87317 873.87317 873.4093 874.04474 874.04474 878.86304 880.52026 880.52026 880.52026 880.52026 884.0072 884.2301 885.1001 885.26825 885.26825 885.26825 885.26825 885.26825 888.7436 890.83496 894.0612 896.51483 898.269 898.269 903.56934 904.5394 904.5394 908.9076 908.9076 912.2168 912.2168 913.36206 914.26196 914.26196 915.7269 917.4837 918.1734 918.1734 918.1734 921.89276 923.37524 924.8721 926.14307 926.14307 926.14307 928.7946 928.7946 932.8558 933.2355 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1056.4191 1056.4191 1058.4607 1058.4607 1061.738 1061.738 1063.0402 1063.0402 1067.6316 1069.0919 1069.0919 1070.8809 1073.6632 1073.937 1073.937 1073.937 1077.164 1077.164 1077.164 1079.2788 1081.3375 1081.3375 1081.3375 1081.3375 1081.3375 1085.9539 1085.9539 1089.4093 1091.5183 1092.8673 1092.8673 1100.6825 1101.9147 1105.0807 1108.317 1116.2561 1116.2561 1116.2561 1124.4924 1129.3247 1137.126 1157.1273 1157.1273 1157.1273 1157.1273 1182.378 1190.7609 1195.4677 1199.6287 1200.9062 1200.9062 1204.3578 1205.7134 1207.7098 1210.3998 1210.3998 1213.2819 1215.2944 1215.2944 1218.7656 1218.7656 1220.1101 1221.3817 1223.4113 1223.4113 1226.0613 1226.0613 1226.0613 1226.0613 1230.8801 1230.8801 1236.7084 1236.7084 1236.7084 1236.7084 1244.247 1245.6448 1245.6448 1245.6448 1245.6448 1250.774 1250.774 1250.774 1250.774 1250.774 1258.2633 1260.0182 1262.3715 1263.7666 1263.7666 1266.7125 1268.6173 1269.1698 1271.323 1272.4274 1272.4274 1272.4274 1275.8392 1278.0875 1280.9286 1289.0469 1289.0469 1289.0469 1289.0469 1289.0469 1296.8488 1316.197 1326.2803 1329.2197 1330.5208 1330.5208 1330.5208 1341.9912 1341.9912 1348.2418 1349.602 1349.602 1349.602 1355.9994 1357.2275 1361.5443 1361.5443 1361.5443 1364.9233 1364.9233 1364.9233 1364.9233 1364.9233 1373.1593 1373.1593 1377.8188 1383.9487 1383.9487 1388.4526 1391.366 1391.366 1391.366 1398.2516 1398.2516 1403.0916 1403.0916 1411.2212 1411.2212 1415.5914 1418.6539 1421.8734 1421.8734 1427.812 1427.812 1427.812 1427.812 1435.6415 1435.6415 1437.8534 1437.8534 1441.9135 1445.6886 1445.6886 1445.6886 1450.9617 1450.9617 1455.1481 1455.1481 1456.5801 1456.5801 1459.2402 1462.1948 1476.947 1480.3763 1481.2715 1481.2715 1483.8527 1484.8115 1484.8115 1486.435 1490.2406 1492.1842 1494.0576 1494.0576 1498.5957 1509.2706 1510.2533 1515.2493 1515.2493 1524.1127 1525.9639 1525.9639 1525.9639 1532.1914 1534.866 1536.489 1537.451 1550.4692 1555.466 1557.2595 1557.2595 1557.2595 1557.2595 1557.2595 1563.8406 1563.8406 1566.4318 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2003.127 2003.127 2003.1938 2003.0052 2003.0052 2003.0052 2003.0048 2003.0671 2003.0671 2003.0671 2003.066 2003.1925 2003.1005 2003.1005 2002.9683 2002.9683 2003.1034 2003.1034 2003.1085 2003.1085 2003.1085 2003.1085 2003.1127 2003.1127 2003.1127 2003.1127 2003.1127 2003.1127 2003.1161 2003.1161 2003.1161 2003.1161 2003.1023 2003.1868 2002.9498 2002.9498 2003.1741 2003.1741 2003.1741 2003.2184 2003.2184 2003.2184 2003.2184 2003.1802 2003.1802 2003.2001 2003.2001 2003.0962 2003.2137 2003.1846 2003.1495 2003.2351 2003.2351 2003.1339 2003.2065 2003.2065 2003.2153 2003.216 2003.216 2003.1349 2003.221 2003.2556 2003.2556 2003.2185 2003.2915 2003.3075 2003.2623 2003.3057 2003.1711 2003.1453 2003.1436 2003.2056 2003.2056 2003.2056 2003.2656 2003.2188 2003.3075 2003.2517 2003.1582 2003.1582 2003.2784 2003.357 2003.1926 2003.3419 2003.258 2003.258 2003.2078 2003.3549 2003.3549 2003.3549 2003.3378 2003.3378 2003.2714 2003.2892 2003.3832 2003.3008 2003.3774 2003.3774 2003.3774 2003.3805 2003.3555 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2004.834 2004.834 2004.85 2004.942 2004.7816 2004.7816 2005.0417 2005.0417 2005.0417 2005.0417 2004.9403 2004.9222 2004.8989 2004.8892 2004.8892 2004.8892 2004.8892 2004.8892 2004.8892 2004.8939 2004.8939 2004.8939 2004.8546 2004.8546 2005.0161 2005.0161 2004.939 2005.032 2005.032 2005.0774 2005.0774 2005.0774 2004.97 2004.9258 2004.9027 2005.0416 2005.0416 2005.0416 2005.0416 2005.0416 2005.0416 2005.0416 2004.9308 2004.9308 2004.9308 2005.0963 2005.0963 2005.0963 2005.0963 2004.9008 2004.9008 2005.0881 2005.0881 2004.8663 2004.8663 2004.8663 2004.8663 2004.8663 2005.0221 2005.0643 2004.952 2005.0038 2005.0038 2005.0038 2005.0038 2004.9966 2005.1418 2005.0203 2005.0458 2004.8842 2004.8842 2005.0387 2005.0092 2005.0092 2005.0092 2004.906 2004.906 2004.906 2004.9735 2004.9735 2004.8251 2004.8251 2004.8251 2004.8251 2004.8408 2005.0717 2005.0717 2005.058 2005.058 2005.1073 2005.1073 2005.1073 2005.1073 2004.9879 2004.9371 2005.0144 2004.9926 2004.9294 2004.9044 2005.077 2005.077 2005.0139 2005.0139 2004.8608 2004.8608 2004.8608 2004.8608 2004.979 2005.0054 2005.0054 2005.0054 2005.0233 2005.0233 2004.9938 2004.9556 2005.0524 2005.0524 2005.0735 2005.1583 2004.9359 2004.9359 2004.9359 2004.9359 2005.0074 2004.9595 2004.9575 2004.9575 2004.8835 2005.022 2005.022 2005.022 2005.022 2005.022 2005.022 2005.022 2005.022 2005.022 2005.067 2005.0137 2005.039 2004.9552 2005.0974 2004.944 2005.018 2005.018 2005.0029 2005.0029 2005.0029 2005.0029 2004.9769 2004.9631 2005.0299 2005.0427 2004.8694 2004.8694 2005.0012 2005.0121 2005.0712 2005.0004 2004.9347 2005.0349 2005.0349 2005.0349 2005.0349 2005.0349 2005.0349 2005.0349 2004.9464 2004.9447 2004.9447 2004.9447 2005.0553 2005.0553 2005.0553 2004.9977 2004.9977 2005.067 2005.067 2005.0282 2005.0278 2004.9222 2004.8923 2004.8923 2004.9823 2004.9823 2004.8309 2004.9904 2004.9904 2005.0121 2005.067 2005.109 2004.9265 2004.9265 2005.0214 2005.0214 2005.0082 2004.9763 2005.117 2005.117 2005.117 2005.117 2004.8926 2004.9607 2004.9612 2005.0184 2005.0184 2005.0223 2005.0223 2005.0697 2004.9622 2004.9622 2004.9102 2004.9843 2004.9843 2004.9843 2004.9843 2004.9843 2005.1285 2005.0588 2005.0588 2005.0195 2005.0195 2005.0947 2005.019 2005.019 2005.06 2004.7952 -7.1315287E9 2004.9694 2004.9783 2004.9801 2004.9801 2004.9801 2004.9457 2005.0656 2005.0656 2004.836 2004.836 2004.836 2004.836 2005.0175 2005.0449 2004.9385 2004.9385 2004.9385 2004.9385 2005.0155 2005.0155 2005.0155 2004.9095 2004.9095 2004.9781 2005.0621 2004.9929 2004.9972 2005.0933 2005.1067 2005.0773 2005.0773 2005.0773 2004.9603 2004.9603 2004.9603 2004.8848 2004.8848 2004.9648 2005.0194 2005.0194 2005.0194 2005.0094 2004.9908 2004.9908 2004.9696 2005.1124 2005.0978 2005.0507 2005.0507 2005.0507 2004.9202 2004.9202 2004.9535 2004.9535 2005.0267 2004.9949 2004.9949 2005.2662 2004.9541 2004.9838 2004.9194 2004.9194 2004.9194 2004.9194 2005.0787 2005.0188 2005.0188 2004.8954 2004.8954 2004.8954 2004.8954 2004.8954 2004.8954 2005.0736 2004.9482 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1999.9473 1999.2213 2003.3622 2002.7894 2003.4677 2003.3024 2008.6816 2008.6816 2011.4995 2010.7179 2010.7179 2010.7179 2010.7179 2004.8878 2005.9237 2005.9237 2005.9237 1994.0961 1994.0961 1994.0961 1987.2831 1983.5875 1983.454 1986.2665 1989.2533 1989.2533 1989.2533 1989.2533 1989.2533 1989.2533 2003.5673 2002.8082 1994.2428 1992.6447 1992.6447 1995.2585 1995.2585 1995.2585 1995.2585 1995.2585 1995.2585 2004.9045 2004.9045 2005.4537 2004.4149 2004.4149 2004.4149 2004.1058 2038.2164 2010.1626 2010.1626 2004.6294 2006.2261 2005.7892 2004.9755 2004.9755 2004.9755 2004.593 2004.698 2004.827 2004.8212 2004.8212 2004.5758 2004.4973 2004.6353 2004.6387 2004.6387 2004.6387 2004.739 2004.6099 2004.7041 2004.5751 2004.5751 2004.5751 2005.0339 2004.9878 2004.8328 2004.8328 2004.8328 2004.8328 2004.8328 2004.8328 2004.8328 2004.7422 2004.6494 2004.7416 2004.6937 2004.6937 2004.717 2004.6759 2004.6759 2004.6759 2004.631 2004.7047 2004.7817 2004.7817 2004.7817 2004.5602 2004.5602 2004.7997 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Silnik4_RegAlfaRate_Size = 3165; //Rozmiar wektora
// dane z pliku: Silnik4_log Parametr: RegBetaRate
Silnik4_RegBetaRate = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 -0.0026540523 0.01735476 0.01735476 0.01735476 0.043446053 0.06749027 0.079022266 0.33867818 0.33867818 0.33867818 0.33867818 0.8384377 0.9428941 0.9428941 1.1277207 1.1277207 1.2428728 1.6922064 1.6922064 1.8359727 2.0501182 2.1629727 2.1629727 2.2864933 2.2864933 2.452104 2.642542 2.642542 3.243725 3.243725 3.5096786 4.382783 4.382783 4.382783 4.8685784 5.325283 5.80244 6.341612 6.795129 7.3148227 7.4308085 7.616109 7.791391 7.791391 7.791391 8.408785 8.408785 8.408785 8.731697 9.251696 10.441854 10.638322 10.638322 12.746141 13.027754 13.027754 13.803708 13.803708 14.15385 14.418891 15.964922 15.964922 19.376345 19.376345 19.988108 20.441675 20.899412 20.899412 21.576225 21.576225 22.949488 22.949488 22.949488 22.949488 24.756306 24.922905 26.027185 26.494286 26.66499 27.376408 27.376408 28.06837 28.600506 28.600506 29.551493 30.241745 30.788557 31.536507 31.536507 33.915024 33.915024 35.724403 36.89692 37.305847 37.941067 39.90896 39.90896 42.52298 43.567886 49.241344 49.241344 51.565968 51.565968 55.50746 55.50746 60.219894 63.414906 63.414906 63.414906 67.264755 81.1468 81.1468 93.67241 97.00845 99.05083 107.9252 107.9252 110.46426 116.20014 116.20014 116.20014 128.81462 128.81462 134.56029 134.56029 141.92154 145.30585 154.69225 154.69225 154.69225 158.54518 166.38939 166.38939 171.87807 171.87807 171.87807 185.78773 191.39923 195.78436 195.78436 195.78436 200.86496 203.93004 210.93365 214.28447 221.89714 224.17589 224.17589 224.17589 224.17589 230.96797 232.02089 233.22855 233.22855 239.21895 242.86275 245.06969 248.86748 248.86748 251.53941 259.6899 259.6899 259.6899 259.6899 265.39072 265.39072 265.39072 265.39072 265.39072 277.90033 281.48108 283.9638 285.229 289.13525 294.85428 294.85428 299.37186 299.37186 303.91974 303.91974 310.54047 314.05984 314.05984 319.24954 319.24954 329.9973 333.59448 353.3613 360.14624 360.14624 360.14624 367.90848 371.4357 374.16934 377.36914 379.70438 379.70438 401.52377 401.52377 355.53522 371.75912 371.75912 482.12912 355.44785 355.44785 400.16333 400.16333 400.16333 367.68106 288.55695 288.55695 349.02 494.01932 529.4877 430.33972 450.00485 410.68945 442.05087 429.30966 429.30966 425.32138 425.32138 425.32138 413.47375 413.47375 406.37207 449.21082 482.32657 482.32657 441.93738 441.93738 441.93738 441.93738 467.92477 543.53894 518.3595 518.3595 502.2499 502.2499 502.2499 523.8915 494.89716 494.89716 497.28918 493.11182 501.79074 525.1181 525.1181 525.1181 525.1181 525.1181 525.1181 578.92004 527.1897 527.1897 607.85767 583.7164 583.7164 583.7164 540.54706 540.54706 540.54706 540.54706 540.54706 660.18884 661.73065 661.73065 661.73065 661.73065 661.73065 674.8961 674.8961 674.8961 674.8961 674.8961 686.7792 690.4216 690.4216 693.8698 700.5852 702.5688 703.6687 703.6687 713.9338 713.9338 717.44836 717.44836 720.9073 720.9073 727.7194 727.7194 727.7194 727.7194 727.7194 727.7194 748.3996 748.3996 755.8742 755.8742 755.8742 764.9116 767.1471 767.1471 767.1471 767.1471 776.26764 782.57526 782.57526 787.18317 787.18317 829.5164 829.5164 833.66785 834.49054 835.71014 835.71014 841.79395 845.0311 845.0311 850.5348 855.5682 857.2818 859.09125 863.23474 869.23254 869.23254 869.23254 882.30994 883.7302 885.10815 885.10815 887.5915 894.5141 901.38855 901.38855 913.46716 913.46716 913.46716 913.46716 918.85474 922.6911 924.20465 924.20465 924.20465 946.312 946.312 946.312 946.312 952.557 952.557 952.557 952.557 987.3532 983.4292 1001.6009 1001.6009 1001.6009 1001.6009 1001.6009 1019.5296 1020.63605 1022.5955 1027.425 1034.2434 1034.2434 1045.977 1048.7439 1048.7439 1068.342 1068.342 1068.342 1081.3993 1090.1063 1089.9838 1089.9838 1089.9838 1097.2458 1096.0892 1112.7721 1115.1725 1120.0405 1120.0405 1120.0405 1135.8549 1136.3988 1154.2106 1151.8938 1155.4841 1156.4801 1174.6332 1177.8295 1182.1294 1182.1294 1182.1294 1187.3995 1191.4366 1194.956 1197.4406 1197.4406 1197.4406 1197.4406 1200.708 1200.708 1207.3787 1220.941 1220.941 1220.941 1225.7357 1225.7357 1225.7357 1232.472 1232.472 1232.472 1232.472 1239.5237 1239.5237 1245.449 1266.6311 1266.6311 1266.6311 1281.581 1281.581 1292.5524 1292.5524 1291.4707 1309.2009 1320.4186 1327.4034 1332.2476 1332.2476 1332.2476 1332.2476 1357.2827 1382.6436 1404.3914 1404.3914 1387.0059 1378.3218 1428.6465 1428.6465 1428.6465 1405.696 1405.696 1324.2206 1433.5492 1451.5046 1467.1968 1467.1968 1456.2195 1454.6423 1457.5453 1457.5453 1457.5453 1457.5453 1518.9082 1518.9082 1518.9082 1518.9082 1518.9082 1499.0531 1470.1235 1470.1235 1470.1235 1470.1235 1495.3547 1458.8236 1458.8236 1458.8236 1471.117 1533.14 1533.14 1450.7626 1561.5153 1489.5856 1489.5856 1489.5856 1489.5856 1489.5856 1489.5856 1489.5856 1498.908 1498.908 1498.908 1455.6943 1597.0093 1603.1683 1542.2943 1542.2943 1608.4841 1579.2468 1579.2468 1579.2468 1637.9131 1593.4592 1524.5016 1524.5016 1524.5016 1591.7412 1598.7683 1598.7683 1598.7683 1598.7683 1606.7675 1606.7675 1606.7675 1606.7675 1613.7687 1615.8914 1615.8914 1615.8914 1615.8914 1615.8914 1615.8914 1625.6663 1629.1139 1629.1139 1637.2318 1649.0656 1652.0497 1652.0497 1652.0497 1652.0497 1652.0497 1661.8481 1665.5765 1665.5765 1672.6016 1676.5685 1681.0625 1682.6744 1685.3556 1688.8011 1692.7206 1695.3394 1696.744 1699.8263 1717.1488 1725.2407 1730.408 1730.408 1742.5005 1744.5535 1744.5535 1744.5535 1750.9814 1751.2177 1755.0771 1769.0769 1772.2156 1772.2156 1776.8389 1776.8389 1778.9258 1782.2563 1782.2563 1782.2563 1789.1288 1795.1633 1797.7034 1801.0737 1801.0737 1812.7745 1812.7745 1819.4675 1820.2412 1820.3798 1820.3798 1825.372 1825.372 1829.9606 1829.9606 1829.9606 1829.9606 1829.9606 1838.8015 1838.8015 1844.2019 1844.2019 1856.9435 1856.9435 1857.8292 1861.5791 1861.5791 1876.9745 1876.9745 1883.3054 1883.3054 1883.3054 1901.3754 1901.3754 1940.5704 1940.5704 1940.5704 1942.4703 1942.4703 1922.3987 1922.3987 1922.3987 1943.4242 1941.0007 1984.188 1984.188 1984.188 1984.188 1984.188 1960.9738 1960.9738 1960.9738 1960.9738 1996.1941 1992.0978 1992.0978 1983.5924 1983.5924 1989.5599 1999.7076 1999.7076 2004.167 1996.2518 1996.2518 2034.7919 2033.1979 2014.1022 2025.662 2025.662 2025.662 2025.662 2025.662 2045.7424 2018.0312 2008.5312 2026.9563 2037.126 2049.3801 2049.3801 2013.0378 2013.0378 2013.0378 2028.4594 2028.4594 2028.4594 2012.6003 1983.0353 2004.7544 2013.082 2013.082 2013.082 2013.082 2024.1488 2036.0836 2036.0836 2036.0836 2031.6567 2023.7731 2023.7731 2023.7731 2023.8691 2052.77 1837.1946 1837.1946 2034.6464 2034.6464 2037.9006 2039.7863 2039.7863 2037.4641 2031.5 2033.1034 2037.3275 2037.3275 2033.922 2029.6495 2030.2864 2030.2864 2026.456 2045.2054 2045.2054 1975.1605 1975.1605 1998.8728 2013.6725 2021.8029 2022.026 2022.026 2024.9913 2024.9913 2024.9913 2024.9913 2024.9913 2002.464 2002.3428 2002.4973 2002.3953 2002.5277 2002.5277 2002.5277 2002.5277 2002.516 2002.434 2002.434 2002.434 2002.46 2002.46 2002.46 2002.4794 2002.4794 2002.4817 2002.4817 2002.6024 2002.6024 2002.4622 2002.4622 2002.4622 2002.4622 2002.4814 2002.5934 2002.5934 2002.6184 2002.6337 2002.4332 2002.4031 2002.5544 2002.61 2002.4952 2002.4955 2002.4723 2002.4375 2002.4557 2002.6713 2002.5033 2002.5033 2002.3928 2002.3928 2002.4464 2002.1671 2002.302 2002.302 2002.3859 2002.3728 2002.6272 2002.5878 2003.0834 2003.0834 2003.0834 2005.0986 2003.8839 2004.7361 2004.4202 2004.4202 2004.4202 1994.3585 1994.3585 1994.3585 1992.9362 1992.9362 2002.6091 2003.5172 2003.5172 2003.4796 2003.808 2006.714 2006.714 2006.714 2004.4686 2004.4686 2002.7198 2002.5162 2002.5162 2003.6174 2003.6174 2002.886 2002.9126 2002.5061 2002.5061 2002.5061 2002.5061 2001.4427 2001.4427 2001.4427 1994.537 1994.7184 1998.3807 1998.3807 1998.3807 2002.3447 2002.3447 2002.3447 2002.3447 2002.3447 2002.3447 2002.3447 2002.3447 2002.3447 2002.3447 2003.5721 2002.477 2002.4308 2002.1666 2002.1666 2002.1666 2002.2617 2002.4337 2002.2822 2005.2452 2005.2452 2005.2452 2005.2452 2003.8748 2003.8748 2003.0066 2003.0066 2002.393 2002.393 2004.207 2003.0691 2003.0691 2001.8127 2001.8127 2001.8127 2003.1045 2012.1594 1999.9996 1999.8458 1999.8458 1999.8458 2002.2197 2002.1775 2001.1277 2001.1277 2002.6854 2003.808 2003.808 2003.808 2003.415 2004.1354 2003.4587 2004.262 2004.262 2003.1537 2001.977 2001.977 2005.4203 2005.4203 2004.2948 2004.2948 1999.3447 1999.3447 2005.2004 2005.2004 2005.0302 2005.0302 2003.3511 2002.5886 2002.5886 2002.5886 2002.9486 2002.535 2002.6654 2003.0201 2003.0201 2002.6321 2001.0377 2002.6156 2002.6156 2002.6156 2001.5741 2001.5741 2003.1759 2003.1759 2003.344 2003.8569 2003.8569 2003.8569 2003.8569 2002.4446 2002.7834 2002.7834 2002.7834 2002.7834 2004.0593 2004.0593 2002.5027 2002.5027 2002.5027 2001.9275 1997.4774 1993.5394 1993.5394 1993.5394 2004.7964 2004.7964 2004.7964 2004.7964 2003.1797 2003.1797 1986.2223 1986.2223 1986.2223 2003.0884 2003.0884 2003.0884 2003.0884 2002.8411 2002.8411 2002.8411 2002.8411 2002.8411 2002.8411 2002.8411 2002.8411 2002.8411 2005.4774 2005.4774 1992.9894 2003.2644 2003.2644 2003.1027 2001.408 2002.1727 2002.9067 2003.0483 2002.8422 2002.7848 2002.7738 2002.7738 2002.7462 2002.8345 2002.8345 2002.823 2002.823 2002.8019 2002.8019 2002.8127 2002.8127 2002.7863 2002.8715 2002.7882 2003.0112 2003.0112 2003.0112 2003.0112 2002.6147 1996.7369 1995.8757 1995.8757 2004.4734 2004.4734 2004.4734 2004.4734 2004.4734 2001.6173 2002.8478 2002.8478 2003.0261 2002.7993 2002.9352 2002.9352 2002.9352 2001.6185 2001.6185 2002.9795 2002.9795 2002.4668 2002.4668 2002.4668 2002.8386 2002.8386 2002.8386 2000.1453 2000.1453 2001.0095 2002.0359 2002.0359 1998.8179 2005.0438 2003.9635 2003.9635 2003.9635 2003.9635 2003.4109 2003.8896 2003.7981 2003.1877 2003.1877 2003.1877 2005.5022 2005.5022 2005.5022 2003.0647 2003.246 2002.1721 2002.6626 2002.6626 2002.7302 2002.7302 2002.0995 2000.026 2000.026 2000.026 2003.0824 2003.8793 2004.7275 2003.2281 2003.2281 2003.2281 2001.3809 2001.3221 2002.652 2002.8931 2003.7427 2004.8771 2004.047 2004.2976 2004.1688 2003.4049 2003.4049 2003.1257 2001.701 2001.7095 2001.9924 2001.9924 2001.9924 2002.9609 2002.771 2002.771 2002.771 2002.3098 2002.706 2002.706 2002.6594 2002.6594 2005.9696 2005.9696 2005.9696 2005.9696 1991.4999 2003.0276 2003.0276 2003.0276 2002.9315 2008.546 2010.2668 2008.9138 2008.9138 2005.4678 2001.597 2001.597 1990.7805 1990.7805 1990.7805 1990.7805 1997.8995 1997.8995 2001.9122 2001.9122 2001.9122 2005.5804 2006.0006 2003.1859 2003.1859 2003.1859 2005.3401 2003.7441 2003.7441 2003.7441 2001.6462 2001.6462 2001.6462 1999.9696 1999.9696 1999.1891 1999.1891 1999.1891 2002.54 2002.6288 2002.6288 2002.9384 2002.8732 2002.8732 2002.8732 2002.8732 2002.8339 2002.8556 2002.6985 2002.8933 2002.8933 2002.8933 2002.8933 2002.8933 2002.761 2002.8687 2002.7535 2002.7396 2002.7544 2002.7544 2002.8805 2002.7949 2002.7949 2002.7672 2002.7672 2002.8748 2002.8748 2002.8656 2002.797 2002.797 2002.8475 2002.9065 2002.8712 2002.8712 2002.8712 2002.8676 2002.7664 2002.9121 2002.8683 2002.8683 2002.8683 2002.8835 2002.8835 2002.9288 2002.7937 2002.7601 2002.9059 2002.865 2002.811 2002.811 2002.818 2002.818 2002.818 2002.818 2002.818 2002.7599 2002.7599 2002.7599 2002.8701 2002.8701 2002.8048 2002.8048 2002.8171 2002.9197 2002.797 2002.797 2002.8011 2002.9396 2002.8445 2002.8506 2002.8281 2002.8281 2002.8281 2002.8755 2002.8755 2002.8688 2002.8688 2002.8688 2002.8688 2002.8688 2002.7836 2002.7832 2002.7832 2002.8198 2002.8198 2002.8198 2002.8433 2002.8273 2002.8955 2002.8196 2002.8196 2002.8196 2002.8196 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Silnik4_RegBetaRate_Size = 3165; //Rozmiar wektora
// dane z pliku: Orientacja_log Parametr: Alfa
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-2.3408592 -2.3303041 -2.3343687 -2.3390381 -2.3304372 -2.3353307 -2.3339152 -2.309957 -2.316397 -2.318071 -2.329956 -2.330152 -2.3382795 -2.3235905 -2.3171084 -2.3222034 -2.3223143 -2.3205092 -2.3001735 -2.3033512 -2.2979126 -2.3065577 -2.326404 -2.3200343 -2.3269465 -2.3291886 -2.3361633 -2.3274312 -2.3191888 -2.3221703 -2.3210285 -2.3243084 -2.3333106 -2.3196409 -2.3230722 -2.3216603 -2.3075159 -2.3067799 -2.3155456 -2.3198524 -2.3203764 -2.3255951 -2.322142 -2.317321 -2.3070157 -2.317702 -2.3187962 -2.3212879 -2.314111 -2.3119397 -2.3092282 -2.3032231 -2.312074 -2.319163 -2.3373256 -2.3265264 -2.3278751 -2.322938 -2.334535 -2.3416402 -2.3358674 -2.3285747 -2.326666 -2.326173 -2.3435733 -2.333071 -2.3282826 -2.3207269 -2.3314652 -2.33902 -2.339744 -2.3379343 -2.340746 -2.3375916 -2.341875 -2.3288074 -2.311251 -2.3225691 -2.3461375 -2.3390796 -2.3329628 -2.3190079 -2.3180768 -2.3050997 -2.3269756 -2.3215861 -2.3310976 -2.334541 -2.335602 -2.3497567 -2.3460972 -2.3461862 -2.3446488 -2.3413417 -2.3352826 -2.3413258 -2.3448124 -2.339013 -2.322062 -2.3562796 -2.3435626 -2.3543906 -2.3413665 -2.348116 -2.3496034 -2.3347843 -2.3288703 -2.336924 -2.3427038 -2.3362892 -2.3328757 -2.3383353 -2.326357 -2.3285995 -2.3419194 -2.3336554 -2.3273902 -2.3222337 -2.3196297 -2.314889 -2.3363159 -2.3382795 -2.3266003 -2.324676 -2.3245957 -2.3364391 -2.3550465 -2.3512783 -2.3454359 -2.319438 -2.3155284 -2.3204968 -2.3146355 -2.3165426 -2.316232 -2.3269784 -2.3324761 -2.3178792 -2.3262336 -2.327841 -2.3333247 -2.3307233 -2.3399856 -2.3327281 -2.328154 -2.3408942 -2.3316288 -2.327247 -2.3272955 -2.332522 -2.3462777 -2.3280873 -2.329667 -2.315171 -2.337959 -2.353624 -2.3468037 -2.34844 -2.3515294 -2.3685732 -2.3552666 -2.349186 -2.3470247 -2.3422084 -2.324041 -2.3156824 -2.3197625 -2.3127244 -2.3183703 -2.3379247 -2.3345823 -2.348066 -2.3438203 -2.3545003 -2.3460732 -2.3485668 -2.3505764 -2.3457866 -2.3441434 -2.3553786 -2.363214 -2.354989 -2.34721 -2.3512564 -2.4514475 0.7687058 -1.9447317 -2.6450102 -3.6914334 -4.5874925 -0.21715769 0.37032425 0.9100008 1.8123068 2.22001 2.5576682 3.2098577 3.532961 4.336094 1.7943813 -5.425358 -6.6008973 -9.037031 -7.3824663 -6.541651 -5.26681 -2.8689415 -0.28221515 0.7425293 2.0557303 4.323452 4.8157587 6.954029 7.445208 7.7077017 7.936245 8.132643 8.266739 8.370456 8.895331 11.347316 12.740454 15.440269 18.186438 19.545431 19.842337 20.11509 20.644897 20.985678 21.04884 21.210869 21.054388 20.866713 20.859549 20.890337 14.954403 7.568584 2.3189697 1.1314608 -1.3877364 -1.8875898 -1.9546273 -2.0324955 -2.141987 -2.2385755 -2.258099 -2.3014023 -2.378253 -2.3946717 -2.4633598 -2.474722 -2.4841747 -2.4929614 -2.4840481 -2.4867516 -2.4767747 -2.4843647 -2.4848068 -2.4701738 -2.4479697 -2.4665935 -2.4392664 -2.4383986 -2.4455788 -2.4497635 -2.332143 -2.1671846 -2.2255688 -2.309112 -2.344547 -2.361817 -2.4058633 -2.4633222 -2.4542918 -2.4450824 -2.4717505 -2.4836495 -2.4841893 -2.4818475 -2.4773622 -2.4764585 -2.5149915 -2.5042567 -2.5128286 -2.5087583 -2.5150642 -2.53084 -2.522552 -2.509734 -2.5039616 -2.4955535 -2.5054927 -2.5012918 -2.5082667 -2.496506 -2.4949744 -2.4970424 -2.5267346 -2.5162234 -2.479485 -2.489268 -2.4802315 -2.4864373 -2.4850366 -2.4873188 -2.4975157 -2.5117378 -2.515534 -2.5243556 -2.5199697 -2.5155857 -2.513387 -2.503752 -2.4987407 -2.5043983 -2.4836848 -2.4922993 -2.493887 -2.5035357 -2.4995806 -2.4988825 -2.5076308 -2.512594 -2.5033083 -2.5091972 -2.52727 -2.5226417 -2.5137005 -2.4966176 -2.4850175 -2.4829416 -2.491357 -2.4931715 -2.4760997 -2.4860907 -2.5101273 -2.5089867 -2.5061345 -2.5096676 -2.5096068 -2.5085146 -2.5049953 -2.5132787 -2.513336 -2.512147 -2.5249765 -2.5221324 -2.5214343 -2.5118704 -2.5215404 -2.4951053 -2.5092056 -2.4881794 -2.493425 -2.5219698 -2.4933941 -2.5040941 -2.5268536 -2.5407093 -2.5049734 -2.5161257 -2.4992168 -2.505419 -2.5077462 -2.4925218 -2.4833004 ];
Orientacja_Alfa_Size = 3086; //Rozmiar wektora
// dane z pliku: Orientacja_log Parametr: Beta
Orientacja_Beta = [ 89.66103 89.65484 89.68189 89.66564 89.6918 89.6947 89.68563 89.66867 89.69243 89.70767 89.70775 89.69775 89.67289 89.66076 89.700386 89.70541 89.70292 89.70164 89.69739 89.70892 89.71581 89.719574 89.72497 89.71254 89.70406 89.681206 89.68967 89.693825 89.699684 89.70216 89.68205 89.67974 89.66806 89.66214 89.664955 89.659195 89.66357 89.670845 89.66816 89.67431 89.674355 89.66174 89.66064 89.673584 89.68232 89.683205 89.67992 89.68427 89.68081 89.677086 89.679504 89.68525 89.700264 89.69939 89.684135 89.68193 89.67685 89.67466 89.684654 89.68913 89.68242 89.69524 89.66802 89.67411 89.67267 89.6939 89.67379 89.68097 89.66926 89.66345 89.670555 89.678535 89.67981 89.68809 89.68624 89.68606 89.68542 89.676125 89.7106 89.700035 89.68951 89.67944 89.66902 89.666275 89.68375 89.692955 89.644516 89.667885 89.69274 89.68346 89.67904 89.681885 89.682106 89.68233 89.68323 89.681755 89.671875 89.67755 89.67705 89.682495 89.681984 89.67252 89.674545 89.665054 89.68449 89.69017 89.68309 89.693306 89.7004 89.69645 89.67422 89.67992 89.68197 89.709694 89.70275 89.69431 89.68716 89.67076 89.68826 89.68524 89.69059 89.712746 89.70909 89.6815 89.680626 89.685295 89.68702 89.677734 89.67495 89.70518 89.70989 89.68663 89.67824 89.69199 89.69111 89.68368 89.67155 89.66488 89.680046 89.674934 89.684265 89.68894 89.663635 89.67199 89.66765 89.67581 89.67707 89.68183 89.6842 89.68022 89.69503 89.68194 89.69243 89.70094 89.698235 89.681885 89.67699 89.684875 89.668236 89.669525 89.686646 89.70219 89.68611 89.68435 89.69766 89.69231 89.660645 89.57775 89.56146 89.68258 89.69411 89.76321 89.78249 89.79462 89.78737 89.774925 89.77297 89.75412 89.75925 89.81285 89.80805 89.80007 89.79615 89.78825 89.78488 89.79607 89.80431 89.78998 89.793304 89.793724 89.78687 89.76863 89.75419 89.76304 89.75271 89.762985 89.77057 89.784454 89.77655 89.78186 89.7968 89.75808 89.76059 89.761795 89.76778 89.77591 89.77843 89.77185 89.77769 89.787285 89.79065 89.77732 89.79241 89.791695 89.7848 89.73415 89.805664 89.716515 89.69307 89.68699 89.68025 89.65909 89.67399 89.67598 89.67624 89.6624 89.66671 89.66437 89.658035 89.65392 89.66058 89.66493 88.9287 90.642395 86.61179 86.484886 86.18202 85.93225 85.279335 85.204445 85.066284 84.726814 84.53042 84.2454 84.35534 84.56317 85.17829 84.95343 84.85497 84.6615 84.46801 84.37528 84.13143 82.25172 81.405426 81.47384 80.96694 80.895355 80.82261 80.73167 80.259995 80.161896 80.21032 80.30088 80.75304 80.82837 80.7867 80.779526 80.61851 80.44146 80.388855 80.26561 80.23998 80.19223 79.999695 79.9433 80.53632 80.69375 80.727135 83.45155 85.01241 86.33473 86.935776 88.1626 87.2107 86.05768 88.412506 90.37487 91.05669 91.611336 92.57901 93.008804 91.59718 90.69716 88.534935 88.450714 88.48218 88.50003 88.35182 87.83168 89.42385 89.52747 89.66654 89.73004 89.823105 89.89776 89.93194 89.98889 89.99753 90.03223 90.03289 90.03811 90.05066 90.04833 90.05546 90.05108 90.06208 90.04158 90.059715 90.0577 90.05841 90.04638 90.04726 90.070946 90.0644 90.06959 90.0712 90.065445 90.070564 90.06432 90.06419 90.061775 90.06861 90.06454 90.066345 90.071526 90.072716 90.077675 90.07264 90.06011 90.06142 90.0615 90.06746 90.077415 90.084206 90.07002 90.081436 90.07366 90.072914 90.07014 90.0619 90.06512 90.060616 90.053696 90.05342 90.05717 90.06274 90.06812 90.06567 90.05832 90.060036 90.039566 90.02945 90.028564 90.0266 90.04485 90.04814 90.05903 90.06709 90.07052 90.08467 90.0615 90.0528 90.068855 90.069214 90.06804 90.06797 90.063324 90.06425 90.063225 90.074875 90.06673 90.05577 90.04662 90.05529 90.05843 90.05638 90.045296 90.04972 90.04761 90.058334 90.05684 90.05621 90.06866 90.05961 90.060936 90.072205 90.07331 90.05813 90.06754 90.08507 90.09644 90.05563 90.06761 90.06227 90.05655 90.0595 90.06407 90.064445 90.07517 90.07219 90.05453 90.05242 90.06247 90.05569 90.06029 90.05465 90.045944 90.050606 90.07892 90.07908 90.08104 90.05618 90.05978 90.05636 90.05026 90.05039 90.06836 90.06738 90.07073 90.06755 90.06049 90.05663 90.06552 90.0729 90.07925 90.06598 90.060486 90.05982 90.06407 90.06703 90.07313 90.07243 90.07439 90.081215 90.07301 90.06119 90.07261 90.06871 90.067345 90.05346 90.05943 90.07583 90.080536 90.07721 90.06561 90.06064 90.06262 90.07273 90.08416 90.08277 90.08583 90.06386 90.05521 90.05266 90.05703 90.06089 90.05494 90.05629 90.04787 90.05202 90.05505 90.06587 90.091774 90.088974 90.07668 90.06742 90.07293 90.06634 89.99975 89.92901 89.701164 89.676125 89.60032 89.99784 90.21796 90.515755 90.22231 89.607895 87.41256 86.81545 85.28606 85.02812 84.341705 84.269226 86.927666 87.394424 88.58441 88.39878 87.98558 89.760666 88.39232 88.19002 88.54158 88.144196 86.95133 86.69104 84.54246 84.05666 83.41757 82.93712 82.789474 82.63634 81.96991 81.864586 81.78046 81.71643 81.636795 81.6358 81.28253 82.55232 85.57054 86.85381 88.98691 89.94157 89.99903 90.00887 86.29096 84.9184 84.6335 85.22615 86.480934 88.792534 89.09066 89.20757 89.324234 89.6097 89.63174 89.659035 89.68764 89.71905 89.75211 89.720505 89.732605 89.72859 89.730064 89.74219 89.75083 89.74182 89.74583 89.746666 89.75396 89.74876 89.75969 89.75959 89.757095 89.757835 89.73614 89.73478 89.724045 89.72954 89.73244 89.73239 89.73006 89.73155 89.74468 89.74457 89.74807 89.7471 89.74136 89.74553 89.74655 89.74697 89.73812 89.74053 89.75209 89.756714 89.73807 89.75321 89.756584 89.750656 89.74365 89.74395 89.7435 89.74224 89.73998 89.74103 89.74505 89.742096 89.75618 89.75783 89.7534 89.75646 89.741646 89.74845 89.748 89.7489 89.745384 89.74925 89.75282 89.751915 89.75057 89.75512 89.753876 89.75463 89.75573 89.75322 89.76103 89.7738 89.761566 89.74806 89.7329 89.727104 89.73881 89.743614 89.75453 89.7371 89.748856 89.755714 89.741 89.75378 89.74392 89.72618 89.7336 89.74433 89.754974 89.75729 89.73423 89.72516 89.716415 89.72097 89.72193 89.72179 89.73121 89.74362 89.74197 89.73851 89.7394 89.73943 89.74262 89.74805 89.76332 89.7672 89.76499 89.76401 89.754265 89.75465 89.75993 89.756744 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89.73309 89.73824 89.737785 89.75009 89.74833 89.73422 89.72181 89.736435 89.744804 89.742676 89.73525 89.74043 89.73943 89.752914 89.755554 89.75993 89.767235 89.75656 89.763885 89.7637 89.754234 89.746895 89.745605 89.74494 89.7438 89.76679 89.762405 89.76706 89.7604 89.7724 89.77667 89.76839 89.74959 89.746574 89.7521 89.7538 89.754105 89.76874 89.77185 89.771805 89.76428 89.7506 89.74541 89.75974 89.76212 89.76653 89.767944 89.76034 89.75633 89.7735 89.75089 89.74571 89.743805 89.75217 89.74573 89.73772 89.72869 89.72761 89.75846 89.73421 89.73833 89.73723 89.75145 89.76013 89.76475 89.7628 89.752335 89.750534 89.75004 89.76225 89.76054 89.76428 89.747406 89.74466 89.72858 89.74039 89.73765 89.730194 89.73648 89.72949 89.73385 89.73702 89.73546 89.73645 89.73667 89.74061 89.73777 89.74022 89.73663 89.73889 89.742256 89.76555 89.75971 89.76334 89.7669 89.76795 89.7535 89.76305 89.76119 89.75708 89.75628 89.75272 89.7457 89.74259 89.747 89.74901 89.7524 89.75437 89.75393 89.76196 89.76592 89.75587 89.756836 89.76045 89.75624 89.745224 89.74663 89.73658 89.73724 89.75228 89.74433 89.7434 89.75615 89.75503 89.7549 89.74836 89.757996 89.752785 89.75226 89.74604 89.74447 89.754036 89.7481 89.74896 89.738045 89.72731 89.73051 89.72767 89.73052 89.72193 89.71877 89.723656 89.71979 89.72303 89.73142 89.72499 89.73281 89.73427 89.729614 89.74249 89.74601 89.73488 89.73226 89.73171 89.73416 89.737625 89.73673 89.72907 89.72979 89.73301 89.73412 89.73511 89.7366 89.7334 89.74193 89.74488 89.730034 89.73537 89.735 89.728226 89.72149 89.722336 89.72374 89.72723 89.72876 89.7352 89.75278 89.75759 89.735916 89.72836 89.75104 89.75036 89.737076 89.74719 89.746765 89.7624 89.76754 89.77095 89.75983 89.75367 89.74492 89.741425 89.743065 89.74517 89.73348 89.73204 89.752045 89.73168 89.73752 89.73037 89.73542 89.73353 89.74467 89.73254 89.72798 89.74097 89.75033 89.77625 89.774765 89.77077 89.76994 89.77234 89.74763 89.74882 89.7455 89.749725 89.755066 89.75658 89.757416 89.74636 89.74444 89.747055 89.73357 89.72497 89.731316 89.74242 89.73878 89.74286 89.74675 89.74542 89.7378 89.73354 89.74256 89.74033 89.74529 89.73749 89.73077 89.743515 89.74389 89.74671 89.7537 89.75122 89.745804 89.73717 89.74709 89.7344 89.731224 89.74236 89.74558 89.730034 89.73378 89.73779 89.739174 89.737915 89.74067 89.73796 89.75076 89.7463 89.75083 89.74538 89.739044 89.75617 89.75837 89.76549 89.76456 89.76049 89.735275 89.741875 89.74562 89.741104 89.738335 89.74296 89.760124 89.76226 89.76019 89.759155 89.75064 89.751656 89.757286 89.76576 89.753494 89.75189 89.755806 89.755165 89.751045 89.736336 89.7347 89.74547 89.752464 89.75492 89.736694 89.74249 89.750015 89.7441 89.746086 89.75241 89.75088 89.75321 89.761246 89.74668 89.75105 89.754135 89.75308 89.73824 89.75011 89.74166 89.748375 89.74441 89.74702 89.74212 89.74223 89.742195 89.74389 89.745186 89.74401 89.75288 89.74374 89.743484 89.75011 89.74875 89.74085 89.74285 89.74635 89.7364 89.74973 89.761925 89.75294 89.75578 89.76546 89.77926 89.7879 89.7747 89.77534 89.76816 89.77387 89.77454 89.765755 89.783035 89.77718 89.767456 89.76786 89.76604 89.74308 89.73453 89.74931 89.74386 89.73777 89.737526 89.75014 89.76255 89.750786 89.74335 89.74667 89.746826 89.74244 89.738785 89.74225 89.74426 89.73891 89.74088 89.74541 89.73088 89.73677 89.73936 89.73336 89.73691 89.73994 89.74057 89.742874 89.73417 89.74193 89.7405 89.73036 89.722946 89.73319 89.74112 89.75044 89.75228 89.74197 89.74175 89.741554 89.752525 89.75505 89.74471 89.736046 89.75638 89.77183 89.76026 89.76005 89.75195 89.75063 89.75766 89.76178 89.75195 89.73992 89.73981 89.759705 89.75728 89.75497 89.7566 89.75402 89.759575 89.76687 89.75179 89.75556 89.75648 89.74265 90.250854 66.24088 47.437687 45.352978 44.274754 43.57134 102.99438 106.39416 109.37744 113.72183 115.63068 117.11362 119.336494 120.27817 122.24881 107.956764 75.039856 70.51126 60.99263 91.59507 95.28752 98.50638 103.47205 108.343346 109.62107 111.09542 113.6698 114.206184 116.299095 116.676094 117.00468 117.08939 117.14204 117.20857 117.29134 117.46467 118.54618 119.4161 121.12441 122.73469 123.76979 123.9954 124.20335 124.500404 124.69877 124.76157 124.85465 124.60957 124.51868 124.50565 124.08354 109.93891 100.74571 96.067444 94.478806 91.088455 90.44682 90.323586 90.21021 90.05165 89.9234 89.87364 89.83293 89.76214 89.7386 89.66904 89.66234 89.65495 89.646255 89.641 89.628876 89.62442 89.638245 89.632126 89.6494 89.641426 89.64826 89.63502 89.62617 89.63057 89.63133 89.62602 89.58095 89.58277 89.5957 89.6095 89.61531 89.63033 89.61596 89.60671 89.59565 89.60024 89.59983 89.59817 89.612114 89.606346 89.61266 89.63188 89.64218 89.64428 89.64717 89.6473 89.64912 89.64902 89.64402 89.63324 89.634995 89.6237 89.62932 89.61073 89.61778 89.61501 89.61248 89.62174 89.6244 89.61557 89.61004 89.597275 89.60655 89.624435 89.63371 89.63352 89.63333 89.62905 89.62854 89.63377 89.62969 89.63933 89.63467 89.63261 89.63864 89.63636 89.63129 89.63533 89.61325 89.632126 89.63165 89.63754 89.63239 89.62637 89.626625 89.63304 89.63547 89.63556 89.63524 89.63313 89.6407 89.62868 89.62872 89.62455 89.631256 89.63695 89.62739 89.62953 89.62241 89.62948 89.62038 89.62138 89.64426 89.63539 89.64556 89.64709 89.64685 89.626434 89.6267 89.62058 89.646225 89.63545 89.63241 89.64155 89.63028 89.63296 89.60775 89.64609 89.62617 89.61637 89.631996 89.63019 89.634155 89.635445 89.625145 89.63058 ];
Orientacja_Beta_Size = 3086; //Rozmiar wektora
// dane z pliku: Orientacja_log Parametr: Gamma
Orientacja_Gamma = [ 170.44193 170.26868 170.87495 170.49765 171.21431 171.2297 171.03917 170.72653 171.27252 171.59825 171.58275 171.35246 170.76765 170.58694 171.45828 171.58623 171.45222 171.41754 171.31949 171.67467 171.79504 171.895 172.104 171.73544 171.48296 170.88155 171.1155 171.20874 171.36813 171.40121 170.98718 170.95781 170.54982 170.36499 170.43945 170.36554 170.5207 170.70348 170.48732 170.78217 170.79005 170.37254 170.37946 170.61667 170.91187 170.96187 170.8936 170.99934 170.9482 170.90405 170.94716 171.09836 171.44748 171.39955 170.93379 170.90926 170.76056 170.72174 170.87985 171.08232 170.91087 171.26587 170.54678 170.70186 170.65967 171.2376 170.71857 170.87798 170.6187 170.40285 170.6932 170.84924 170.86218 171.03587 170.95615 170.92252 170.95505 170.75513 171.66132 171.37321 171.13194 170.8972 170.71216 170.55055 170.9543 171.14757 170.07245 170.55487 171.13606 170.94154 170.89526 170.91402 170.92966 170.90753 170.95387 170.94035 170.68503 170.775 170.7782 170.88948 170.91386 170.5496 170.63902 170.46588 170.96655 171.12363 170.91756 171.11586 171.32742 171.22783 170.68332 170.81407 170.8537 171.5943 171.4187 171.2025 171.05379 170.59146 171.07025 171.03145 171.1639 171.70312 171.62265 170.88783 170.88005 171.04839 171.10893 170.81244 170.70679 171.52625 171.59529 171.01329 170.84085 171.12431 171.14429 170.94258 170.73381 170.57602 168.9633 170.48524 170.7488 170.9469 170.48132 170.69641 170.57422 170.81184 170.8494 170.93814 170.9584 170.84076 171.27164 170.91866 171.19122 171.34538 171.3293 170.86346 170.70961 170.9002 170.4517 170.5479 171.03934 171.37082 171.0326 171.01268 171.2656 171.11685 165.87929 123.20944 86.96027 42.59405 35.55426 12.555455 10.175055 7.613568 5.503123 3.0067484 1.0779066 0.9986823 0.9171314 0.36517176 0.36531866 0.37023056 0.36975828 0.37595809 0.37627012 0.3533581 0.33761773 0.35331938 0.3482081 0.34725758 0.35648045 0.3809729 0.40064123 0.38846853 0.4036344 0.38971245 0.37928593 0.35997897 0.37151423 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157.01497 158.61343 66.9747 60.590046 75.74905 71.6939 69.05309 51.9173 24.816223 21.171284 19.926767 -0.80223066 -2.9752467 20.576607 5.116682 13.926854 -4.5349298 -4.210097 -7.2457833 27.846233 -14.60133 -15.121332 -18.343378 16.268217 0.76445186 -51.509487 -31.305847 -43.790115 -40.57854 -33.2304 -42.478863 -35.66724 -36.647545 -44.981842 -53.1349 -42.791504 -48.342693 -46.22228 -50.8291 -64.39121 -55.46346 -28.493952 -34.10687 -24.935823 -39.814095 -71.502396 -85.517075 -51.10673 -67.355965 -52.141403 -52.98044 -40.564713 -21.906105 -23.612055 -15.401744 5.732055 0.8249363 -11.345625 -26.236748 -34.49651 -40.01655 -32.50096 -37.898857 15.192359 43.282158 42.497208 50.01581 23.715815 14.820255 -16.108402 -33.854572 -52.929314 -61.22455 -24.0977 -11.089454 -34.69138 -39.685566 -38.544094 -40.13023 -37.494717 -40.874905 -36.331635 -27.748543 -10.571029 7.567846 25.730694 -0.45078003 -14.454751 -12.230138 1.6762419 -19.380735 -17.251806 -21.17765 -16.22633 -36.711784 -46.167095 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155.74513 163.67944 173.0474 173.4737 172.9928 172.89519 27.436007 19.905302 1.9982628 1.5449103 1.7648908 -2.3307233 103.536736 139.13562 152.85979 161.9871 172.50859 173.12411 174.28 174.3967 174.1653 173.931 173.83473 173.7123 173.07333 172.9689 172.8323 172.72987 172.57002 172.57144 170.86919 99.43528 40.024746 21.992579 4.897277 0.36777747 0.23212944 0.19467042 143.59561 165.1123 172.22382 171.73044 130.77588 44.53052 83.850555 99.72735 115.204346 158.81984 161.03313 163.58571 167.16072 169.234 172.25163 172.70387 173.04475 173.13292 173.15215 173.41353 173.58765 173.39302 173.5172 173.5226 173.68507 173.55008 173.78853 173.7881 173.71445 173.71754 173.28159 173.20775 172.95677 173.10371 173.16133 173.19868 173.11281 173.16737 173.4841 173.4635 173.50105 173.49416 173.38914 173.49657 173.54228 173.49449 173.28973 173.36302 173.6896 173.72531 173.30846 173.62262 173.69328 173.56508 173.41495 173.41301 173.3993 173.41338 173.34454 173.38513 173.44426 173.37527 173.71115 173.73036 173.64098 173.73141 173.34804 173.46117 173.4859 173.54462 173.47682 173.51955 173.60216 173.584 173.56248 173.70978 173.67662 173.69746 173.7144 173.66246 173.78903 174.06718 173.81985 173.48955 173.1339 173.00302 173.30098 173.40692 173.61609 173.25337 173.51376 173.67548 173.33519 173.69183 173.41495 173.05714 173.1839 173.39932 173.64633 173.73282 173.17593 173.00047 172.81708 172.91908 172.93855 172.96715 173.14969 173.42656 173.39314 173.30821 173.31438 173.31241 173.37491 173.51486 173.8038 173.89804 173.88713 173.93878 173.66193 173.67592 173.78647 173.72835 173.34482 173.6319 173.97728 173.98894 173.61281 173.58308 173.6467 173.63603 173.25569 173.37277 173.01619 173.00945 173.11357 173.12354 173.23904 173.18005 173.4534 173.46301 173.66034 173.52785 173.40927 173.29549 173.3559 173.24232 173.18521 157.33322 50.91398 34.93271 11.470136 9.765599 4.121099 2.684047 1.2956394 1.1462166 0.901539 0.8000278 0.79464 118.6535 126.88117 135.06897 152.1663 158.9434 165.6088 167.88657 168.7759 169.47745 170.18959 170.70007 130.47574 76.79053 38.294724 32.597504 12.372379 9.19975 7.848106 6.2397885 5.7309084 -7.7406693 32.53971 77.30342 91.961205 105.820724 107.82044 107.10169 122.07577 130.58229 113.70751 83.98956 44.088337 31.279316 18.512106 7.775023 4.5213356 4.978368 11.517578 37.78365 58.482178 78.29016 105.690895 127.68947 143.50377 147.78462 156.52176 159.68793 157.86554 35.116035 30.102222 26.615091 20.01244 17.20986 13.397466 20.833918 46.616558 57.13072 88.208916 142.76703 56.754353 39.244953 32.25166 22.35019 12.173468 7.88533 4.9416823 34.85247 61.056633 71.596344 74.61742 82.27998 135.10976 147.4877 152.74513 143.76123 17.977146 21.813793 28.313797 27.896418 32.649475 49.608032 142.7309 159.278 163.37697 165.57362 166.74547 167.92091 169.85893 170.41174 170.92426 171.30095 171.63937 172.1636 172.06873 171.78195 162.34616 105.6985 128.74654 167.07137 168.57152 169.67406 172.06633 172.97365 173.25636 173.44406 173.93692 174.45563 174.53116 174.62105 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172.79762 172.79355 172.85515 172.49283 172.28035 172.41092 172.69308 172.61726 172.69481 172.8079 172.76738 172.50499 172.42307 172.64609 172.62444 172.74774 172.5949 172.3835 172.6812 172.69878 172.75357 172.91635 172.79715 172.66986 172.44098 172.71078 172.4709 172.37411 172.6674 172.75114 172.39195 172.46294 172.53378 172.57639 172.53816 172.61485 172.57732 172.85233 172.75613 172.86108 172.66745 172.50253 172.9533 173.01822 173.20065 173.19283 173.08426 172.45988 172.58719 172.71696 172.61864 172.56018 172.64542 173.06306 173.10255 173.0397 173.03537 172.84308 172.91388 173.02644 173.23816 172.92163 172.91301 173.02933 172.99368 172.86916 172.52048 172.47966 172.79333 172.93533 172.97665 172.50163 172.67583 172.86705 172.72597 172.77718 172.93915 172.89627 172.96667 173.12859 172.72023 172.86337 172.9934 172.95157 172.57817 172.82664 172.62045 172.7478 172.71939 172.76727 172.6857 172.69963 172.70049 172.76752 172.79068 172.76617 172.98 172.74953 172.72723 172.90645 172.88489 172.67291 172.66518 172.85683 172.57155 172.92433 173.18729 172.99004 173.05948 173.25262 173.55855 173.79015 173.50287 173.49051 173.30415 173.4605 173.44643 173.24208 173.68358 173.51576 173.2664 173.2592 173.2045 172.64041 172.51204 172.87083 172.69821 172.54704 172.54059 172.87836 173.23541 172.93771 172.73993 172.7464 172.73598 172.65155 172.54175 172.63509 172.68086 172.58589 172.64633 172.7027 172.38596 172.53171 172.60936 172.45706 172.56541 172.61948 172.62077 172.71521 172.47447 172.65302 172.62227 172.39964 172.26822 172.45312 172.65205 172.82042 172.96844 172.74724 172.72034 172.71916 172.98889 173.09987 172.79904 172.5725 173.0618 173.4123 173.0832 173.05908 172.88103 172.82773 173.01747 173.16972 172.91478 172.6729 172.64194 173.14752 173.06635 173.01855 173.07295 173.00041 173.11342 173.30602 172.95949 169.41298 169.9238 170.91429 133.83466 75.08538 87.73198 89.54503 91.04011 92.36669 -40.036297 -46.91545 -53.119724 -61.426918 -65.27146 -68.31478 -72.59928 -74.24918 -77.613525 -39.098637 51.61842 60.905304 81.76791 -26.724361 -36.628056 -43.399685 -53.52714 -62.664135 -64.375015 -66.237236 -69.64624 -70.44996 -73.099594 -73.23628 -73.57323 -73.49713 -73.361885 -73.34108 -73.352875 -72.73842 -69.82888 -68.51259 -66.116104 -63.600742 -62.50169 -62.246525 -62.020466 -61.498783 -61.15108 -61.106773 -60.93658 -60.86412 -61.00699 -61.00167 -60.56 -51.01186 17.847492 16.089684 54.36249 135.82666 151.03322 153.61877 156.78471 160.30508 163.06456 164.16437 165.14487 167.43765 167.84993 169.58733 170.16917 170.45686 170.40497 170.33289 170.14001 170.17584 170.66109 170.5428 170.93861 170.71623 170.94206 170.53883 170.33582 170.46469 170.49438 169.76642 141.52507 144.88641 152.59898 155.27826 157.81776 162.28044 167.62296 168.64516 168.86208 169.41313 169.53685 169.6018 169.95317 169.83554 170.00856 165.37282 168.42131 169.59457 169.86633 170.05281 170.8686 170.88034 170.7618 170.60121 170.69356 170.49188 170.61578 170.24158 170.3459 170.27652 170.23534 170.55289 170.57063 170.24971 170.16129 169.84009 170.07428 170.47011 170.68549 170.71642 170.76678 170.68948 170.70612 170.8052 170.69923 170.90675 170.76506 170.72057 170.87106 170.74106 170.65834 170.7565 170.3046 170.69635 170.68584 170.84685 170.75433 170.58846 170.6176 170.81621 170.85303 170.81964 170.74968 170.65833 170.81032 170.58112 170.59648 170.4397 170.67331 170.88234 170.65913 170.69179 170.55396 170.71547 170.50075 170.50087 171.03625 170.82585 171.04926 171.12367 171.10905 170.65265 170.62352 170.53925 171.01074 170.80792 170.66034 170.88847 170.75937 170.70789 170.20496 171.11604 170.71474 170.37743 170.76614 170.66959 170.76625 170.79166 170.50716 170.58571 ];
Orientacja_Gamma_Size = 3086; //Rozmiar wektora
// dane z pliku: Orientacja_log Parametr: AlfaRate
Orientacja_AlfaRate = [ 0.0 0.2156496 0.2156496 -0.008106232 -0.008106232 0.06568432 -0.07110834 0.18292665 0.111699104 0.111699104 0.111699104 -0.10496378 -0.06109476 0.26148558 -0.5955696 -0.5955696 -0.5955696 -0.5955696 -0.5955696 -0.5955696 -0.073194504 -0.073194504 -0.14448166 -0.14448166 -0.1796484 -0.25713444 -0.2824664 -0.2824664 0.33175945 0.33175945 0.33175945 0.3951192 0.3951192 -0.34159422 -0.6030798 -0.0123381615 -0.24712086 -0.24712086 0.11652708 0.11652708 0.12040138 0.12040138 0.18423796 -0.13250113 -0.13250113 -0.13250113 -0.13250113 0.35911798 0.35911798 0.061035156 -0.2847314 -0.3117323 -0.3117323 0.01603365 0.19228458 0.19228458 0.11205673 0.11205673 0.11205673 0.061810017 0.061810017 0.09024143 0.22727251 -0.0026226044 -0.3348589 0.08749962 0.08749962 -0.1155138 -0.23949146 0.23531914 0.4338622 0.4338622 0.017344952 0.017344952 0.017344952 0.017344952 0.017344952 0.017344952 0.030815601 0.11008978 0.11008978 -0.73987246 0.20718575 0.5624294 -0.03796816 -0.2707839 -0.23061037 -0.11515617 0.19204617 0.22685528 0.22685528 -0.17893314 -0.17893314 -0.121831894 0.3771782 -0.2913475 0.08177757 0.04595518 0.0046491623 0.0046491623 0.10204315 0.045895576 0.045895576 -0.18918514 -0.12344122 -0.35840273 0.22536516 -0.3029108 0.37378073 0.16003847 0.083088875 0.083088875 0.23055077 0.23055077 0.23055077 -0.5735159 -0.5735159 -0.18030405 -0.26738644 0.0023841858 -0.24491549 0.124931335 0.124931335 0.39839745 0.39839745 0.39839745 0.35768747 0.35768747 0.35768747 -0.16540289 -0.24819374 0.01937151 0.01937151 -0.14615059 -0.19401312 0.13005733 0.31512976 -0.21183491 0.16081333 -0.13411045 0.045120716 -0.06788969 -0.66775084 -0.66775084 -0.66775084 0.011026859 0.18012524 0.029087067 -0.29993057 -0.29993057 -0.29993057 -0.089764595 -0.089764595 0.07772446 -0.14126301 0.19186735 0.19186735 0.19186735 0.19186735 0.0795722 0.01168251 0.21022558 -0.009655952 -0.009655952 -0.30314922 0.18703938 0.18703938 0.18703938 20.673841 19.070625 19.070625 8.405685 3.7455559 3.7455559 1.7766953 1.7766953 0.082969666 0.082969666 -0.2784729 0.4644394 0.4644394 0.4644394 -0.12779236 -0.12779236 -0.12779236 -0.3824234 -0.022888184 0.22983551 -0.7324219 -0.7324219 -0.32615662 -0.32615662 0.72956085 -0.38433075 0.08678436 0.08678436 0.032424927 0.032424927 0.032424927 -0.4014969 -0.41294098 -0.28324127 0.11730194 0.11730194 0.12397766 0.3490448 0.6084442 0.6084442 0.44822693 0.37670135 0.19168854 0.19168854 0.26988983 0.26988983 0.26988983 0.5750656 0.5750656 -0.92601776 -0.92601776 -1.0261536 -0.48923492 0.45490265 -0.9908676 -0.9908676 -0.9908676 0.22411346 0.22411346 1.1453629 0.52547455 0.52547455 -0.26226044 -0.26226044 -0.26226044 -46.56458 17.783642 17.783642 17.783642 17.783642 2.7132034 2.4671555 2.0809174 2.4194717 2.3441315 0.8840561 0.8840561 0.8840561 -4.887581 -0.41389465 -0.41389465 -0.28133392 0.6084442 0.667572 0.6046295 0.75626373 0.42152405 0.37574768 0.8058548 0.8058548 0.8058548 0.8058548 -0.9717941 -0.9717941 -0.9717941 -1.0356903 -1.0356903 0.2670288 -0.15544891 -0.15544891 0.0 -0.69236755 -0.69236755 -0.69236755 0.11920929 0.5569458 0.26607513 0.5245209 -1.282692 -0.24604797 -0.062942505 37.805916 37.805916 37.805916 37.805916 8.081436 -10.014534 -2.878189 -2.6569366 33.58078 31.730175 31.730175 21.627426 14.482498 0.75244904 0.75244904 -41.112064 -34.987686 -34.987686 -34.987686 -34.987686 -34.987686 7.001877 7.001877 7.001877 7.001877 7.001877 -0.23132563 -0.23132563 0.52398443 0.52398443 0.30195713 0.30195713 -0.010728836 -0.051021576 -0.4441738 -0.08845329 -0.21195412 -0.21195412 -0.21290779 0.3042221 0.109910965 0.18596649 0.11450052 0.11450052 -0.15425682 -0.15425682 -0.023186207 -0.058412552 -0.058412552 -0.07742643 -0.07742643 -0.07742643 -0.07742643 0.010728836 0.010728836 0.010728836 0.010728836 0.2104044 0.182271 -0.037252903 0.25224686 0.012218952 -0.111579895 -0.111579895 0.23162365 0.23162365 0.12856722 0.08022785 0.08022785 0.08022785 -0.10597706 -0.44196844 -0.12630224 -0.124156475 -0.17374754 -0.30577183 -0.30577183 -0.05340576 -0.05340576 -0.17172098 -0.17172098 -0.17172098 -0.17172098 -0.17172098 -0.17172098 0.062942505 0.062942505 0.062942505 0.062942505 0.062942505 0.08094311 0.08094311 -0.12636185 0.33777952 -0.058174133 -0.058174133 0.14948845 0.14948845 -0.1167655 -0.01692772 -0.01692772 0.17380714 0.17380714 0.20325184 -0.0692606 -0.075399876 -0.075399876 -0.075399876 0.056028366 0.083088875 0.24616718 0.24616718 0.24616718 0.24616718 -0.11533499 -0.2784729 -0.4349351 -0.047266483 -0.047266483 -0.38558245 -0.053942204 0.24783611 -0.1733303 -0.3822446 -0.3822446 0.23275614 0.23275614 0.16260147 0.16260147 -0.052928925 -0.052928925 -0.15836954 -0.15836954 -0.15836954 0.35363436 0.24151802 -0.10830164 0.09196997 0.182271 -0.18435717 0.02026558 -0.23889542 -0.23889542 0.07176399 0.01847744 -0.11241436 -0.11241436 0.22166967 0.12296438 0.091552734 0.091552734 0.091552734 -0.6727576 0.2757311 0.2757311 0.2757311 -0.029087067 -0.34183264 0.046133995 -0.12505054 -0.29736757 -0.310421 -0.14162064 -0.0756979 0.26494265 0.26494265 0.0020861626 0.04428625 -0.2142787 0.091314316 0.22166967 0.015377998 0.015377998 -0.19270182 -0.36400557 -0.36400557 -0.36400557 0.21123886 -0.1000762 -0.1000762 0.3106594 0.3106594 -0.09584427 -0.09584427 0.093877316 0.2516508 0.2516508 0.33020973 0.33020973 0.33020973 0.21511316 -0.047147274 -0.047147274 -0.047147274 -0.4095435 0.5180836 0.5180836 0.5180836 -0.006020069 -0.006020069 -0.006020069 -0.15926361 0.5569458 -0.20122528 -11.026859 -4.588127 -2.530098 -2.3245811 -26.632309 -14.551163 -0.21266937 -0.21266937 -0.21266937 3.0851364 3.0851364 3.0851364 28.628826 9.644508 0.9536743 -1.786232 -8.927345 -22.360802 -27.263165 -27.263165 -27.263165 -4.9858093 0.45204163 0.45204163 2.207756 3.604889 3.604889 3.604889 3.604889 3.604889 2.7341843 2.7341843 2.2201538 2.2201538 1.4972687 1.4972687 1.4972687 1.4972687 19.834995 19.834995 2.7236938 0.06866455 0.35953522 0.6637573 0.6637573 0.6637573 13.881683 16.767502 23.273945 27.248383 27.248383 27.248383 5.5606365 5.5606365 5.5606365 0.554204 0.554204 0.44584274 0.26869774 0.20575523 0.20575523 0.4182458 0.4182458 0.4182458 0.4182458 0.4182458 -0.1321435 -0.1321435 0.022947788 0.022947788 0.026285648 -0.20366907 -0.20366907 -0.009596348 -0.009596348 0.10770559 0.10770559 -0.15121698 -0.22536516 -0.22536516 0.35077333 0.35077333 -0.10019541 -0.10019541 -0.014066696 -0.014066696 -0.014066696 0.033557415 -0.19520521 -0.003695488 -0.003695488 -0.003695488 -0.17768145 -0.17768145 0.353992 0.08946657 0.08946657 0.08946657 -0.2991557 -0.2991557 -0.2991557 0.19276142 -0.10681152 0.032365322 -0.15449524 -0.17505884 -0.16480684 -0.16480684 -0.08106232 -0.039696693 0.08517504 0.08517504 0.6827116 0.4826188 0.044226646 0.23031235 0.23031235 0.23031235 0.006198883 0.10573864 0.3017187 -0.048696995 -0.14132261 -0.14132261 0.4568696 0.10240078 0.44232607 0.08529425 -0.07981062 -0.04673004 0.31286478 -0.23710728 -0.23710728 0.0078082085 0.0078082085 0.0078082085 0.11843443 0.22631884 0.22631884 -0.01603365 -0.01603365 -0.05543232 -0.05543232 -0.040113926 -0.0053048134 -0.0053048134 -0.08100271 -0.08100271 -0.08100271 -0.08100271 0.063061714 0.061273575 0.061273575 0.061273575 0.18149614 0.18149614 0.0692606 -0.18054247 -0.22935867 -0.22935867 -0.22935867 -0.2630353 0.22941828 0.044703484 0.044703484 0.26768446 -0.03761053 -0.110566616 -0.1437068 -0.082194805 -0.33938885 -0.33938885 -0.21129847 -0.23204088 0.24974346 -0.0667572 -0.0667572 -0.15306473 -0.15306473 0.23889542 -0.04553795 -0.04553795 -0.012695789 -0.012695789 -0.012695789 -0.012695789 -0.10454655 -0.10454655 -0.10454655 -0.018060207 0.044465065 9.329319 16.619682 11.968613 3.3130646 3.3130646 0.9384155 0.14209747 0.14209747 -0.6341934 -0.32138824 -0.32138824 -0.26130676 -20.12062 -20.12062 -20.12062 -11.734962 -6.1655045 -6.067276 -6.067276 -0.45013428 0.0 0.0 -0.42152405 33.164024 33.164024 32.74107 32.74107 9.775162 5.8488846 3.8442612 2.0866394 -8.874893 -53.06935 -53.06935 -26.587486 -13.982773 -13.982773 -8.76236 -5.870819 15.504837 36.364555 36.364555 36.364555 36.364555 25.288582 15.271187 2.9525757 -3.0851364 -3.0851364 -3.0851364 -3.0851364 -49.345253 -46.53621 -38.877487 -32.856224 -19.27805 -19.27805 -11.334419 -11.334419 -11.334419 20.718575 20.718575 20.718575 16.345024 16.345024 16.345024 16.345024 -37.12368 -37.12368 -24.788857 -24.788857 47.920704 28.825998 20.629406 15.297413 9.4976425 9.4976425 3.4856796 -43.27154 -43.27154 -36.347153 -33.103706 -33.103706 -33.103706 -6.1626434 4.40979 4.40979 17.29393 0.07343292 0.07343292 0.07343292 0.07343292 0.07343292 -23.344517 -4.0311813 -4.0311813 -4.0311813 -0.81443787 -1.5077591 0.22411346 0.22411346 0.12874603 0.12874603 0.12874603 1.0976791 0.82302094 1.4562607 1.4562607 23.322105 5.524993 0.9583235 0.5558729 0.5558729 0.32305717 0.21767616 0.21767616 0.16897917 0.16897917 0.07647276 0.07647276 -0.3735423 -0.3735423 -0.3735423 -0.3735423 0.09983778 0.09983778 0.023424625 0.023424625 0.023424625 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0.053584576 0.053584576 0.13500452 -0.36746264 -0.07939339 0.026166439 0.026166439 0.026166439 -0.1513362 -0.091552734 0.16999245 0.02670288 ];
Orientacja_AlfaRate_Size = 3086; //Rozmiar wektora
// dane z pliku: Orientacja_log Parametr: BetaRate
Orientacja_BetaRate = [ 0.0 -0.15068054 -0.15068054 -0.31661987 -0.31661987 -0.1411438 -0.18310547 0.10871887 -0.076293945 -0.076293945 -0.076293945 -0.26130676 0.059127808 0.059127808 -0.4825592 -0.4825592 -0.4825592 -0.4825592 -0.4825592 -0.4825592 -0.11444092 -0.11444092 0.08201599 0.08201599 -0.06866455 0.12779236 -0.2937317 -0.2937317 -0.0743866 -0.0743866 -0.0743866 0.076293945 0.076293945 -0.23841858 -0.25749207 -0.036239624 -0.0705719 -0.0705719 -0.11253357 -0.11253357 -0.21362305 -0.21362305 0.061035156 0.06866455 0.06866455 0.06866455 0.06866455 -0.061035156 -0.061035156 -0.032424927 -0.13923645 0.30326843 0.30326843 0.13923645 0.049591064 0.049591064 0.17547607 0.17547607 0.17547607 -0.07247925 -0.07247925 -0.036239624 -0.04005432 0.24032593 0.1487732 0.032424927 0.032424927 -0.5016327 0.08392334 -0.11634827 -0.011444092 -0.011444092 0.0038146973 0.0038146973 0.0038146973 0.0038146973 0.0038146973 0.0038146973 0.17738342 -0.30517578 -0.30517578 -0.16403198 0.11444092 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0.39100647 -0.05340576 0.059127808 0.31471252 -0.059127808 -0.059127808 0.3490448 0.2822876 0.0667572 -0.104904175 -0.104904175 -0.104904175 -0.26130676 0.33187866 -0.11634827 -0.11634827 -0.3643036 -0.0019073486 0.036239624 0.30708313 0.30708313 0.30708313 0.30708313 -0.14686584 -0.14686584 -0.14686584 0.4234314 0.4234314 0.4234314 -0.2632141 0.19073486 -0.06484985 0.034332275 0.15449524 0.15449524 0.15449524 0.15449524 0.15449524 -0.24795532 -0.24795532 -0.24795532 -0.24795532 -0.24795532 -0.061035156 -0.061035156 0.02861023 -0.24032593 -0.207901 -0.207901 0.045776367 0.48828125 0.48828125 0.24032593 0.045776367 0.04005432 -0.08201599 0.011444092 0.011444092 0.011444092 0.118255615 0.05340576 0.05340576 -0.50354004 0.0705719 0.005722046 0.005722046 0.005722046 -0.045776367 -0.045776367 -0.045776367 -0.045776367 -0.045776367 -0.11253357 -0.11253357 0.38146973 -0.28419495 -0.28419495 -0.09727478 -0.09727478 -0.2117157 -0.2117157 0.22315979 -0.005722046 0.25749207 -0.118255615 -0.118255615 -0.059127808 0.036239624 0.036239624 -0.05531311 0.047683716 -0.09727478 0.11253357 0.01335144 0.01335144 -0.3528595 -0.3528595 0.04386902 0.04386902 -0.17929077 -0.06866455 -0.27656555 -0.2746582 -0.25367737 -0.18119812 -0.23269653 -0.020980835 -0.020980835 -0.333786 -0.038146973 -0.038146973 -0.038146973 -0.2670288 -0.2670288 -0.09918213 -0.09918213 -0.12588501 -0.24414062 -0.061035156 -0.061035156 0.23651123 0.11062622 0.11062622 0.032424927 0.019073486 0.26512146 -0.05340576 0.17547607 -0.1487732 0.104904175 0.06866455 0.0019073486 -0.04386902 -0.15640259 -0.11062622 0.05340576 0.05340576 0.05340576 0.49209595 0.05531311 -0.17356873 0.07247925 0.07247925 0.07247925 -0.02670288 0.17166138 0.078201294 0.05722046 0.05722046 0.05722046 0.05722046 0.05722046 -0.1335144 -0.15640259 0.11253357 0.1487732 0.3528595 -0.2784729 0.19454956 -0.059127808 -0.059127808 -0.059127808 -0.032424927 -0.032424927 -0.032424927 -0.08201599 -0.08201599 0.17356873 0.17547607 -0.062942505 0.20980835 -0.22506714 -0.22506714 0.11634827 0.11634827 0.02670288 0.02670288 -0.036239624 -0.036239624 0.11444092 -0.0667572 0.12779236 0.0743866 -0.36621094 -0.036239624 0.05340576 -0.10681152 -0.10681152 -0.10681152 -0.009536743 -0.0743866 -0.31089783 0.18310547 -0.04005432 -0.04005432 0.30136108 0.23841858 -0.5493164 0.4940033 0.0038146973 0.0038146973 -0.09727478 -0.09727478 -0.28800964 -0.28800964 -0.28800964 0.17166138 0.17166138 0.17166138 0.062942505 0.22888184 -0.08583069 -0.23460388 -0.09536743 -0.09536743 0.10108948 -0.18310547 -0.18310547 -0.18310547 -0.2002716 -0.2002716 0.12588501 0.15258789 0.15258789 0.15258789 0.15258789 0.15258789 0.045776367 -0.05340576 -0.05340576 -0.05340576 -0.05340576 -0.05340576 -0.16212463 -0.16212463 0.06484985 -0.2193451 -0.25367737 -0.25367737 -0.2040863 0.0019073486 0.0019073486 -0.011444092 -0.011444092 -0.08010864 -0.08010864 0.29945374 0.01335144 0.3528595 0.16975403 0.16975403 0.207901 -0.11062622 -0.12207031 -0.12207031 -0.12207031 -0.1411438 -0.1411438 0.29563904 0.1449585 0.1449585 0.1449585 0.15258789 0.15258789 -0.045776367 -0.045776367 0.017166138 -0.04005432 0.1296997 0.1296997 0.1296997 0.41770935 0.41770935 0.19454956 -10.019302 -2.073288 -7.5979233 -7.5979233 -4.0597916 -4.0597916 15.6879425 14.579773 20.528793 12.495041 9.628296 4.47464 8.852005 0.7572174 6.002426 -35.303116 -25.17128 -19.546509 -15.342712 20.187378 20.187378 20.187378 18.642426 9.263992 9.263992 4.6577454 2.6721954 2.981186 3.7117004 3.7117004 1.4095306 1.4095306 1.4095306 1.4095306 -1.203537 0.5970001 8.787155 6.8035126 6.8035126 3.950119 3.950119 3.950119 2.7008057 1.6880035 1.8997192 1.8997192 1.8997192 2.6168823 1.1177063 1.1177063 -5.1498413 -18.86177 -10.410309 -10.410309 -10.410309 -1.5335083 -1.2187958 -0.6122589 -0.44441223 -0.5092621 -0.2746582 -0.37193298 -0.22315979 -0.036239624 0.13160706 0.049591064 0.15258789 0.16021729 0.05531311 -0.14686584 -0.14686584 -0.030517578 -0.030517578 0.011444092 0.076293945 0.032424927 -0.09346008 -0.23841858 0.207901 0.09918213 -0.6790161 0.48065186 -0.0038146973 -0.0038146973 -0.0038146973 -0.24795532 -0.17738342 -0.17738342 -0.17738342 -0.17738342 -0.18692017 0.30517578 0.17929077 -0.2117157 -0.2117157 -0.2117157 0.12397766 0.6752014 -0.15830994 -0.15830994 0.27656555 0.27656555 -0.12397766 -0.12588501 -0.017166138 0.11253357 -0.049591064 -0.13160706 -0.18501282 -0.44631958 -0.022888184 -0.022888184 -0.022888184 0.0 0.0 -0.5455017 -0.21362305 0.02861023 0.13923645 0.25367737 0.21743774 0.24032593 0.24032593 0.0705719 0.0705719 0.0705719 -0.18119812 -0.18119812 -0.37002563 0.2708435 -0.104904175 -0.5187988 0.12588501 0.2117157 -0.118255615 -0.118255615 -0.118255615 -0.10681152 -0.10681152 -0.10681152 -0.10681152 -0.22506714 0.14686584 0.06866455 0.06866455 0.06866455 -0.39291382 -0.39291382 -0.39291382 -0.06484985 -0.06484985 0.2002716 0.2002716 0.2002716 0.2002716 0.2002716 -0.15258789 -0.15258789 -0.0038146973 -0.37193298 -0.1487732 -0.1487732 -0.1487732 0.045776367 0.045776367 0.2670288 0.2670288 0.2670288 0.2670288 0.2670288 0.089645386 0.089645386 -0.038146973 0.11444092 -0.07247925 0.1449585 0.1449585 0.1449585 0.2593994 -0.25749207 -0.47302246 0.20599365 ];
Orientacja_BetaRate_Size = 3086; //Rozmiar wektora
// dane z pliku: Orientacja_log Parametr: GammaRate
Orientacja_GammaRate = [ 0.0 -4.6195984 -4.6195984 -7.923126 -7.923126 -3.8642883 -4.3182373 1.991272 -2.357483 -2.357483 -2.357483 -6.259918 1.5525818 0.51498413 -9.246826 -9.246826 -9.246826 -9.246826 -9.246826 -9.246826 -2.5253296 -2.5253296 2.4719238 2.4719238 -1.0108948 3.9024353 -6.2026978 -6.2026978 -3.1967163 -3.1967163 -3.1967163 0.6713867 0.6713867 -4.1007996 -2.6283264 -0.8201599 -0.5874634 -0.5874634 -3.1394958 -3.1394958 -5.569458 -5.569458 0.7324219 2.368927 2.368927 2.368927 2.368927 -3.124237 -3.124237 -1.0643005 -1.9874573 9.098053 9.098053 3.200531 0.4348755 0.4348755 3.8490295 3.8490295 3.8490295 -1.9798279 -1.9798279 -1.2931824 -2.1705627 5.870819 5.153656 0.45776367 0.45776367 -12.058258 2.8076172 -4.047394 -2.1476746 -2.1476746 0.015258789 0.015258789 0.015258789 0.015258789 0.015258789 0.015258789 4.2915344 -7.949829 -7.949829 -0.50354004 2.4261475 -3.2234192 -3.025055 -2.5177002 2.3155212 2.2201538 1.2626648 2.1362305 2.1362305 8.876801 8.876801 2.7656555 -10.463715 3.1738281 -1.499176 0.61035156 1.373291 1.373291 7.9841614 3.501892 3.501892 -0.60272217 4.9324036 4.3182373 2.7389526 5.5007935 -3.112793 4.1007996 -4.5547485 -4.5547485 -2.0256042 -2.0256042 -2.0256042 -0.25177002 -0.25177002 -2.7198792 -8.918762 8.644104 4.623413 -4.9362183 -4.9362183 -1.5258789 -1.5258789 -1.5258789 3.4675598 3.4675598 3.4675598 -8.262634 3.3226013 0.2670288 0.2670288 2.357483 -4.798889 -2.7770996 -13.98468 -5.935669 5.9814453 3.2081604 1.9073486 4.6310425 2.7046204 2.7046204 2.7046204 -3.704071 -6.42395 -6.565094 9.0789795 9.0789795 9.0789795 9.731293 9.731293 2.5177002 -13.09967 2.8190613 2.8190613 2.8190613 2.8190613 -4.547119 -2.998352 6.5956116 3.6888123 3.6888123 -3.540039 1.5296936 1.5296936 1.5296936 -100.7328 -60.55355 -60.55355 -24.501324 -10.035515 -10.035515 -5.3930283 -5.3930283 -1.3696551 -1.3696551 0.7430762 -0.023111701 -0.023111701 -0.023111701 -0.37359446 -0.37359446 -0.37359446 -0.41095167 -0.5164519 -0.2734959 0.31075627 0.31075627 -0.16560405 -0.16560405 -0.6230399 0.056043267 -9.164214E-4 -9.164214E-4 -0.09418279 -0.09418279 -0.09418279 -0.07490069 -0.13695657 0.07221848 0.28607994 0.28607994 -0.33980608 -0.14428794 -0.5923733 -0.5923733 0.31396002 -0.94501674 -0.9113699 -0.9113699 -0.1951009 -0.1951009 -0.1951009 -0.0878647 -0.0878647 -0.337556 -0.337556 0.35740435 -0.46138465 0.035330653 0.47948956 0.47948956 0.47948956 0.0034868717 0.0034868717 -0.42505562 -0.006198883 -0.006198883 0.7198304 0.7198304 0.7198304 129.81606 1.3790131 1.3790131 1.3790131 1.3790131 0.21743774 1.5487671 0.49591064 -0.88500977 -0.91934204 -0.18692017 -0.18692017 -0.18692017 2.2888184 -0.46920776 -0.46920776 -0.415802 -0.6828308 -2.368927 -0.32043457 -0.4348755 0.2937317 0.869751 -0.33950806 -0.33950806 -0.33950806 -0.33950806 -0.24032593 -0.24032593 -0.24032593 0.19073486 0.19073486 -0.05340576 -0.4081726 -0.4081726 0.0 0.24032593 0.24032593 0.24032593 0.6599426 -1.1863708 -0.4005432 -0.31661987 1.6441345 0.9994507 -0.034332275 -86.509705 -86.509705 -86.509705 -86.509705 -14.851809 68.1057 29.03366 12.691498 -40.71045 -37.10842 -37.10842 -20.931244 -16.736984 -3.9657354 -3.9657354 69.06128 58.46405 58.46405 58.46405 58.46405 58.46405 -27.33612 -27.33612 -27.33612 -27.33612 -27.33612 -6.729126 -6.729126 -8.877754 -8.877754 25.48027 25.48027 -109.25579 53.662777 307.90662 -174.78204 -30.311108 -30.311108 159.70612 141.74461 3661.631 171.9613 137.94852 137.94852 140.21777 140.21777 -216.34293 -101.37081 -101.37081 224.81918 224.81918 224.81918 224.81918 6.9065094 6.9065094 6.9065094 6.9065094 42.13333 -234.9739 -1.698494 16.527176 108.67691 179.36993 179.36993 95.50762 95.50762 -145.35999 3385.9768 3385.9768 3385.9768 18.99147 -35.251617 21.18969 -14.534473 -39.928555 -222.58633 -222.58633 -156.23283 -156.23283 122.11609 122.11609 122.11609 122.11609 122.11609 122.11609 -38.080215 -38.080215 -38.080215 -38.080215 -38.080215 -103.0941 -103.0941 -3470.1052 108.59871 -111.55748 -111.55748 -228.61005 -228.61005 130.17368 174.90768 174.90768 41.09478 41.09478 44.87419 -26.28994 -186.78123 -186.78123 -186.78123 -134.64183 -3445.007 -118.841644 -118.841644 -118.841644 -118.841644 -238.37852 240.12709 -97.45073 -119.21501 -119.21501 -45.89653 -27.945518 -57.403564 -128.35312 13.040543 13.040543 36.174774 36.174774 -99.61272 -99.61272 -191.48254 -191.48254 196.58517 196.58517 196.58517 100.77048 -98.381516 61.020374 -32.31001 121.61267 -3493.3613 -19.285202 -77.095985 -77.095985 43.400764 187.39032 248.49951 248.49951 0.13899803 -6.038666 150.42877 150.42877 150.42877 144.66571 -125.014305 -125.014305 -125.014305 295.537 -88.62877 -97.468376 29.598713 69.15427 -154.99496 248.33441 -87.16774 -81.02989 -81.02989 -3490.262 -69.88287 -108.49953 184.32045 -108.08945 162.99945 162.99945 3597.8623 -82.304 -82.304 -82.304 -3413.231 279.33502 279.33502 -61.429977 -61.429977 -104.95186 -104.95186 291.53525 -122.19119 -122.19119 97.51034 97.51034 97.51034 189.06105 234.09319 234.09319 234.09319 -94.21158 156.52084 156.52084 156.52084 137.97855 137.97855 137.97855 6.5307617 -0.5288124 -0.5649924 0.45070052 1.4111605 0.18176436 -12.71987 268.82983 117.669106 25.07782 25.07782 25.07782 -1.4839172 -1.4839172 -1.4839172 -48.624992 -17.433643 -0.66265464 1.9212663 -2.5993586 -13.866589 75.41847 75.41847 75.41847 16.353607 3.7002563 3.7002563 0.05340576 -0.8354187 -0.8354187 -0.8354187 -0.8354187 -0.8354187 -2.1018982 -2.1018982 0.2937317 0.2937317 -0.79345703 -0.79345703 -0.79345703 -0.79345703 -35.80475 -35.80475 -3.5432577 -1.7626733 -2.249405 1.2769289 1.2769289 1.2769289 -3.3035278 7.472992 -274.92905 -57.037354 -57.037354 -57.037354 57.167053 57.167053 57.167053 10.478973 10.478973 -2.2239685 6.4353943 4.6806335 4.6806335 -0.0038146973 -0.0038146973 -0.0038146973 -0.0038146973 -0.0038146973 1.9950867 1.9950867 0.579834 0.579834 -3.3340454 2.696991 2.696991 0.12207031 0.12207031 3.753662 3.753662 1.0719299 -3.9672852 -3.9672852 -1.1062622 -1.1062622 -1.1253357 -1.1253357 3.5095215 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-0.049591064 2.029419 2.029419 2.029419 -0.09918213 -0.91171265 -0.91171265 9.460449 0.0 1.4343262 1.4343262 1.4343262 -0.31280518 -2.7427673 -2.1629333 -2.1629333 4.8294067 -1.1634827 -0.4272461 1.1444092 4.8065186 -9.51767 0.60653687 0.60653687 0.60653687 0.60653687 -5.912781 0.44631958 -0.289917 3.33786 3.33786 -1.461029 5.104065 1.1520386 3.0937195 5.6533813 3.1356812 3.1356812 3.1356812 3.1356812 -5.6610107 2.2659302 2.2659302 8.571625 -6.67572 -6.67572 -6.67572 2.8648376 -2.3117065 -0.04196167 3.463745 3.463745 -3.4980774 -3.4980774 6.7253113 -5.0354004 -5.0354004 -5.0354004 -0.4348755 -0.4348755 -0.4348755 0.5683899 5.672455 -3.0212402 3.3073425 -8.293152 1.3122559 1.083374 1.083374 1.083374 1.4953613 1.4953613 6.9885254 6.9885254 6.9885254 5.874634 7.3051453 -5.458832 -1.8348694 -1.8348694 6.4048767 -0.23651123 -0.23651123 -0.23651123 -0.23651123 -3.528595 -1.8997192 0.8735657 0.8735657 0.8735657 0.8735657 -0.8659363 -0.8659363 0.11062622 3.780365 2.0217896 7.724762 2.571106 2.571106 2.571106 1.6593933 1.6593933 1.6593933 2.1972656 2.1972656 2.1972656 -3.6201477 11.119843 1.5563965 -7.4501038 -8.319855 -0.17929077 1.335144 1.335144 1.2512207 1.2512207 -0.9765625 -0.9765625 -0.9765625 5.2337646 1.9302368 1.9302368 1.9302368 2.4986267 2.4986267 10.448456 -7.900238 0.0 0.0 0.0 0.0 0.0 2.4032593 0.9803772 0.9803772 0.9803772 4.0245056 3.5705566 3.5705566 -2.3918152 5.252838 5.4512024 5.4512024 1.1253357 1.1253357 1.1253357 -4.901886 1.5678406 -2.483368 -2.483368 -2.483368 -1.335144 -1.335144 -1.335144 -0.038146973 -2.5978088 11.398315 11.398315 11.398315 11.398315 4.0512085 -0.022888184 -0.022888184 -0.022888184 -0.91934204 -5.279541 3.4980774 -1.9836426 -1.9836426 4.6310425 -11.890411 -11.890411 0.33187866 0.33187866 0.33187866 1.0299683 -4.1618347 -2.3536682 -2.3536682 -2.3536682 -2.3536682 2.0980835 2.0980835 3.0212402 -2.9525757 -6.1569214 -6.1569214 1.625061 6.3171387 6.3171387 6.3171387 5.3596497 5.3596497 9.967804 9.967804 -7.5149536 -7.5149536 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1.0032654 -5.1727295 0.78964233 -4.3945312 6.9389343 6.9389343 -1.4228821 -2.9182434 -3.227234 7.938385 -3.3569336 -3.3569336 1.9187927 0.78201294 -1.1482239 -1.1482239 -2.708435 -3.025055 -3.025055 1.6593933 1.6593933 1.6593933 -2.8533936 1.8615723 1.8615723 0.0 -4.8980713 -4.8980713 -4.8980713 0.2822876 -9.315491 3.3912659 3.3912659 -3.1166077 -2.9449463 -3.566742 -3.566742 -7.583618 -1.6593933 7.247925 -6.1912537 -6.1912537 -6.1912537 -6.1912537 0.045776367 4.032135 4.032135 1.4877319 -2.2506714 -6.42395 -6.42395 -6.42395 6.095886 6.095886 5.832672 0.78964233 -2.3002625 7.1144104 7.1144104 -6.2294006 -6.2294006 -1.7776489 -1.7776489 1.953125 -5.2871704 -5.2871704 -5.2871704 -5.2871704 -8.022308 -4.2686462 2.1095276 2.1095276 -0.038146973 -1.9989014 -1.9989014 -9.208679 -5.5732727 -6.793976 1.2893677 1.2893677 1.0070801 0.0 6.8511963 6.8511963 6.8511963 6.8511963 -0.118255615 -0.118255615 -0.118255615 -0.118255615 7.74765 7.74765 7.74765 3.643036 3.643036 3.643036 3.643036 -3.047943 -3.047943 -0.75149536 -1.6479492 -1.6479492 3.238678 -5.710602 1.4953613 -1.411438 -0.7019043 -0.7019043 -0.7019043 -0.7019043 -3.0593872 2.3345947 2.3345947 -7.255554 -7.171631 -1.7356873 -9.719849 -1.5029907 -4.3182373 -2.7427673 -2.7427673 -2.7427673 -6.088257 2.3651123 2.3651123 2.3651123 0.09536743 5.405426 5.405426 -1.701355 -1.701355 -1.701355 -1.701355 -7.1907043 -1.2626648 -1.2626648 -0.93078613 -0.93078613 -1.3504028 -1.3504028 1.3504028 1.3504028 -5.4473877 3.5858154 0.7286072 2.5634766 2.5634766 10.368347 0.51116943 -4.0283203 6.4735413 6.4735413 6.4735413 6.4735413 6.4735413 6.4735413 -4.562378 5.7868958 2.811432 -7.823944 -7.823944 -7.823944 -1.6517639 -1.6517639 -1.57547 -1.57547 -3.8414001 -3.8414001 -3.8414001 -7.2021484 7.083893 -3.3912659 -3.3912659 -3.3912659 -3.3912659 -4.638672 -4.638672 -6.9732666 -6.9732666 -6.9732666 -6.9732666 -6.9732666 -6.9732666 -2.1858215 -1.1672974 11.547089 11.547089 -1.7051697 5.355835 5.355835 2.002716 1.5907288 3.8642883 -0.63705444 2.155304 5.1651 -0.92315674 5.455017 1.0643005 1.0643005 -2.1362305 3.2920837 3.2920837 3.2920837 3.2920837 -11.604309 -11.604309 -11.604309 -1.5220642 -5.5885315 -5.5885315 -0.6713867 -0.6713867 -0.6713867 1.1329651 1.1329651 1.1329651 5.241394 2.2125244 2.2125244 1.9264221 1.6822815 -9.689331 6.500244 6.500244 -0.6866455 1.7929077 1.7929077 4.2915344 4.2915344 -5.1879883 0.24032593 0.24032593 -6.4353943 -6.4353943 -6.4353943 -6.4353943 -7.0114136 2.861023 1.1634827 5.8898926 -8.361816 -0.9422302 -0.9422302 -0.9422302 0.9460449 -3.227234 -2.0256042 -6.9389343 -6.9389343 -2.0942688 9.899139 -3.7765503 -3.7765503 7.9727173 7.9727173 3.0021667 1.4801025 0.4005432 0.89263916 -5.9013367 -1.4724731 -1.4724731 -1.4724731 2.4757385 4.7340393 4.7340393 4.7340393 -2.5024414 -2.5024414 -3.1929016 -0.36239624 3.7002563 0.8049011 0.25177002 -4.2800903 -4.2800903 1.8730164 -1.9378662 3.7384033 3.7384033 -2.3040771 -2.3040771 4.9476624 4.9476624 4.257202 -1.247406 2.0217896 2.0217896 0.75149536 -5.8555603 4.310608 0.60272217 -1.6365051 3.6849976 3.6849976 3.6849976 3.6849976 4.7798157 -11.951447 -11.951447 5.405426 5.405426 -4.749298 -8.426666 -8.426666 5.970001 -13.450623 -13.450623 3.2463074 -1.7585754 2.254486 9.418488 -1.4419556 0.8392334 6.225586 -1.0910034 -1.0910034 7.9307556 6.0424805 1.2664795 -2.5482178 -2.5482178 -2.5482178 -5.542755 7.8544617 -3.353119 -3.353119 -9.105682 1.1940002 0.6904602 7.5531006 7.5531006 7.5531006 7.5531006 -1.5296936 -1.5296936 -1.5296936 10.658264 10.658264 10.658264 -5.218506 5.2108765 -2.5520325 1.2741089 5.1078796 5.1078796 5.1078796 5.1078796 5.1078796 -5.382538 -5.382538 -5.382538 -5.382538 -5.382538 -1.9302368 -1.9302368 2.609253 -4.600525 -7.129669 -7.129669 0.957489 12.451172 12.451172 6.1035156 1.2016296 1.1825562 -2.5367737 -0.5989075 -0.5989075 -0.5989075 3.4713745 1.4572144 1.4572144 -12.794495 1.4953613 -0.20217896 -0.20217896 -0.20217896 -1.6365051 -1.6365051 -1.6365051 -1.6365051 -1.6365051 -3.4942627 -3.4942627 8.716583 -6.6719055 -6.6719055 -1.5029907 -1.5029907 -5.142212 -5.142212 4.8561096 -0.2670288 6.5727234 -2.6168823 -2.6168823 -1.2588501 1.0757446 1.0757446 -1.3122559 0.9498596 -0.9994507 2.696991 0.9422302 0.9422302 -7.7438354 -7.7438354 0.75149536 0.75149536 -4.8179626 -1.0261536 -5.630493 -5.6381226 -5.050659 -4.3182373 -5.8670044 -0.2784729 -0.2784729 -7.9574585 -0.4348755 -0.4348755 -0.4348755 -6.855011 -6.855011 -1.7662048 -1.7662048 -3.5438538 -5.3520203 -0.17929077 -0.17929077 6.8130493 1.3771057 1.3771057 0.61798096 0.24795532 6.843567 -0.92315674 4.3792725 -3.730774 2.89917 1.4801025 -0.17929077 -1.1482239 -3.7155151 -2.231598 1.7700195 1.7700195 1.7700195 11.722565 1.1520386 -3.490448 2.2888184 2.2888184 2.2888184 -0.18692017 3.4751892 1.0299683 1.7738342 1.7738342 1.7738342 1.7738342 1.7738342 -2.7542114 -3.8986206 2.5405884 3.8986206 7.663727 -5.619049 4.425049 -0.91552734 -0.91552734 -0.91552734 -0.5645752 -0.5645752 -0.5645752 -2.3841858 -2.3841858 3.8642883 4.1122437 -2.2392273 3.5629272 -5.8631897 -5.8631897 3.3683777 3.3683777 0.45013428 0.45013428 -0.46539307 -0.46539307 1.82724 -2.292633 1.3999939 1.4801025 -8.281708 -1.3542175 1.1177063 -2.7580261 -2.7580261 -2.7580261 -0.15640259 -1.4572144 -8.041382 5.6381226 -0.9422302 -0.9422302 6.2446594 5.5007935 -12.046814 11.5242 -0.09918213 -0.09918213 -3.0593872 -3.0593872 -7.7400208 -7.7400208 -7.7400208 4.470825 4.470825 4.470825 0.9460449 5.8784485 -1.5106201 -4.4784546 -1.7433167 -1.7433167 2.4490356 -4.1389465 -4.1389465 -4.1389465 -6.328583 -6.328583 3.0174255 4.375458 4.375458 4.375458 4.375458 4.375458 0.46920776 -0.7209778 -0.7209778 -0.7209778 -0.7209778 -0.7209778 -5.607605 -5.607605 0.831604 -6.4888 -4.951477 -4.951477 -4.3525696 0.2593994 0.2593994 0.6942749 0.6942749 -1.5563965 -1.5563965 7.4272156 0.48828125 8.3732605 3.9672852 3.9672852 4.322052 -2.8877258 -3.2806396 -3.2806396 -3.2806396 -3.33786 -3.33786 7.270813 4.4288635 4.4288635 4.4288635 4.7836304 4.7836304 -0.705719 -0.705719 0.5493164 -0.957489 3.5629272 3.5629272 3.5629272 12.878418 12.878418 5.7144165 -145.55359 8.72612 7.4653625 7.4653625 6.454468 6.454468 -56.411743 -48.184395 -27.417183 -20.32566 -18.798828 -17.091751 -10.11467 -0.7305145 -3.2539368 -93.912125 55.054665 44.53087 40.252686 -70.31966 -70.31966 -70.31966 -29.356956 -14.696121 -14.696121 -8.680344 -5.935669 -4.343033 -1.285553 -1.285553 2.111435 2.111435 2.111435 2.111435 -1.5544891 3.5171509 4.6863556 11.329651 11.329651 3.5629272 3.5629272 3.5629272 -0.46730042 0.024795532 -1.3713837 -0.12111664 -0.12111664 -2.5138855 -0.39291382 -0.39291382 4.954338 29.216766 -36.42702 -36.42702 -36.42702 34.194946 14.270782 17.719269 16.117096 11.077881 6.8244934 4.1389465 5.970001 5.4626465 5.973816 4.4555664 4.722595 5.4473877 1.0681152 -2.8190613 -2.8190613 0.31280518 0.31280518 0.5340576 2.3155212 1.9798279 -3.047943 -5.2757263 4.5394897 3.1166077 -15.6440735 12.016296 -134.51385 -134.51385 -134.51385 5.54657 8.785248 8.785248 8.785248 8.785248 -1.9340515 7.4539185 4.4937134 -4.901886 -4.901886 -4.901886 2.8953552 -169.75021 -1.411438 -1.411438 6.9847107 6.9847107 -0.88119507 -3.1852722 -0.4196167 2.7770996 0.02670288 -3.8223267 -3.7155151 -9.349823 -0.667572 -0.667572 -0.667572 0.36621094 0.36621094 -12.714386 -4.749298 0.5302429 4.1618347 5.3977966 6.0043335 4.6195984 4.6195984 2.3918152 2.3918152 2.3918152 -3.993988 -3.993988 -6.9084167 5.6495667 -3.0708313 -12.557983 1.5602112 4.463196 -2.58255 -2.58255 -2.58255 -1.3885498 -1.3885498 -1.3885498 -1.3885498 -4.119873 3.0174255 1.4305115 1.4305115 1.4305115 -8.823395 -8.823395 -8.823395 -0.9422302 -0.9422302 5.344391 5.344391 5.344391 5.344391 5.344391 -2.0980835 -2.0980835 -0.6752014 -7.7171326 -2.861023 -2.861023 -2.861023 1.8730164 1.8730164 5.2337646 5.2337646 5.2337646 5.2337646 5.2337646 1.914978 1.914978 -1.4572144 3.90625 -1.2588501 3.189087 3.189087 3.189087 6.542206 -4.638672 -11.238098 4.4403076 ];
Orientacja_GammaRate_Size = 3086; //Rozmiar wektora
// dane z pliku: Akcelerometr_log Parametr: X
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Akcelerometr_X_Size = 2907; //Rozmiar wektora
// dane z pliku: Akcelerometr_log Parametr: Y
Akcelerometr_Y = [ 0.005422222 0.005422222 0.005422222 0.0055306666 0.0055306666 0.007265778 0.0050968886 0.0050968886 0.0050968886 0.0067235553 0.003687111 0.0069404445 0.0069404445 0.0069404445 0.006398222 0.006398222 0.009326222 0.009326222 0.009326222 0.006181333 0.0042293333 0.006398222 0.006398222 0.005422222 0.006615111 0.007916444 0.007916444 0.0047715553 0.009326222 0.007591111 0.0050968886 0.0050968886 0.0076995553 0.006832 0.009109333 0.009109333 0.009109333 0.007808 0.0065066665 0.005639111 0.005856 0.005856 0.007916444 0.007916444 0.0037955556 0.0049884445 0.0059644445 0.0059644445 0.0059644445 0.006615111 0.007374222 0.007374222 0.008350222 0.008350222 0.008350222 0.008350222 0.007374222 0.006289778 0.006289778 0.008350222 0.0050968886 0.0050968886 0.008241777 0.008675556 0.006832 0.0049884445 0.006289778 0.007591111 0.008241777 0.008241777 0.009976889 0.009976889 0.009976889 0.009976889 0.006181333 0.005639111 0.005313778 0.006615111 0.006615111 0.006615111 0.006615111 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0.0060728886 0.0026026666 0.0041208887 0.0041208887 0.0015182222 0.0015182222 0.00488 0.005313778 0.005313778 0.0033617776 0.0033617776 0.0033617776 0.003687111 0.003904 0.003144889 0.003144889 0.003144889 0.0035786666 8.6755556E-4 8.6755556E-4 0.005856 0.005856 0.0037955556 0.004337778 0.006615111 6.5066665E-4 6.5066665E-4 0.0040124445 0.004446222 0.005313778 0.006615111 0.0059644445 0.005856 0.005856 0.005856 0.005856 0.006615111 0.005856 0.004663111 0.004663111 -0.018110221 0.054439113 0.054439113 0.055415113 0.051619556 0.051619556 0.05736711 0.08859911 0.07395911 0.08708089 0.08708089 0.08708089 0.065392 0.054547556 0.06723556 0.07005511 0.07005511 0.08317689 0.08317689 0.074392885 0.074392885 0.113975115 0.106926225 0.106926225 0.106926225 0.106926225 0.12850666 0.13685688 0.14661689 0.14043555 0.14043555 0.12709689 0.132736 0.12839822 0.13338667 0.13761601 0.13761601 0.13761601 0.13761601 0.133712 0.1344711 0.1344711 0.1344711 0.1344711 0.1344711 0.117770664 0.117770664 0.122976 0.07048889 0.07048889 0.007374222 0.018977778 0.00488 0.008350222 0.05736711 0.05736711 0.058017775 0.067344 -0.04901689 -0.036979556 -0.036979556 -0.036979556 0.0030364443 0.0030364443 0.077971555 0.077971555 0.030798221 -0.0018435555 6.5066665E-4 1.08444445E-4 0.0024942223 0.0024942223 2.1688889E-4 2.1688889E-4 2.1688889E-4 2.1688889E-4 -0.0022773333 -0.0013013333 -8.6755556E-4 0.001952 0.001952 0.001952 0.001952 -9.76E-4 5.4222223E-4 -0.001952 -0.001952 -0.001952 -0.0026026666 -8.6755556E-4 0.0015182222 -0.0016266666 -0.0016266666 -8.6755556E-4 -7.591111E-4 3.2533333E-4 3.2533333E-4 3.2533333E-4 3.2533333E-4 0.0022773333 0.0022773333 -0.0014097778 -1.08444445E-4 -4.3377778E-4 -2.1688889E-4 0.0011928888 -0.0017351111 5.4222223E-4 5.4222223E-4 5.4222223E-4 -3.2533333E-4 0.0018435555 9.76E-4 0.0013013333 0.0013013333 3.2533333E-4 3.2533333E-4 3.2533333E-4 0.0010844445 -0.0018435555 -0.0018435555 8.6755556E-4 -0.0010844445 -0.0010844445 -0.0014097778 -0.002168889 -0.002168889 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Akcelerometr_Y_Size = 2907; //Rozmiar wektora
// dane z pliku: Akcelerometr_log Parametr: Z
Akcelerometr_Z = [ 1.0240408 1.0240408 1.0240408 1.0245831 1.0245831 1.0246916 1.0237156 1.0237156 1.0237156 1.0217636 1.0215466 1.0268605 1.0268605 1.0268605 1.0269688 1.0269688 1.0255591 1.0255591 1.0255591 1.0268605 1.0251253 1.0263182 1.0263182 1.022848 1.0233902 1.0271858 1.0271858 1.0252337 1.0202453 1.0258844 1.0202453 1.0202453 1.0243663 1.0262098 1.0221974 1.0221974 1.0221974 1.0231733 1.0234987 1.0270773 1.0250169 1.0250169 1.0256675 1.0256675 1.0234987 1.022848 1.0237155 1.0237155 1.0237155 1.0248 1.0298969 1.0298969 1.0251253 1.0243661 1.0243661 1.0243661 1.0265352 1.026752 1.026752 1.0280534 1.0251254 1.0251254 1.0251253 1.0254507 1.0239325 1.0217636 1.0272943 1.0266435 1.0259929 1.0259929 1.0272943 1.0272943 1.0272943 1.0272943 1.0221974 1.0240409 1.0250169 1.0266435 1.0266435 1.0266435 1.0266435 1.0266435 1.0241493 1.0241493 1.0241493 1.0251253 1.0251253 1.0251253 1.0259929 1.0240409 1.0249084 1.0263182 1.0263182 1.0263182 1.0234987 1.0232818 1.0221974 1.0221974 1.0254506 1.0254506 1.0254506 1.0230649 1.0230649 1.0241493 1.026535 1.0266435 1.0231733 1.0243663 1.0258845 1.0232818 1.025776 1.025776 1.0225227 1.025776 1.025776 1.0233902 1.0224142 1.0268605 1.0265352 1.0278364 1.0229565 1.0229565 1.0263182 1.0244746 1.0244746 1.0223057 1.0244747 1.0244747 1.0244747 1.0244747 1.023824 1.023824 1.023824 1.023824 1.023824 1.0241493 1.0261014 1.0261014 1.0255591 1.0236071 1.0264267 1.0261014 1.0265352 1.022631 1.0251254 1.0227395 0.91863286 0.91863286 0.80064535 0.80064535 0.80064535 0.81994843 0.8152853 0.8152853 0.8152853 0.8152853 0.81409246 0.81409246 0.81409246 0.81094754 0.81094754 0.80693513 0.8086702 0.8086702 0.8086702 0.8062844 0.81192356 0.81192356 0.80942935 0.80942935 0.81365865 0.81008 0.81008 0.81159824 0.81159824 0.81159824 0.81799644 0.813008 0.81181514 0.81181514 0.81181514 0.8151769 0.81387556 0.81387556 0.8197316 0.8197316 0.808128 0.80270576 0.7995609 0.78947556 0.78947556 0.80313957 0.81344175 0.8171289 0.8075858 0.80747736 0.81452626 0.81452626 0.81452626 0.81452626 0.8099716 0.8073689 0.80194664 0.80194664 0.6987076 0.71529955 0.71529955 0.7459893 0.74674845 0.74674845 0.7881742 0.8397938 0.8416373 0.8351307 0.8351307 0.8351307 0.82070756 0.7741849 0.78090847 0.7858969 0.7858969 0.77331734 0.77331734 0.7695218 0.7695218 0.8332871 0.789584 0.789584 0.789584 0.789584 0.798368 0.79771733 0.7945724 0.7773298 0.7773298 0.78231823 0.7761369 0.77798045 0.78708977 0.77169067 0.77169067 0.77169067 0.77169067 0.78459555 0.78394485 0.78394485 0.78394485 0.78394485 0.78394485 0.7808 0.7808 0.782752 0.9332729 0.9332729 0.7561831 0.79576534 0.76605153 0.7031538 0.71096176 0.71096176 0.7057564 0.7002258 0.5050258 0.5039413 0.5039413 0.5039413 0.6590169 0.6590169 0.9893387 0.9893387 1.0026773 1.0236071 1.0219804 1.0232818 1.0244746 1.0244746 1.0230649 1.0230649 1.0230649 1.0230649 1.0206791 1.022848 1.0217636 1.0230649 1.0230649 1.0230649 1.0230649 1.0268605 1.0221974 1.023824 1.023824 1.023824 1.0243663 1.0214382 1.0241493 1.0248 1.0248 1.0244746 1.0240408 1.0245831 1.0245831 1.0245831 1.0245831 1.0221974 1.0221974 1.0254507 1.0239325 1.0266435 1.0226312 1.022631 1.0198115 1.0225227 1.0225227 1.0225227 1.0230649 1.0264267 1.0220889 1.0229565 1.0229565 1.0214382 1.0214382 1.0214382 1.023824 1.0239325 1.0239325 1.0242578 1.0227395 1.0227395 1.0236071 1.022631 1.022631 1.0240409 1.0240409 1.0240409 1.0212213 1.0202453 1.0259929 1.0201368 1.0259929 1.0243663 1.020896 1.020896 1.0202453 1.0229565 1.0229565 1.0229565 1.0266435 1.0266435 1.020896 1.020896 1.020896 1.020896 1.020896 1.0219805 1.0219805 1.0221974 1.0221974 1.0221974 1.022848 1.022848 1.020137 1.020137 1.020137 1.020137 1.020137 1.0270773 1.0234987 1.0234987 1.0234987 1.0234987 1.0275111 1.0243663 1.0243663 1.021872 1.0217636 1.0217636 1.0217636 1.0234987 1.0234987 1.0246916 1.0231733 1.023824 1.023824 1.023824 1.023824 1.023824 1.0248 1.0248 1.0248 1.0248 1.0249084 1.0249084 1.0245831 1.0245831 1.0255591 1.0254507 1.0254507 1.0221974 1.022848 1.022848 1.0240409 1.0236071 1.0240409 1.0240409 1.0225227 1.0214382 1.0217636 1.0220889 1.0207876 1.0207876 1.0207876 1.0203538 1.0230649 1.0230649 1.0272942 1.0272942 1.0256675 1.0231733 1.0231733 1.0231733 1.0234987 1.022631 1.0231733 1.0244746 1.0233902 1.0246916 1.0249084 1.022848 1.022848 1.0242578 1.0244747 1.0249084 1.0239325 1.0239325 1.022848 1.0241493 1.0241493 1.0241493 1.1056995 1.1056995 1.1056995 1.1056995 1.1056995 1.1056995 0.9861938 0.9950862 1.0034364 1.0034364 0.6063129 0.6063129 0.6063129 0.70434666 0.70434666 0.71107024 0.83415467 0.58364797 0.5966613 0.5937333 0.5937333 0.8242862 1.0015929 0.53029335 0.50838757 0.50838757 0.50838757 0.52541333 0.62648356 0.6258329 0.66443914 0.66443914 0.68428445 0.6941529 0.6941529 0.7031538 0.6897067 0.7151911 0.6834169 0.9151627 0.9151627 0.8014045 0.8014045 0.8014045 0.8014045 0.8014045 0.8014045 0.7878489 0.7840533 0.77342576 0.78112537 1.0122204 1.0213298 1.0225227 1.0256675 1.0221974 1.0213298 1.0213298 1.022631 1.022631 1.0249084 1.0229565 1.0236071 1.0236071 1.0236071 1.0223057 1.022631 1.0268605 1.0268605 1.0221974 1.0216551 1.0259929 1.0246916 1.0255591 1.0244747 1.0244747 1.0234987 1.0249084 1.0249084 1.0249084 1.0215467 1.0215467 1.018944 1.0262097 1.0282702 1.0282702 1.0282702 1.0251254 1.0251254 1.0251254 1.0243663 1.0253422 1.023824 1.023824 1.01992 1.01992 1.0242578 1.0242578 1.0242578 1.0242578 1.0242578 1.0254507 1.0254507 1.0193777 1.0214382 1.0275111 1.0241493 1.0241493 1.0236071 1.0236071 1.0252337 1.0225227 1.022631 1.0259929 1.0259929 1.0242578 1.0239325 1.0203538 1.0203538 1.0203538 1.0233902 1.0216551 1.0232818 1.0251253 1.0251253 1.022848 1.0207876 1.0254507 1.0234987 1.0248001 1.0248001 1.0248001 1.0251253 1.0217636 1.0217636 1.023824 1.0236071 1.0223057 1.0221974 1.0219804 1.0248 1.0263182 1.0263182 1.0244746 1.0231733 1.022631 1.0255591 1.0194862 1.0194862 1.0194862 1.0194862 1.0194862 1.0233902 1.0224142 1.0224142 1.0224142 1.0224142 1.0224142 1.023824 1.0230649 1.0259929 1.0225227 1.0225227 1.023065 1.0241493 1.023824 1.0227395 1.0256675 1.023824 1.0221974 1.022631 1.0255591 1.0248 1.0229564 1.0204623 1.0204623 1.0204623 1.0204623 1.0245831 1.0245831 0.919392 0.83567286 0.83415467 0.8351307 0.8351307 0.8369742 0.84066135 0.83870935 0.83870935 0.83870935 0.8469511 0.99931556 0.99931556 0.67918754 0.67918754 0.67918754 0.67918754 0.67528355 0.69577956 0.69577956 0.69784 0.69545424 0.729072 0.89857066 0.69480354 0.69480354 0.69480354 0.6718133 0.6718133 0.6609689 0.6609689 0.6609689 0.6609689 0.6609689 0.6609689 0.67821157 0.74251914 0.74251914 0.74251914 0.74251914 0.6940444 0.6969724 1.0172089 1.0172089 1.0172089 1.0172089 0.6836338 0.6836338 0.6836338 0.6836338 0.6836338 0.71486574 0.6905742 0.6905742 0.788608 0.788608 0.788608 0.7119378 0.73547024 0.73547024 0.7297227 0.6811395 0.83166045 0.83166045 0.7275538 0.67766935 0.92112714 0.79186136 0.7055395 0.7343858 0.7343858 0.76681066 0.8052 1.0410666 1.0410666 1.0410666 0.8688569 0.75585777 0.76062936 0.86679643 0.98977244 0.93414044 0.8302507 0.7410009 0.7215893 0.7008765 0.830576 0.75076085 0.7277707 0.78871644 0.8263467 0.7998862 0.7998862 0.79511464 0.79511464 0.82233423 0.83632356 0.83632356 0.82070756 0.8036818 0.8036818 1.0520196 1.0188355 1.0240409 1.0240409 1.0241493 1.020896 1.0227395 1.0227395 1.0223057 1.0231733 1.0231733 1.0231733 1.0231733 1.0231733 1.0239325 1.0244746 1.0249084 1.0249084 1.0232818 1.0232818 1.0232818 1.0232818 1.0241493 1.022848 1.0236071 1.0237156 1.0245831 1.0254506 1.0254506 1.0254506 1.0213298 1.0225227 1.0193778 1.0231733 1.0237155 1.0219804 1.018944 1.0230649 1.0213298 1.0213298 1.0227395 1.022631 1.022631 1.0231733 1.0231733 1.0231733 1.0231733 1.0231733 1.025776 1.025776 1.0212213 1.022848 1.0236071 1.0236071 1.0239325 1.022848 1.018944 1.0167751 1.0193777 0.680272 0.6786453 0.6605351 0.66357154 0.6670418 0.6670418 0.6670418 0.6855858 0.6743076 0.6807058 0.90746313 0.78025776 0.78025776 0.78025776 0.80411553 0.80411553 0.82970846 0.81984 1.0043039 1.0043039 1.0043039 0.701744 0.701744 0.73557866 0.73557866 0.74653155 0.7669191 0.7669191 0.7669191 1.0123289 1.0123289 0.70206934 0.70206934 0.70206934 0.69773155 0.69079113 0.69079113 0.69079113 0.681248 0.69762313 0.7103111 0.74685687 0.7483751 0.765184 0.765184 0.765184 0.765184 0.76616 0.76616 0.76616 0.7605209 0.7605209 0.7605209 0.8219004 0.6736569 0.6183502 0.6183502 0.6183502 0.65305245 0.6702951 0.6995751 0.6868871 0.6804889 0.695888 0.71985424 0.71985424 0.71985424 0.7058649 0.703696 0.703696 0.72484267 0.72484267 0.72484267 0.69729775 0.7369884 0.7277707 0.7701725 0.7701725 0.7701725 0.72668624 0.7363378 0.7207218 0.7237582 0.7237582 0.72505957 0.7382898 0.7382898 0.76485866 0.76485866 0.8412036 0.8412036 0.8792676 0.89304 0.9639627 0.6381956 0.6586915 0.71562487 0.71562487 0.71562487 0.71562487 0.71562487 0.71562487 0.80704355 0.80238044 0.80238044 0.80238044 0.786656 1.0311983 1.0311983 0.8465173 0.8332871 0.799344 0.799344 0.87558043 0.89705247 0.85649425 0.85649425 0.85649425 0.85649425 0.91245157 0.91245157 1.016016 1.0084249 1.0118951 1.0118951 0.94541866 0.9823982 1.0802151 1.0802151 1.084336 1.084336 0.899872 0.8546507 1.0037618 1.016016 1.0269688 1.0159075 1.0318489 1.0318489 1.0318489 1.0318489 1.0318489 1.0318489 1.0311983 1.0087502 0.9841333 0.9841333 0.9803378 0.94346666 1.0083164 1.0303307 1.0303307 0.9912907 0.98998934 1.037705 1.0741422 1.0741422 1.0741422 0.962336 0.962336 0.962336 0.962336 0.9885796 1.0634062 1.0634062 1.0634062 0.77808887 0.99421865 1.0426934 1.0426934 0.54374045 0.54374045 1.0417174 1.0417174 0.908656 1.0017014 0.8816533 0.82721424 0.82721424 0.82721424 0.88078576 0.90073955 0.80921245 0.92795914 0.89922136 0.89922136 0.9028 0.8522649 0.9089813 0.9089813 0.9089813 0.9089813 1.0258844 1.0258844 1.0258844 1.0220889 1.021872 1.021872 1.021872 1.0224142 1.0224142 1.0221974 1.0225227 1.0236071 1.0254507 1.0254507 1.0254507 1.0239325 1.0239325 1.022848 1.022848 1.022848 1.022848 1.022848 1.0205706 1.0205706 1.0245831 1.0211129 1.0194862 1.0194862 1.0194862 1.0194862 1.0194862 1.0224142 1.0224142 1.0244746 1.022848 1.022848 1.022848 0.894016 0.894016 0.6469796 1.0234987 1.0237156 1.0212213 1.0212213 1.0229565 1.0229565 1.0229565 0.9771929 1.0015929 1.0114613 1.0114613 1.0114613 1.0114613 1.0114613 1.0114613 1.0114613 1.01016 1.01016 1.01016 1.0157992 1.0271858 1.0124373 1.0372711 1.0372711 1.0372711 1.0182934 0.984784 0.984784 0.984784 0.984784 0.70922667 0.7327591 0.74067557 0.75314665 0.7609547 0.7609547 0.7609547 0.77776355 0.7836196 0.7836196 0.7937049 0.76626843 1.0100516 1.0100516 1.0100516 1.0100516 1.0100516 1.030873 1.0269688 1.0269688 1.0269688 1.0340178 1.0110276 1.0284871 1.0147147 0.755424 0.70434666 0.70434666 0.715408 0.715408 0.82949156 0.82949156 0.8460836 0.8460836 0.98272353 0.82699734 0.8170205 0.79403025 0.76963025 0.72863823 0.80335647 0.80335647 0.80335647 0.8690738 0.8690738 0.9931342 0.9931342 0.9931342 0.874496 0.874496 0.8388178 0.8388178 0.8388178 0.8303591 0.8303591 0.83784175 0.86582047 0.86582047 0.86582047 0.86582047 0.86582047 0.86582047 1.0303307 0.67159647 0.6629209 0.67962134 0.78481245 0.6576071 0.6699698 0.66595733 0.6854773 0.6854773 0.7587858 0.81853867 0.72744536 0.7160587 0.81214046 0.81214046 0.83816713 0.83816713 0.85172266 0.83426315 0.9773013 0.9773013 0.7726667 0.76431644 0.74674845 0.74674845 0.7571591 1.008208 1.0105938 1.0192693 1.0213298 1.0213298 1.0213298 1.0206791 1.0206791 1.0221974 1.0205706 1.0205706 1.0205706 1.0205706 1.0250169 1.0236071 1.0230649 1.0217636 1.0230649 1.0259929 1.0221974 1.022848 1.022848 1.0206791 1.0214382 1.0219804 1.0224142 1.0224142 1.0224142 1.0229564 1.0242578 1.0242578 1.0206791 1.0225227 1.0220889 1.0212214 1.0200285 1.0200285 1.0200285 1.0200285 1.0227395 1.0202453 1.0202453 1.0214382 1.0233902 1.0225227 1.0225227 1.0248001 1.0248001 1.0215467 1.0237155 1.0230649 1.0205706 1.0203538 1.0203538 1.0231733 1.0231733 1.0227395 1.0220889 1.0220889 1.0229564 1.0229564 1.0249084 1.0244746 1.0243663 1.0243663 1.0243663 1.0249084 1.0229565 1.023824 1.023824 1.0234987 1.0246916 1.022631 1.022631 1.0231733 1.0254507 1.0254507 1.0223057 1.0223057 1.0237155 1.0217636 1.0217636 1.0224142 1.0224142 1.0236071 1.0236071 1.0236071 1.0253422 1.0229564 1.0190525 1.0198115 1.0200285 1.0204623 1.0223057 1.0223057 1.0223057 1.0223057 1.0223057 1.0223057 1.0223057 1.0271858 1.0271858 1.0271858 1.0271858 1.0230649 1.0225227 1.0225227 1.0225227 1.0216551 1.0216551 1.0216551 1.0216551 1.0216551 1.0244746 1.0229564 1.0242578 1.0242578 1.0229564 1.0229564 1.0217636 1.0200285 1.0200285 1.0234987 1.0254507 1.0254507 1.0271858 1.0218719 1.0218719 1.0210044 1.0210044 1.0207876 1.0212213 1.0264267 1.0264267 1.0186187 1.0246916 1.0246916 1.0246916 1.0230649 1.0253422 1.0237156 1.0225227 1.0225227 1.0255591 1.0241493 1.0236071 1.0244746 1.0244746 1.0200285 1.0200285 1.0200285 1.0200285 1.0200285 1.0229564 1.0237155 1.023824 1.023824 1.0198115 1.0220889 1.0220889 1.0220889 1.0190525 1.0234987 1.0233902 1.0233902 1.0233902 1.0214382 1.0215467 1.0224142 1.0224142 1.0215467 1.0219804 1.0244746 1.0244746 1.0244746 1.0244746 1.0244746 1.0227395 1.0245831 1.0236071 1.0236071 1.0230649 1.0212213 1.0229564 1.0229565 1.0272942 1.0272942 1.0216551 1.0216551 1.0236071 1.0236071 1.0240409 1.0240409 1.0240409 1.0224142 1.0220889 1.0250169 1.0232818 1.0216551 1.0246916 1.0231733 1.0195947 1.0243663 1.0231733 1.0232818 1.0232818 1.0232818 1.0232818 1.0232818 1.0232818 1.0236071 1.0249084 1.023824 1.0219804 1.0219804 1.0219804 1.0249084 1.0224142 1.0224142 1.0232818 1.0219804 1.0223057 1.0223057 1.0234987 1.0234987 1.0234987 1.0215466 1.0202453 1.0210044 1.0210044 1.0210044 1.0225227 1.0225227 1.0225227 1.0225227 1.0234987 1.021872 1.0255591 1.0256675 1.0239325 1.022631 1.022631 1.0219804 1.0225227 1.0217636 1.0255591 1.0237155 1.0237155 1.0237155 1.0241493 1.0255591 1.0207876 1.0248 1.0255591 1.026752 1.0214382 1.0214382 1.0236071 1.0219804 1.0223057 1.0223057 1.0242578 1.0216551 1.0244746 1.0248 1.0248 1.0248 1.0248 1.0255591 1.0270773 1.0246916 1.023824 1.023824 1.023824 1.023824 1.0229565 1.0255591 1.0237155 1.0213298 1.0229564 1.0229565 1.0271858 1.0210044 1.0233902 1.0210044 1.0210044 1.0211129 1.01992 1.0232818 1.0232818 1.0232818 1.0232818 1.0232818 1.0225227 1.0214382 1.0268605 1.0224142 1.0239325 1.0237155 1.0237155 1.0237155 1.0237155 1.0245831 1.0259929 1.0220889 1.0220889 1.0253422 1.0253422 1.0253422 1.022631 1.0220889 1.0240409 1.0203538 1.0232818 1.0237155 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0262097 1.0262097 1.0213298 1.0213298 1.0216551 1.0216551 1.0219804 1.0220889 1.0220889 1.0200285 1.025776 1.0236071 1.0236071 1.0233902 1.0233902 1.0233902 1.0233902 1.0233902 1.0233902 1.0233902 1.0234987 1.0234987 1.0234987 1.0241493 1.0241493 1.0227395 1.0242578 1.0223057 1.0245831 1.0216551 1.0239325 1.0215466 1.0212213 1.0212213 1.0216551 1.0224142 1.0256675 1.0261014 1.0244746 1.0244746 1.0244746 1.0244746 1.0229565 1.0229565 1.0229565 1.0229565 1.0229565 1.0246916 1.0236071 1.0217636 1.0217636 1.0214382 1.0214382 1.0221974 1.0221974 1.0204623 1.0263182 1.0263182 1.0212213 1.0230649 1.0230649 1.0224142 1.0227395 1.0237155 1.0242578 1.0220889 1.0220889 1.0250169 1.0212214 1.0212214 1.0212214 1.0237155 1.0237155 1.0225227 1.0255591 1.023824 1.0239325 1.0250169 1.0250169 1.0220889 1.0224142 1.0225227 1.0244747 1.0244747 1.0244747 1.0212213 1.0219804 1.0219804 1.0219804 1.022848 1.0237155 1.0263182 1.0263182 1.0244746 1.0263182 1.0232818 1.0221974 1.0221974 1.0251253 1.0237155 1.0237155 1.0230649 1.0241493 1.0245831 1.0232818 1.0232818 1.0232818 1.0221974 1.0221974 1.0255591 1.0214382 1.023824 1.0236071 1.0268605 1.0268605 1.0223057 1.0232818 1.020896 1.023824 1.023824 1.022631 1.0248 1.0244746 1.0224142 1.0253422 1.0244746 1.0244746 1.0239325 1.0239325 1.0239325 1.0212213 1.0266435 1.0266435 1.0266435 1.0240409 1.0262098 1.0223057 1.0223057 1.0246916 1.0232818 1.0232818 1.0230649 1.025776 1.0217636 1.0246916 1.0210044 1.0243663 1.0242578 1.0207876 1.0207876 1.023824 1.0263182 1.0219804 1.0234987 1.0234987 1.0234987 1.0234987 1.0236071 1.0236071 1.0227395 1.0194862 1.0194862 1.0210044 1.0210044 1.0210044 1.023824 1.0210044 1.0210044 1.0233902 1.0233902 1.0236071 1.0245831 1.0245831 1.0239325 1.0259929 1.0243663 1.0245831 1.0194862 1.0231733 1.0231733 1.0239325 1.0239325 1.0239325 1.0239325 1.0239325 1.022848 1.0225227 1.0246916 1.0239325 1.0239325 1.0239325 1.0249084 1.0239325 1.0250169 1.0241493 1.0233902 1.0242578 1.0210044 1.022848 1.0226312 1.0234987 1.0232818 1.0232818 1.0243663 1.0216551 1.0241493 1.0236071 1.0236071 1.0214382 1.0249084 1.0249084 1.0239325 1.0239325 1.0259929 1.0220889 1.0218719 1.0242578 1.0266435 1.0266435 1.0254506 1.0251253 1.0236071 1.023824 1.023824 1.0203538 1.0237155 1.0237155 1.0242578 1.0245831 1.0241493 1.0241493 1.0241493 1.0261014 1.0261014 1.0261014 1.0261014 1.0221974 1.0232818 1.0242578 1.0242578 1.0229565 1.0255591 1.0255591 1.0250169 1.0262098 1.0246916 1.0246916 1.0284871 1.0241493 1.0245831 1.0240409 1.0240409 1.020896 1.020896 1.0246916 1.0239325 1.0240409 1.0258844 1.0258844 1.0234987 1.0261014 1.0261014 1.0224142 1.0236071 1.0287039 1.0287039 1.0258844 1.0216551 1.0197031 1.0234987 1.0234987 1.0234987 1.0234987 1.0230649 1.0230649 1.0230649 1.0243663 1.0239325 1.0249084 1.0252337 1.0252337 1.0252337 1.0241493 1.0241493 1.0227395 1.0227395 1.0227395 1.0232818 1.0232818 1.0223057 1.0232818 1.0239325 1.0244746 1.0245831 1.0271858 1.0271858 1.023824 1.0251253 1.0246916 1.0246916 1.0197031 1.0231733 1.0213298 1.0213298 1.0251254 1.0240408 1.022848 1.0230649 1.0230649 1.0248 1.0229565 1.0229565 1.0229565 1.0229565 1.0219804 1.0219804 1.0219804 1.0225227 1.0240408 1.0240408 1.0240408 1.0248 1.0249084 1.0249084 1.0249084 1.0237156 1.0217636 1.0217636 1.0217636 1.022848 1.0264267 1.0224142 1.0220889 1.0231733 1.0254507 1.0254507 1.0254507 1.0254507 1.0201368 1.0241493 1.0237155 1.0229565 1.0203538 1.0236071 1.0236071 1.0236071 1.0236071 1.0236071 1.0236071 1.0220889 1.0242578 1.0242578 1.0242578 1.0243663 1.0243663 1.0197031 1.0197031 1.0197031 1.0197031 1.0197031 1.023824 1.023824 1.0275111 1.0275111 1.0275111 1.0233902 1.0233902 1.0245831 1.0200285 1.0200285 1.0200285 1.0219804 1.0237155 1.0248 1.0240409 1.0240409 1.0240409 1.0258844 1.0258844 1.0221974 1.0245831 1.022848 1.0243663 1.0243663 1.0212213 1.0212213 1.0212213 1.0245831 1.0245831 1.0226312 1.022631 1.0191609 1.0223057 1.0223057 1.022631 1.0215466 1.0233902 1.0248001 1.0259929 1.0246916 1.0246916 1.0246916 1.0239325 1.0239325 1.0219804 1.0219804 1.0219804 1.0219804 1.0250169 1.0250169 1.022848 1.0231733 1.028704 1.0254507 1.0254507 1.0219804 1.0241493 1.0255591 1.0255591 1.0233903 1.020137 1.020137 1.0231733 1.0231733 1.0231733 1.0246916 1.022848 1.022848 1.022848 1.022848 1.022848 1.0258845 1.0237155 1.0246916 1.0250169 1.0262097 1.0261014 1.0226312 1.0231733 1.0234987 1.0241493 1.0241493 1.0241493 1.0229565 1.0229565 1.0229565 1.0227395 1.0227395 1.0237155 1.0237155 1.027728 1.0254507 1.0227395 1.0227395 1.0227395 1.0227395 1.0223057 1.0240408 1.0240408 1.0242578 1.0220889 1.0223058 1.0223058 1.0223058 1.023824 1.0244746 1.022848 1.0245831 1.0245831 1.0245831 1.0245831 1.0233902 1.0233902 1.0265352 1.0265352 1.0230649 1.0230649 1.0240408 1.0240408 1.0254506 1.0254506 1.0205706 1.0205706 1.0205706 1.0205706 1.0205706 1.0205706 1.0205706 1.0205706 1.0207876 1.0229565 1.0240409 1.0213298 1.0213298 1.0253422 1.0229565 1.0259929 1.0224142 1.0224142 1.0241493 1.0263182 1.0256675 1.0207876 1.0207876 1.0252337 1.0217636 1.0217636 1.0217636 1.0217636 1.0248001 1.0232818 1.0232818 1.0232818 1.0232818 1.0220889 1.022848 1.022631 1.022631 1.022631 1.022631 1.022631 1.022631 1.0232818 1.0207876 1.0207876 1.0207876 1.023824 1.0219804 1.0219804 1.022631 1.0237155 1.0258844 1.0258844 1.0258844 1.0244746 1.0256675 1.020896 1.020896 1.0223057 1.0232818 1.0237155 1.0207876 1.0236071 1.0236071 1.0214382 1.0242578 1.0215466 1.0215466 1.0215466 1.0221974 1.0221974 1.0221974 1.0234987 1.0250169 1.0214382 1.0255591 1.0212214 1.0250169 1.0207876 1.0221974 1.0242578 1.0242578 1.0242578 1.0242578 1.0239325 1.0234987 1.0234987 1.0234987 1.0234987 1.0224142 1.0270773 1.0270773 1.0225227 1.0214382 1.0214382 1.0214382 1.0243663 1.0223057 1.0223057 1.0225227 1.0240409 1.0240409 1.0240409 1.0230649 1.023824 1.023824 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0233902 1.0219804 1.0219804 1.0251253 1.0268605 1.0223057 1.0223057 1.0223057 1.0227395 1.0227395 1.0233902 1.0233902 1.0242578 1.0203538 1.0212213 1.0253422 1.023824 1.0232818 1.0232818 1.0219804 1.0234987 1.0248 1.0215467 1.0239325 1.0223057 1.0223057 1.0259929 1.0259929 1.0259929 1.0243663 1.0213298 1.0230649 1.0230649 1.0214382 1.0241493 1.0241493 1.0241493 1.0241493 1.0241493 1.0250169 1.0250169 1.025776 1.0254507 1.0254507 1.0240409 1.0240409 1.0240409 1.0240409 1.022631 1.0224142 1.0234987 1.0225227 1.0250169 1.0244746 1.0236071 1.0236071 1.0216551 1.022631 1.023065 1.0248 1.0230649 1.0219804 1.0213298 1.0213298 1.0213298 1.0236071 1.0236071 1.022848 1.022848 1.022848 1.0251254 1.0239325 1.0250169 1.0268605 1.0268605 1.021872 1.0246916 1.0249084 1.0229564 1.0237156 1.021872 1.021872 1.0254506 1.0254506 1.0254506 1.0254506 1.0226312 1.0226312 1.0226312 1.0248 1.0233902 1.0233902 1.0255591 1.0255591 1.0239325 1.0239325 1.0243663 1.0243663 1.0243663 1.0226312 1.0212213 1.0212213 1.0225227 1.0225227 1.0237155 1.0237155 1.0244746 1.0244746 1.0244746 1.0245831 1.0234987 1.0251254 1.022848 1.022848 1.023824 1.0220889 1.0220889 1.0252337 1.0242578 1.0237155 1.0219804 1.0264267 1.0253422 1.0253422 1.0231733 1.0254507 1.0254507 1.0231733 1.0259929 1.0259929 1.0233903 1.0233903 1.0233903 1.0233903 1.0251254 1.0246916 1.0271858 1.0224142 1.0232818 1.0248 1.0248 1.0234987 1.0215467 1.0259929 1.0231733 1.0240409 1.0240409 1.0219804 1.0219804 1.0219804 1.0231733 1.0231733 1.0231733 1.0231733 1.0231733 1.0249084 1.0227395 1.0248 1.0248 1.0241493 1.022631 1.0241493 1.0205706 1.0205706 1.0205706 1.0223057 1.0223057 1.0233902 1.0233903 1.0233903 1.0230649 1.0245831 1.0245831 1.0246916 1.0244746 1.0244746 1.0234987 1.0250169 1.0227395 1.0239325 1.0236071 1.0250169 1.0271858 1.0250169 1.0230649 1.0253422 1.0263182 1.0253422 1.0236071 1.0208961 1.0208961 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0226312 1.0226312 1.0226312 1.0226312 1.0226312 1.0245831 1.0245831 1.0224142 1.0261014 1.0237155 1.0237155 1.0229565 1.020896 1.023824 1.0224142 1.0224142 1.0242578 1.0244746 1.0264267 1.0264267 1.0256675 1.0258844 1.0258844 1.0258844 1.0274026 1.0250169 1.0250169 1.0234987 1.0234987 1.0234987 1.0233902 1.0233902 1.0233902 1.0237156 1.0237156 1.0237156 1.0237156 1.0249084 1.0216551 1.022631 1.022631 1.0232818 1.0237155 1.022848 1.0249084 1.0231733 1.0249084 1.0249084 1.0249084 1.0249084 1.0252337 1.0263182 1.0221974 1.0240408 1.0255591 1.0227395 1.0232818 1.0232818 1.0245831 1.0248001 1.0248001 1.0256675 1.022631 1.022631 1.022631 1.022631 1.022631 1.022631 1.0245831 1.022631 1.0243661 1.0211129 1.0211129 1.0264267 1.0236071 1.0236071 1.022848 1.022848 1.0252337 1.0252337 1.0252337 1.0251253 1.0251253 1.0251253 1.0251253 1.0251253 1.0233902 1.0233902 1.0233902 1.0233902 1.0242578 1.0240409 1.0242578 1.0223057 1.0255592 1.0242578 1.023824 1.023824 1.023824 1.023824 1.0244747 1.0231733 1.0231733 1.0231733 1.025776 1.022848 1.022848 1.022848 1.0231733 1.0244746 1.0248001 1.0232818 1.0245831 1.0245831 1.0237155 1.0271858 1.0210044 1.0210044 1.0239325 1.0212213 1.0259929 1.0256675 1.0248 1.022848 1.0256675 1.0221974 1.0221974 1.0231733 1.0203538 1.0278364 1.0278364 1.0233902 1.0233902 1.0221974 1.0223057 1.0240409 1.0239325 1.0231733 1.0231733 1.0270773 1.0201368 1.0232818 1.022631 1.0224142 1.0250169 1.0221974 1.0213298 1.0213298 1.022848 1.022848 1.0191609 1.0232818 1.0215466 1.0246916 1.0253422 1.0253422 1.0219804 1.0219804 1.0224142 1.0224142 1.025776 1.025776 1.0223057 1.0210044 1.0231733 1.0231733 1.0231733 1.0259929 1.0248 1.0224142 1.0252337 1.0269688 1.0224142 1.0231733 1.0231733 1.0220889 1.0220889 1.0275111 1.0223058 1.0206791 1.0243663 1.0215467 1.0200285 1.0217636 1.0224142 1.0246916 1.0246916 1.0246916 1.0246916 1.0246916 1.0244746 1.0275111 1.0242578 1.0237155 1.0215466 1.0217636 1.0215467 1.0215467 1.0229565 1.020896 1.020896 1.0264267 1.0264267 1.0264267 1.0243661 1.0231733 1.0217636 1.0241493 1.0230649 1.0250169 1.0258844 1.0227395 1.0240409 1.0240409 1.0240409 1.0252337 1.0252337 1.0237155 1.0248 1.0237156 1.0242578 1.026969 1.0207876 1.0256675 1.0256675 1.0230649 1.0211129 1.0211129 1.0271858 1.0226312 1.0227395 1.025776 1.0225227 1.0225227 1.0229565 1.0249084 1.0221974 1.0212213 1.0212213 1.0264267 1.0225227 1.0233902 1.0233902 1.0263182 1.0264267 1.0211129 1.0251253 1.0249084 1.0270773 1.0270773 1.0270773 1.021872 1.021872 1.021872 1.0250169 1.0250169 1.0236071 1.0230649 1.0250169 1.0264267 1.0249084 1.0249084 1.026752 1.0232818 1.0210044 1.0234987 1.0234987 1.0234987 1.0219804 1.0219804 1.0244746 1.0232818 1.0240408 1.0240408 1.0240408 1.025776 1.0258844 1.0250169 1.0250169 1.0215467 1.0245831 1.0236071 1.0249084 1.0221974 1.0225227 1.0225227 1.0223057 1.0217636 1.0217636 1.0217636 1.0217636 1.0243663 1.0237155 1.022848 1.0245831 1.0245831 1.0245831 1.0259929 1.0259929 1.0259929 1.0259929 1.0201368 1.0224142 1.0224142 1.0200285 1.0239325 1.0239325 1.0239325 1.0233902 1.0233902 1.022848 1.0219804 1.0197031 1.0264267 1.025776 1.0216551 1.0217636 1.0201368 1.0251253 1.0251253 1.0251253 1.0251253 1.0248 1.0230649 1.0216551 1.0216551 1.0212213 1.0230649 1.0255591 1.0255591 1.0230649 1.0230649 1.0230649 1.0223057 1.0217636 1.021872 1.023824 1.023824 1.0250169 1.0227395 1.0227395 1.0233902 1.0215467 1.0215467 1.0215467 1.0215467 1.0215467 1.0215467 1.0215467 1.0248 1.0248 1.0232818 1.0232818 1.0221974 1.0221974 1.0249084 1.0246916 1.0234987 1.0190524 1.0227395 1.022848 1.0226312 1.0233902 1.0233902 1.0233902 1.021872 1.021872 1.0229565 1.0246916 1.0246916 1.0242578 1.026752 1.0224142 1.0224142 1.0224142 1.022848 1.0240409 1.0240409 1.0239325 1.0230649 1.025776 1.0223057 1.0223057 1.0229564 1.0229564 1.0252337 1.0239325 1.0231733 1.0232818 1.0262098 1.0239325 1.0239325 1.0233902 1.0251253 1.0230649 1.0230649 1.0227395 1.0217636 1.0217636 1.0224142 1.0224142 1.0224142 1.0245831 1.0219804 1.0241493 1.0255591 1.0242578 1.0242578 1.0242578 1.0242578 1.0223058 1.0221974 1.0221974 1.0254507 1.0254507 1.0227395 1.0234987 1.0230649 1.0230649 1.0230649 1.0230649 1.0214382 1.0232818 1.0216551 1.0243663 1.0263182 1.0220889 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0250169 1.0242578 1.0217636 1.0217636 1.0194862 1.0205706 1.0205706 1.0225227 1.0223057 1.0226312 1.0244746 1.0244746 1.0215467 1.0270773 1.0210044 1.0254507 1.0254506 1.0249084 1.0249084 1.0253422 1.0253422 1.0253422 1.0253422 1.0258844 1.0258844 1.0258844 1.0258844 1.0233902 1.0232818 1.0232818 1.0246916 1.0246916 1.023824 1.023824 1.0254507 1.0237155 1.0237155 1.0246916 1.0246916 1.0253422 1.0237155 1.0237155 1.0246916 1.020896 1.0252337 1.0252337 1.0252337 1.0252337 1.0252337 1.0252337 1.0261014 1.0261014 1.0220889 1.0236071 1.0216551 1.023824 1.0236071 1.0236071 1.0244746 1.0244746 1.0244746 1.0246916 1.0253422 1.0253422 1.0224142 1.0224142 1.0242578 1.0242578 1.0232818 1.0215467 1.0215467 1.0248001 1.0248001 1.0245831 1.0245831 1.0245831 1.0245831 1.0245831 1.0245831 1.0227395 1.022848 1.022848 1.0270773 1.0219804 1.0271858 1.0271858 1.0255591 1.0241493 1.0232818 1.022631 1.0214382 1.0220889 1.0251253 1.0243663 1.0243663 1.0236071 1.0226312 1.0259929 1.022848 1.0262097 1.0253422 1.0253422 1.0253422 1.0253422 1.0215466 1.0215466 1.0253422 1.0243663 1.0243663 1.0242578 1.0202453 1.0234987 1.0258844 1.0227395 1.0262097 1.0246916 1.0246916 1.0251254 1.0271858 1.021872 1.021872 1.0227395 1.0223057 1.0221974 1.0244746 1.0244746 1.0244746 1.0244746 1.0242578 1.0233902 1.0233902 1.0233902 1.0248 1.0248 1.0248 1.0243661 1.0243661 1.0243661 1.0187272 1.0187272 1.0187272 1.0234987 1.0234987 1.0250169 1.0249084 1.0242578 1.0232818 1.0232818 1.0232818 1.0220889 1.0220889 1.0241493 1.0251253 1.0234987 1.0234987 1.0234987 1.0225227 1.0229564 1.0229564 1.0229564 1.023824 1.025776 1.0218719 1.0245831 1.0225227 1.0225227 1.0241493 1.023824 1.0243663 1.0216551 1.0216551 1.0227395 1.0246916 1.0224142 1.0221974 1.0251253 1.0251253 1.0242578 1.0232818 1.0254507 1.0254507 1.0249084 1.0249084 1.0245831 1.027728 1.0248 1.0248 1.0221974 1.0285956 1.0270773 1.0270773 1.0221974 1.0231733 1.0220889 1.0216551 1.0233902 1.0232818 1.0232818 1.0236071 1.0231733 1.0223058 1.0171005 1.0171005 1.0171005 1.0231733 1.025776 1.0245831 1.0245831 1.0241493 1.0236071 1.0236071 1.0223057 1.0223057 1.0227395 1.0227395 1.0227395 1.0227395 1.0227395 1.0251253 1.025776 1.0256675 1.0268605 1.0268605 1.0256675 1.0220889 1.0253422 1.021872 1.0705636 0.68385065 0.68385065 0.677344 0.6564142 0.654896 0.654896 ];
Akcelerometr_Z_Size = 2907; //Rozmiar wektora
// dane z pliku: Akcelerometr_log Parametr: Dlugoscwektora
Akcelerometr_Dlugoscwektora = [ 1.0233845 1.0225692 1.0245726 1.0267688 1.0261964 1.0299003 1.0260732 1.0249302 1.0276266 1.0265408 1.0237345 1.0282799 1.0253897 1.0264268 1.0271606 1.0235039 1.0280468 1.0276176 1.0252144 1.02538 1.026603 1.0250001 1.0272586 1.0276195 1.0235982 1.0248508 1.025065 1.0215483 1.023299 1.0254 1.0215212 1.0249983 1.0223705 1.0235828 1.0294151 1.0266802 1.0270374 1.0241767 1.0262403 1.0230006 1.0250413 1.0261792 1.0272938 1.028463 1.0235605 1.0233113 1.0245392 1.0253729 1.0227742 1.0240668 1.0270996 1.0259892 1.0229607 1.0254436 1.0253979 1.0248502 1.0270331 1.0267465 1.0232427 1.0297421 1.0267171 1.0282093 1.0272573 1.0236176 1.0251585 1.0253161 1.0277172 1.0261775 1.0274246 1.0271518 1.0272017 1.0253038 1.0241805 1.0287757 1.024605 1.0268251 1.026558 1.0274955 1.0240077 1.0216452 1.0253515 1.0297965 1.0255464 1.0239215 1.0243506 1.0260129 1.0252249 1.0265964 1.0245523 1.0235559 1.027111 1.0281721 1.0265505 1.0223408 1.026581 1.0246805 1.0253313 1.0269561 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1.0266607 1.0224198 1.0232925 1.0244758 1.0238364 1.0249714 1.0243207 1.0249053 1.0236857 1.0239272 1.0222006 1.0210114 1.0246816 1.0232242 1.0204442 1.0241499 1.0224843 1.0220773 1.0219826 1.0287238 1.0238316 1.0250716 1.0235631 1.0226096 1.0207963 1.0230994 1.0252683 1.0263791 1.0222139 1.0226393 1.0255084 1.0267004 1.0255752 1.0214977 1.0244982 1.0251348 1.0239325 1.0232134 1.0245459 1.0249499 1.024095 1.0225337 1.0237032 1.0245513 1.0239843 1.0258963 1.0237272 1.0229075 1.0233028 1.0227664 1.0243853 1.0245142 1.0218878 1.0280406 1.0203706 1.0236515 1.0243005 1.0236509 1.026792 1.0258102 1.0213547 1.0253935 1.0255657 1.0218171 1.0248581 1.0245275 1.0253807 1.024543 1.0260278 1.0253401 1.0265687 1.023189 1.0243069 1.0259638 1.0238767 1.0267612 1.0223033 1.0237845 1.0222067 1.024444 1.0233504 1.0265667 1.0273817 1.0249931 1.0234766 1.0237883 1.0254605 1.0231564 1.0251051 1.0244879 1.0260738 1.0190208 1.0252348 1.0234807 1.0238774 1.0237561 1.0232624 1.0249166 1.0214986 1.0256786 1.0207024 1.0246345 1.0229871 1.0246445 1.0246402 1.0235264 1.023082 1.0240599 1.0248798 1.0254359 1.0230222 1.0238708 1.0263699 1.0216988 1.0227182 1.0202043 1.0246056 1.0263218 1.0256733 1.0250115 1.0235058 1.0234301 1.0250173 1.0216004 1.0246652 1.0251564 1.0264031 1.0233833 1.025739 1.0252818 1.0232838 1.0233334 1.0268579 1.0244772 1.0246851 1.0238498 1.0220389 1.0226811 1.0235811 1.0242041 1.0237617 1.0244159 1.0238267 1.0268209 1.0293657 1.0246993 1.021571 1.02476 1.0264497 1.0263795 1.0245118 1.0242944 1.0233647 1.0253607 1.0236499 1.0234156 1.0246191 1.0241002 1.0147558 1.0231186 1.0251048 1.0231894 1.0222579 1.0235132 1.0236262 1.0234272 1.0246731 1.0224379 1.022234 1.0231903 1.0251906 1.0263255 1.025866 1.0246315 1.0265211 1.0260811 1.0247779 1.0245023 1.0236678 1.0250368 1.0263143 1.0225619 1.0273666 1.0254161 1.0234739 1.0266101 1.0242804 1.026962 1.0271292 1.0254055 1.0236739 1.0322899 1.0235779 1.0226808 1.0245345 1.0231444 1.0245761 1.0229665 1.0264648 1.0232491 1.024315 1.0250616 1.025369 1.0230514 1.0243416 1.0209309 1.0265682 1.0261561 1.0242811 1.0240551 1.0251752 1.0222683 1.0262532 1.0243622 1.0255872 1.0253145 1.0268655 1.0238355 1.0245814 1.0244702 1.0258979 1.0267491 1.0244706 1.0292975 1.0253421 1.0246017 1.0257155 1.0239714 1.0235021 1.0232719 1.0259612 1.0226197 1.0262705 1.0236558 1.0246328 1.024884 1.0261357 1.0238008 1.0261658 1.0233645 1.0250859 1.0244464 1.0227479 1.0226989 1.0236353 1.024228 1.024541 1.0254732 1.0279713 1.0227077 1.0250299 1.0236813 1.0255772 1.0229207 1.0259212 1.0233923 1.0258558 1.0231594 1.0245198 1.0256475 1.0249723 1.0262035 1.026282 1.0261632 1.0276856 1.0221851 1.0275695 1.0252084 1.0254903 1.02122 1.0237494 1.0263497 1.024814 1.0254165 1.0248861 1.0276984 1.0256351 1.0275207 1.0264472 1.0244776 1.0218942 1.0221078 1.0236839 1.0243822 1.0265791 1.0240465 1.0246146 1.0272226 1.0253619 1.0264877 1.025688 1.0262283 1.0280939 1.023276 1.0251646 1.0251597 1.0267103 1.0202069 1.0247638 1.0232785 1.0264682 1.0251111 1.0265739 1.0257375 1.0252228 1.026938 1.0251458 1.0223833 1.0261027 1.0309368 1.0267601 1.025077 1.0237613 1.020523 1.0238388 1.0270097 1.0224375 1.0242699 1.0230837 1.0247577 1.0224261 1.0249423 1.0260684 1.0248038 1.0244758 1.0224555 1.0238941 1.026276 1.022106 1.0249847 1.0214192 1.0260878 1.025327 1.0255795 1.0267761 1.0261161 1.0255988 1.0260284 1.0259949 1.0232118 1.0243641 1.0249768 1.0252975 1.0249329 1.0223544 1.021528 1.0242566 1.0261832 1.0252311 1.0277896 1.0247134 1.0239112 1.0231773 1.0245386 1.0251092 1.0239539 1.0253358 1.0235991 1.0243975 1.022513 1.0259802 1.0251864 1.0241152 1.0248755 1.0243435 1.0240734 1.0255656 1.0262877 1.0247529 1.0248816 1.026953 1.0224081 1.0219461 1.0251502 1.0231426 1.0278839 1.0247014 1.0226554 1.0232362 1.0263747 1.0239805 1.0230377 1.0258274 1.0209615 1.0243236 1.0257435 1.0229429 1.0215278 1.0224323 1.0238742 1.026998 1.0255631 1.0265409 1.0279155 1.0260934 1.0270494 1.0264754 1.0273324 1.024495 1.0280248 1.0222869 1.0223718 1.0273046 1.0264418 1.0227388 1.0244513 1.0224383 1.0245575 1.0259043 1.0284482 1.0242375 1.0245265 1.0243235 1.0228678 1.0226117 1.0233421 1.0223155 1.0258775 1.0242375 1.024211 1.023702 1.0250782 1.0267173 1.0249796 1.0229675 1.0238658 1.0237263 1.0250016 1.0252329 1.0245215 1.0271554 1.0213666 1.0263401 1.0254098 1.0233445 1.0239705 1.0219617 1.0245429 1.0249234 1.0225718 1.0258361 1.02465 1.0251558 1.02159 1.0245147 1.0255458 1.0211488 1.0229748 1.0212154 1.0247862 1.0262899 1.025005 1.025665 1.0259047 1.0289477 1.0240291 1.0242268 1.0295947 1.0253847 1.0230992 1.0224035 1.0247787 1.0246418 1.0230963 1.0254428 1.0206617 1.0239116 1.0234112 1.0247004 1.0266991 1.0249909 1.0241175 1.0248121 1.0264934 1.0236677 1.0271782 1.0254658 1.0243229 1.0235859 1.0268093 1.0212806 1.0246984 1.0230019 1.0241283 1.0255067 1.0239341 1.0237243 1.024319 1.0235085 1.0242481 1.0230243 1.025969 1.0258013 1.0261375 1.0245708 1.0285587 1.0249293 1.0237147 1.0259793 1.025549 1.0233495 1.0251156 1.0251173 1.025592 1.0255986 1.0248239 1.0243931 1.0230104 1.0256078 1.0217541 1.0251613 1.0235138 1.0252248 1.0249789 1.0241144 1.0267951 1.0240965 1.0228171 1.0274322 1.0262151 1.0242519 1.0249714 1.0260415 1.0246387 1.0241559 1.0245876 1.0258538 1.0231886 1.0241462 1.020618 1.02328 1.022618 1.0228878 1.023833 1.0233718 1.0254183 1.0227078 1.0230482 1.0255045 1.0251771 1.0237358 1.0271395 1.0243571 1.0242267 1.0232588 1.0276036 1.0268356 1.0236019 1.02252 1.0246398 1.0233364 1.0215894 1.0257068 1.0248442 1.0265273 1.0241144 1.0255452 1.0233364 1.0220269 1.0229287 1.0216138 1.0286318 1.0242666 1.0269642 1.0237375 1.0242338 1.0236176 1.0262631 1.022943 1.0239131 1.026378 1.0230279 1.0240448 1.0246887 1.0251676 1.024764 1.0262234 1.024429 1.0250025 1.0250705 1.0272695 1.0220485 1.022385 1.0224999 1.0240067 1.0256189 1.027631 1.0246232 1.0206041 1.0245647 1.02446 1.0210407 1.0235201 1.0283285 1.0231996 1.0263984 1.0251365 1.0250366 1.0237392 1.0221195 1.0274171 1.024697 1.0288318 1.0219713 1.0258598 1.0245427 1.0232015 1.0255187 1.0235399 1.0283039 1.0245119 1.0235249 1.025393 1.0248153 1.0262921 1.0277234 1.0260265 1.0237343 1.0251417 1.0214769 1.0257341 1.0249093 1.0224909 1.0239326 1.0259519 1.0250275 1.0244682 1.0258324 1.0249063 1.0262481 1.0229373 1.0244063 1.0237594 1.0249267 1.0253711 1.0227973 1.0251602 1.0236009 1.0234604 1.0270697 1.0278766 1.0283657 1.0253304 1.0243362 1.025317 1.0240631 1.0283623 1.0219294 1.0229651 1.0247322 1.0232733 1.0263506 1.0235921 1.0261444 1.0257957 1.0264039 1.0249547 1.0236758 1.0215874 1.0253555 1.0227302 1.0227412 1.0252467 1.0182334 1.0218112 1.0252771 1.0234841 1.0232126 1.0225973 1.0218419 1.0261394 1.0256534 1.0230619 1.0228446 1.0261757 1.0277785 1.0246427 1.025294 1.0271593 1.024994 1.0260758 1.0241249 1.0215963 1.0241405 1.0241716 1.0233747 1.0251853 1.0237008 1.0266206 1.0247349 1.0252469 1.0239887 1.0208844 1.0263497 1.023522 1.0239762 1.0236627 1.0248404 1.0239878 1.0271348 1.0257393 1.0264256 1.0223374 1.0238502 1.0242579 1.0257521 1.0267999 1.0249157 1.0268879 1.0247222 1.0263019 1.0244551 1.02534 1.0250274 1.0242414 1.0241884 1.0235877 1.0247625 1.0238794 1.0255867 1.0235808 1.0248953 1.0235587 1.0272247 1.0263605 1.0250846 1.0257102 1.0264888 1.0255738 1.0235184 1.0222939 1.0214207 1.0255473 1.0247357 1.0239632 1.028025 1.026588 1.0246773 1.0226476 1.022364 1.028828 1.0256052 1.0267342 1.0219212 1.0207356 1.0252628 1.0237149 1.020829 1.0240151 1.0203667 1.024223 1.026729 1.0241661 1.0253947 1.0266697 1.025001 1.024305 1.022258 1.026239 1.0229187 1.0235794 1.0261618 1.0251538 1.0254761 1.0245157 1.0260302 1.0222093 1.0229404 1.023963 1.023457 1.0260693 1.0258472 1.0229362 1.0259953 1.0238622 1.0270272 1.024246 1.0229276 1.0230185 1.0236967 1.0256789 1.0239875 1.0255078 1.0229424 1.0290246 1.0242065 1.0243127 1.0230101 1.02642 1.0245394 1.0249892 1.0238944 1.0249295 1.0250835 1.0234524 1.0248624 1.0240667 1.0265682 1.021446 1.0270535 1.0224574 1.02457 1.0234283 1.025292 1.0242703 1.0275816 1.0244641 1.0249709 1.0269412 1.0254803 1.027077 1.0271429 1.0246246 1.0262556 1.0236831 1.0231926 1.0243081 1.0247878 1.0259907 1.0259084 1.0231819 1.0264182 1.0269787 1.0258592 1.0236679 1.022369 1.0261607 1.0258229 1.0228257 1.023756 1.0268927 1.024157 1.0233507 1.0217735 1.0240209 1.0245966 1.0259168 1.023801 1.0232538 1.0256444 1.0255716 1.025415 1.0235131 1.026321 1.0255312 1.0254433 1.0249904 1.0260432 1.0253417 1.0256077 1.0269412 1.0209498 1.025029 1.0267322 1.0238684 1.0233499 1.0245936 1.0234911 1.0229998 1.0252944 1.0233136 1.0243342 1.0247476 1.0243503 1.0246849 1.0262394 1.0226048 1.0249813 1.0225543 1.0243424 1.0231739 1.0228027 1.0200442 1.0260808 1.0237586 1.023988 1.0258311 1.0224413 1.0242978 1.0246668 1.022415 1.0248816 1.0264777 1.0264329 1.0243893 1.0248284 1.0230247 1.0244329 1.021747 1.023449 1.0256506 1.0244834 1.0237348 1.0257308 1.0242093 1.0229286 1.0269208 1.0266122 1.0216507 1.0234494 1.0247148 1.0274012 1.02315 1.0232532 1.0236481 1.024505 1.0242225 1.0241678 1.0231117 1.0251052 1.0230718 1.0227184 1.0228117 1.0241606 1.0260879 1.0238528 1.021589 1.0271497 1.024906 1.0257993 1.022694 1.0219368 1.0220363 1.0236914 1.023734 1.0220305 1.0244788 1.0251089 1.0246981 1.021618 1.0255868 1.0230558 1.024458 1.0267909 1.0245022 1.0232522 1.0256572 1.0278411 1.0251508 1.023673 1.0253378 1.0248529 1.0247657 1.0262328 1.0242234 1.0228913 1.023572 1.0280819 1.0219393 1.0234357 1.0249647 1.0275413 1.0265394 1.0259129 1.0265261 1.0228122 1.0254166 1.0221246 1.0254477 1.023174 1.025952 1.025115 1.0274291 1.0240616 1.0245131 1.0228585 1.0233246 1.0278077 1.0243913 1.0243124 1.0256163 1.0287157 1.0212392 1.0264097 1.0226245 1.0227898 1.0256873 1.0247968 1.02221 1.0245357 1.0226332 1.0276849 1.02362 1.0232922 1.0224106 1.0244187 1.0265574 1.0247414 1.0225046 1.0260233 1.0230696 1.0257101 1.0264418 1.0253152 1.0254984 1.0227737 1.0246525 1.0229036 1.0218278 1.0250598 1.0261414 1.027543 1.0256938 1.0266964 1.0269874 1.0241716 1.0219432 1.021793 1.0219476 1.0282215 1.0226666 1.0247885 1.0243602 1.023133 1.0220811 1.023298 1.0241454 1.0269506 1.025231 1.0233575 1.0240395 1.0226543 1.0255859 1.0265393 1.0238824 1.0246074 1.02492 1.0260584 1.0224013 1.023396 1.0235103 1.0229219 1.0246893 1.0238925 1.0261408 1.0239414 1.0239435 1.0235099 1.0236742 1.0249544 1.0222263 1.0250634 1.0222596 1.0240699 1.0250027 1.0249997 1.0251337 1.0257764 1.0231695 1.0246154 1.0246391 1.0249528 1.025488 1.0252179 1.0238621 1.0222672 1.022301 1.0235214 1.0210922 1.0224211 1.0283662 1.0255545 1.0254258 1.0257826 1.0257263 1.0247242 1.0245179 1.0261703 1.0236564 1.02253 1.02465 1.027074 1.0243081 1.024111 1.0235751 1.0233139 1.0273256 1.022202 1.0261607 1.0273526 1.0261225 1.0260322 1.0232126 1.0272033 1.0241109 1.0249902 1.0213416 1.0229356 1.0244669 1.0263425 1.0225524 1.0256003 1.0254577 1.022831 1.025084 1.0244287 1.0243969 1.0259085 1.0233803 1.0264046 1.0243284 1.0211929 1.0241903 1.0247313 1.0228219 1.0246525 1.0273004 1.0272598 1.0230209 1.025383 1.024863 1.0238533 1.0233438 1.0218347 1.0230198 1.0225526 1.0222034 1.0245041 1.0229756 1.0245637 1.0240401 1.0248737 1.0232686 1.024519 1.0235299 1.0254793 1.0276538 1.0252935 1.0249014 1.0240309 1.0244995 1.026167 1.025539 1.0245308 1.0222696 1.026458 1.0228051 1.0263686 1.0258812 1.0250746 1.0244279 1.0230902 1.0242321 1.0218589 1.0229076 1.0302794 1.0254296 1.0253589 1.021261 1.0212799 1.0253289 1.0218779 1.0251511 1.0222974 1.0280995 1.02278 1.0225463 1.0276039 1.0236481 1.025487 1.0253468 1.0273573 1.0233711 1.0239713 1.0243827 1.0190079 1.0228026 1.0227467 1.026214 1.0232888 1.0271996 1.021719 1.0241487 1.02441 1.022415 1.0278956 1.0230652 1.0235752 1.0240278 1.0207238 1.0268128 1.0262355 1.0247746 1.021606 1.0255276 1.0236791 1.0264319 1.0253571 1.0263188 1.0235631 1.0201838 1.0250745 1.0252256 1.0238688 1.0236679 1.0245568 1.0236305 1.0233989 1.0227109 1.0230118 1.0254323 1.0264851 1.0274314 1.0264897 1.0243316 1.0221165 1.0249033 1.0236883 1.0249794 1.0271398 1.0250767 1.0243478 1.0261729 1.0244513 1.0252279 1.0226848 1.0244862 1.0241816 1.0236964 1.0252038 1.0271806 1.021895 1.023491 1.0253713 1.0227842 1.0257356 1.0242414 1.0240358 1.0238276 1.0223346 1.0228188 1.0228081 1.027197 1.0250401 1.0238087 1.0214539 1.0244848 1.0249318 1.0231061 1.0227165 1.0252721 1.0224972 1.022926 1.023225 1.0272554 1.0268607 1.0247412 1.0221984 1.0238286 1.0227187 1.0258238 1.0232708 1.0228196 1.0225184 1.0249836 1.0252533 1.0247885 1.0251101 1.0228533 1.0258584 1.0232414 1.0258406 1.0240713 1.0240889 1.027177 1.0248712 1.0251107 1.0226825 1.0212947 1.0223243 1.026318 1.024955 1.0217967 1.0223216 1.0230514 1.0231768 1.0259228 1.0251358 1.0260048 1.023234 1.0225918 1.0275941 1.0223124 1.0239118 1.0259837 1.024519 1.0240948 1.0241181 1.0245215 1.0233752 1.0240206 1.0267862 1.023255 1.0222447 1.022744 1.0255865 1.0214354 1.0254395 1.0248537 1.0235529 1.0250739 1.0261474 1.0264347 1.0230383 1.0258389 1.0240707 1.02401 1.0230758 1.024304 1.0247629 1.0268738 1.0244268 1.0250082 1.024506 1.0279213 1.0223172 1.0242931 1.0275619 1.0254948 1.024175 1.0265844 1.0244194 1.0254765 1.0248882 1.0256388 1.0254716 1.0267065 1.0222936 1.0252516 1.0214382 1.024177 1.0251381 1.0245906 1.0231211 1.0253056 1.0237125 1.0229006 1.0219343 1.0234826 1.0251968 1.0245637 1.02512 1.0247808 1.0264233 1.02183 1.0276362 1.0234005 1.0201368 1.0246726 1.0248611 1.0230799 1.0233943 1.027011 1.0233573 1.0253383 1.0264679 1.0264025 1.0253437 1.0248113 1.0247945 1.0255126 1.0243863 1.0236282 1.0250566 1.0237725 1.0250607 1.023662 1.0240043 1.026512 1.022679 1.0262008 1.0245668 1.0258679 1.0252044 1.0288332 1.0213094 1.0238597 1.025352 1.0208019 1.0248889 1.026748 1.0242654 1.0259869 1.0246315 1.0221525 1.0225034 1.0284598 1.0223547 1.0266558 1.0250716 1.0240808 1.0245154 1.0270315 1.0246913 1.0210553 1.0234668 1.0249596 1.0252329 1.0254362 1.0253873 1.0236526 1.0270762 1.0235752 1.0219402 1.0232192 1.0237479 1.0215385 1.0234216 1.0251977 1.0245639 1.0276933 1.026427 1.0255334 1.0235763 1.0220066 1.0272508 1.0204687 1.0243202 1.0226854 1.0219373 1.0257856 1.0251348 1.0262668 1.0242345 1.0249728 1.0257064 1.0238329 1.0260712 1.025737 1.023576 1.0256153 1.0257356 1.0241952 1.0234445 1.0240763 1.0253284 1.0236965 1.0224423 1.0239774 1.0232083 1.0267875 1.0268443 1.0227098 1.0254152 1.0283996 1.024482 1.0256821 1.0266467 1.0253254 1.0244262 1.0247439 1.0292815 1.0290167 1.0223932 1.0242307 1.0267962 1.026646 1.0257933 1.0225533 1.0233228 1.0235859 1.0220757 1.0222105 1.0254885 1.0239385 1.0252894 1.0227445 1.0249012 1.0228739 1.0278192 1.0247838 1.0235718 1.0264676 1.0239401 1.0271776 1.0242432 1.0252899 1.0253317 1.0232598 1.0235329 1.0256165 1.023931 1.0242888 1.0252242 1.024446 1.0248876 1.0261637 1.0256925 1.0259775 1.0281677 1.0350051 1.0228989 1.0246348 1.026429 1.0288984 1.1105824 0.95092016 1.0050976 1.0210963 1.0287911 1.0436215 1.4063548 ];
Akcelerometr_Dlugoscwektora_Size = 2907; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: SkladowaH
Silnik2_SkladowaH = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 5000.0 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Silnik2_SkladowaH_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: RegulatorAlfa
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Silnik2_RegulatorAlfa_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: RegulatorBeta
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Silnik2_RegulatorBeta_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: UchybAlfa
Silnik2_UchybAlfa = [ -0.0 -2.254284 -2.254284 -2.251568 -2.2866485 -2.2715228 -2.259668 -2.259668 -2.259668 -2.273741 -2.2761183 -2.2656538 -2.273665 -2.273665 -2.273665 -2.273665 -2.273665 -2.273665 -2.2738426 -2.2563634 -2.2492826 -2.2480364 -2.2517762 -2.2517762 -2.2625215 -2.2636278 -2.2636278 -2.2525368 -2.2482328 -2.2482328 -2.266367 -2.266367 -2.2329109 -2.2329109 -2.2329109 -2.2329109 -2.2303224 -2.2487466 -2.2601964 -2.2483642 -2.2516375 -2.2516375 -2.2565124 -2.2448964 -2.2551389 -2.2520359 -2.2520359 -2.2461817 -2.2461817 -2.2461817 -2.262706 -2.25671 -2.261578 -2.2535927 -2.253335 -2.273928 -2.273928 -2.2614324 -2.2614324 -2.2630942 -2.2630942 -2.2578754 -2.2578754 -2.2578754 -2.2531877 -2.2153862 -2.2211926 -2.225867 -2.2416942 -2.2416942 -2.2495015 -2.2495015 -2.2495015 -2.257004 -2.2547925 -2.2547925 -2.2547925 -2.2547925 -2.2547925 -2.234022 -2.241502 -2.241502 -2.224956 -2.2281744 -2.2394314 -2.2394314 -2.2519672 -2.245455 -2.2482343 -2.2546918 -2.2603707 -2.2603707 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-2.3227005 -2.33764 -2.351589 -2.3545237 -2.353952 -2.353952 -2.353952 -2.3431935 -2.3400147 -2.3400147 -2.32526 -2.320572 -2.332538 -2.332538 -2.332538 -2.332538 -2.332538 -2.332538 -2.332688 -2.3387198 -2.3376777 -2.3376777 -2.3376777 -2.335719 -2.335719 -2.3356228 -2.3356228 -2.3313043 -2.3089702 -2.3227687 -2.3227687 -2.320626 -2.320626 -2.340622 -2.329572 -2.3382723 -2.3406847 -2.3406847 -2.3406847 -2.3334768 -2.3255982 -2.326342 -2.326342 -2.3413305 -2.323006 -2.323006 -2.3169246 -2.3154986 -2.3307 -2.3347301 -2.3188195 -2.3321688 -2.3321688 -2.3329535 -2.3359442 -2.338237 -2.3245537 -2.3336093 -2.3253386 -2.3234656 -2.313338 -2.316142 -2.316142 -2.356038 -2.3468952 -2.3495018 -2.3582006 -2.3632298 -2.3654244 -2.3650417 -2.3650417 -2.348949 -2.3563766 -2.3431597 -2.3180926 -2.3180926 -2.312984 -2.312984 -2.312984 -2.312984 -2.3492868 -2.3492868 -2.3449154 -2.3429158 -2.3429158 -2.3429158 -2.3517494 -2.3478897 -2.3455484 -2.3455484 -2.3412514 -2.3532195 -2.3532195 -2.3478627 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Silnik2_UchybAlfa_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: UchybBeta
Silnik2_UchybBeta = [ 0.0 0.3382721 0.3382721 0.33772278 0.30267334 0.30174255 0.2966385 0.2966385 0.2966385 0.32524872 0.30135345 0.30584717 0.32357025 0.32357025 0.32357025 0.32357025 0.32357025 0.32357025 0.2993164 0.30252075 0.29597473 0.29756165 0.2810669 0.2810669 0.28961182 0.32530975 0.32530975 0.30158234 0.29850006 0.29850006 0.32089233 0.32089233 0.3179016 0.3179016 0.3179016 0.3179016 0.3407669 0.33215332 0.32820892 0.33007812 0.33390808 0.33390808 0.32508087 0.34130096 0.3394394 0.33300018 0.33300018 0.3294983 0.3294983 0.3294983 0.31929016 0.32015228 0.32041168 0.3249054 0.32591248 0.32650757 0.32650757 0.30361176 0.30361176 0.31269073 0.31269073 0.31802368 0.31802368 0.31802368 0.31401062 0.30762482 0.30876923 0.3162613 0.3142929 0.3142929 0.31550598 0.31550598 0.31550598 0.31225586 0.3155365 0.3155365 0.3155365 0.3155365 0.3155365 0.33229828 0.33244324 0.33244324 0.30876923 0.31388855 0.32422638 0.32422638 0.29039764 0.30070496 0.2995758 0.3067627 0.34617615 0.34617615 0.34617615 0.31380463 0.31380463 0.31380463 0.32291412 0.31484222 0.32322693 0.32148743 0.33579254 0.33700562 0.34256744 0.34256744 0.33073425 0.29606628 0.29606628 0.3065338 0.32379913 0.31327057 0.31327057 0.31327057 0.29981995 0.31762695 0.3296051 0.31085205 0.32671356 0.33260345 0.33260345 0.33260345 0.33260345 0.33260345 0.29837036 0.31855774 0.31855774 0.31715393 0.3265915 0.3265915 0.30810547 0.31341553 0.3122635 0.3122635 0.31246185 0.31661987 0.31049347 0.31049347 0.3200302 0.33530426 0.31730652 0.31730652 0.31730652 0.3232422 0.3242798 0.32144165 0.31667328 0.31667328 0.31667328 0.33021545 0.33021545 0.33021545 0.3155899 0.29917908 0.32276154 0.33434296 0.3311844 0.3311844 0.3311844 0.29100037 0.29100037 0.31655884 0.30807495 0.30807495 0.30807495 0.437294 0.42514038 0.37416077 0.3032074 0.2731781 0.2580185 0.20912933 0.20861816 0.21800995 0.2186203 0.21705627 0.22935486 0.22935486 0.22935486 0.22935486 0.19948578 0.20855713 0.21201324 0.21201324 0.20523834 0.22042847 0.23464966 0.24538422 0.23370361 0.23370361 0.22499084 0.22499084 0.22499084 0.22499084 0.2322464 0.2322464 0.2322464 0.21520996 0.21520996 0.22537994 0.2249527 0.2249527 0.2249527 0.2249527 0.29937744 0.2926941 0.32659912 0.32659912 0.33465576 0.33465576 0.3344803 0.3344803 0.332489 3.157936 3.57164 3.57164 3.9940262 3.9940262 4.080612 4.316887 4.316887 4.57708 4.606659 5.3146515 5.3146515 5.5739517 5.6559677 5.6559677 5.407997 5.193596 4.923889 4.7886887 4.781578 4.781578 4.781578 5.0622177 5.0622177 5.3602295 5.4236298 5.4236298 5.6330566 5.986679 5.986679 5.986679 5.986679 8.50885 8.697403 8.841637 8.841637 9.771912 9.771912 9.189148 9.187325 9.219345 9.250397 9.561661 9.82058 9.82058 9.82058 10.007156 10.0476 10.0476 10.0476 9.879059 9.879059 9.437569 9.067261 9.534721 7.264862 7.264862 4.06443 3.5009384 3.5009384 1.316391 1.1169052 1.1169052 3.3372803 3.9719467 3.9719467 3.9719467 3.9719467 -3.294693 -3.112648 -3.112648 -0.39121246 -0.39121246 -0.39121246 1.5347977 1.7329178 2.1807938 2.0781631 2.0781631 0.45070648 0.45070648 0.45070648 -0.015365601 -0.015365601 -0.035240173 -0.036849976 -0.036849976 -0.036849976 -0.051712036 -0.051712036 -0.051712036 -0.051712036 -0.044654846 -0.05067444 -0.05067444 -0.031288147 -0.04193878 -0.045700073 -0.051246643 -0.051246643 -0.051246643 -0.054130554 -0.07311249 -0.065093994 -0.0671463 -0.06377411 -0.08039856 -0.078315735 -0.078315735 -0.078315735 -0.078315735 -0.063308716 -0.063308716 -0.063308716 -0.07801819 -0.07801819 -0.07801819 -0.086883545 -0.079460144 -0.0771637 -0.0771637 -0.0771637 -0.0771637 -0.06711578 -0.06711578 -0.055664062 -0.061668396 -0.060905457 -0.035125732 -0.035125732 -0.042785645 -0.042785645 -0.06864166 -0.06864166 -0.07146454 -0.07833862 -0.07833862 -0.07833862 -0.06970978 -0.0650177 -0.064079285 -0.09299469 -0.078071594 -0.072128296 -0.06717682 -0.05001831 -0.057243347 -0.057243347 -0.050209045 -0.050209045 -0.07741547 -0.07741547 -0.053276062 -0.06251526 -0.08716583 -0.08716583 -0.08716583 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0.29436493 0.29436493 0.34331512 0.34757233 -0.032455444 -0.2657318 -0.7067566 -0.10450745 0.025489807 1.4796906 1.6769409 2.142746 2.142746 3.0224762 3.2611618 5.120018 5.769226 5.769226 5.769226 5.769226 2.9820938 1.434227 1.5378647 1.6057663 2.0152817 2.0152817 2.0152817 0.35212708 1.444046 1.444046 1.5551758 1.6986465 1.6986465 2.5378723 2.759636 3.1105957 4.509079 4.509079 7.8912277 8.067017 8.384827 8.780464 8.780464 4.3902435 2.2076874 2.014122 2.014122 1.5091934 1.5091934 1.5091934 1.5091934 1.5091934 1.5091934 -0.0024032593 -0.0024032593 -0.0024032593 5.440323 1.3452988 1.3452988 0.36363983 0.30843353 0.25994873 0.25994873 0.25028992 0.27521515 0.27442932 0.27442932 0.25637817 0.2530594 0.23464966 0.24079132 0.26464844 0.26593018 0.26680756 0.26641846 0.25379944 0.25379944 0.2510376 0.2510376 0.25603485 0.25603485 0.25603485 0.26087952 0.25482178 0.2447052 0.2447052 0.2447052 0.26420593 0.26647186 0.26647186 0.24560547 0.24560547 0.253479 0.25847626 0.25847626 0.2596817 0.24467468 0.24467468 0.24467468 0.24467468 0.25922394 0.25795746 0.25282288 0.25282288 0.25282288 0.25282288 0.25426483 0.25924683 0.25483704 0.25756836 0.24906158 0.2550354 0.23879242 0.2570572 0.2570572 0.25292206 0.2575531 0.2575531 0.2575531 0.2575531 0.24204254 0.24732208 0.24732208 0.24732208 0.24501038 0.23896027 0.24558258 0.25286102 0.24873352 0.23394775 0.23394775 0.23394775 0.26557922 0.24965668 0.25794983 0.24559021 0.25753784 0.25753784 0.25753784 0.25753784 0.26019287 0.27789307 0.25069427 0.25069427 0.25069427 0.25069427 0.25069427 0.28233337 0.28233337 0.27453613 0.27453613 0.27453613 0.26015472 0.26015472 0.2609024 0.2609024 0.2609024 0.2609024 0.23426056 0.24022675 0.24022675 0.23983002 0.2343216 0.23519897 0.2444458 0.2464447 0.2464447 0.24871063 0.23931122 0.24649811 0.2610321 0.2621994 0.2608261 0.25817108 0.27736664 0.27693176 0.27581787 0.27581787 0.26271057 0.2699051 0.26628876 0.26628876 0.25305176 0.2418747 0.2418747 0.24754333 0.25289154 0.26463318 0.24819183 0.24819183 0.31705475 0.31181335 0.31181335 0.3263626 0.3263626 0.34158325 0.34158325 0.33654785 0.32489777 0.32489777 0.3102951 0.31155396 0.31155396 0.31155396 0.35146332 0.35146332 0.94203186 1.3658524 1.3658524 1.3658524 4.2055435 4.305084 6.179161 6.347748 4.9635315 3.9738083 3.9738083 3.4979095 3.228424 3.228424 2.374817 2.1398315 2.370636 2.370636 2.370636 1.9703522 1.9703522 1.1833496 0.9423599 0.9019394 0.8255081 0.8125458 0.8125458 0.8125458 0.8125458 0.8125458 1.0460129 1.0460129 1.584732 2.4095764 2.6378021 2.8157349 2.6850586 2.6850586 2.6850586 2.070839 1.9815369 2.035057 2.260254 2.260254 2.260254 3.1109009 3.280365 3.3882294 3.5153275 3.7487183 4.080223 3.2035904 3.9752426 4.3003464 4.0981674 2.665306 2.2371063 2.070259 2.040924 2.040924 1.405426 1.405426 0.5168152 -0.8562546 -1.4878311 -1.4878311 -1.3981171 -1.3981171 0.013153076 0.3364334 0.50730133 0.50730133 0.9748688 2.0541763 2.3088913 2.3088913 1.9957962 1.9957962 1.973877 3.2249908 2.461609 2.461609 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0.21827698 0.22978973 0.22978973 0.24946594 0.25417328 0.25417328 0.24859619 0.2650299 0.26470947 0.26470947 0.26470947 0.25406647 0.24797058 0.24686432 0.26461792 0.26567078 0.2666092 0.24975586 0.264328 0.2550583 0.2636261 0.2636261 0.2636261 0.2636261 0.2636261 0.2582779 0.2582779 0.2582779 0.2582779 0.23397827 0.24641418 0.24641418 0.23574066 0.23574066 0.23889923 0.23889923 0.24586487 0.2379303 0.24934387 0.25478363 0.25478363 0.24262238 0.2355423 0.23072052 0.23072052 0.23072052 0.23072052 0.24320984 0.23797607 0.23797607 0.23186493 0.23186493 0.22935486 0.22467041 0.2340393 0.2480545 0.25539398 0.24549866 0.24308777 0.24308777 0.22814178 0.22814178 0.23895264 0.23645782 0.24388123 0.24388123 0.24388123 0.23690033 0.23690033 0.23690033 0.24334717 0.23468018 0.22727966 0.23949432 0.25224304 0.25224304 0.24533844 0.24533844 0.265625 0.27119446 0.25741577 0.25741577 0.23722076 0.24434662 0.24434662 0.24434662 0.24434662 0.24406433 0.2390747 0.24404907 0.23795319 0.2350235 0.2350235 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0.25748444 0.23600769 0.23220825 0.2306366 0.2306366 0.23151398 0.24751282 0.24751282 0.27261353 0.27261353 0.27261353 0.27051544 0.28070068 0.25092316 0.24726868 0.24726868 0.2631302 0.2631302 0.2631302 0.2631302 0.26205444 0.26205444 0.26205444 0.24068451 0.24068451 0.24068451 0.24068451 0.24068451 0.22477722 0.22477722 0.22477722 0.22477722 0.22477722 0.25263214 0.25263214 0.25263214 0.26254272 0.26254272 0.24477386 0.24477386 0.24477386 0.24719238 0.2430191 0.24668884 0.24668884 0.25203705 0.26470947 0.26470947 0.26565552 0.26565552 0.26565552 0.2514038 0.2514038 0.2514038 0.25914 0.25906372 0.25769043 0.25769043 0.2541275 0.2541275 0.2541275 0.2541275 0.2498169 0.2498169 0.25319672 0.25319672 0.263031 0.26242828 0.25562286 0.26116943 0.2697754 0.2625122 0.2625122 0.2516861 0.25463867 0.25463867 0.24211884 0.24820709 0.24820709 0.24047089 0.24323273 0.23145294 0.24234772 0.24647522 0.24647522 0.26593018 0.25920868 0.257576 0.257576 0.23755646 0.23755646 0.23755646 0.25211334 0.25804138 0.23978424 0.24826813 0.25855255 0.26277924 0.25441742 0.24846649 0.24627686 0.247406 0.2480774 0.24971008 0.25110626 0.25110626 0.25110626 0.25110626 0.25655365 0.25655365 0.25655365 0.25655365 0.25452423 0.2542572 0.2542572 0.2542572 0.2542572 0.2542572 0.2510147 0.2510147 0.2510147 0.25719452 0.25498962 0.24803162 0.2494278 0.2441864 0.2441864 0.2441864 0.2376175 0.23723602 0.23723602 0.23101044 0.2228241 0.21690369 0.21690369 0.21690369 0.21690369 0.21690369 0.21690369 0.23638916 0.22751617 0.22554779 0.22554779 0.22554779 0.22340393 0.22340393 0.22605133 0.22605133 0.22422028 0.23233795 0.24433136 0.24433136 0.25780487 0.25780487 0.25652313 0.26512146 0.25556183 0.24998474 0.24998474 0.24998474 0.256485 0.26404572 0.26180267 0.26180267 0.25469208 0.25443268 0.25443268 0.26107025 0.2572403 0.26278687 0.2603302 0.25870514 0.27309418 0.27309418 0.2677307 0.26560974 0.2639618 0.26132965 0.27168274 0.26431274 0.25829315 0.24408722 0.23137665 0.23137665 0.2591095 0.25819397 0.25802612 0.24868774 0.25688934 0.24662781 0.24755096 0.24755096 0.24910736 0.22306061 0.22830963 0.23731995 0.23731995 0.24703217 0.24703217 0.24703217 0.24703217 0.25896454 0.25896454 0.26083374 0.2425232 0.2425232 0.2425232 0.24853516 0.24565887 0.24799347 0.24799347 0.24346161 0.23841095 0.23841095 0.23537445 0.23537445 0.22439575 0.22439575 0.22439575 0.23451233 0.23451233 0.23684692 0.23684692 0.2457428 0.25304413 0.24237823 -0.09908295 -0.8395996 31.596588 31.596588 31.596588 31.596588 31.596588 31.596588 31.596588 46.620995 46.620995 -5.6042786 -5.6042786 -16.986504 -28.731598 -30.924034 -32.745224 -32.745224 25.83197 25.83197 25.83197 31.67844 34.466858 34.738 34.99948 2.5942001 2.5942001 -6.1615067 -9.002136 -9.002136 -14.263824 -23.77761 -24.325493 -24.325493 -24.325493 -24.325493 -26.69677 -26.69677 -27.374336 -27.374336 -31.896996 -31.896996 -31.896996 -33.22912 -34.08342 -34.509857 -34.61001 -34.660454 -34.660454 -34.825745 -34.825745 -34.825745 -34.748695 -34.59034 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Silnik2_UchybBeta_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: PWM
Silnik2_PWM = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 5000.0 5000.0 5000.0 5000.0 5000.0 5001.0 5001.0 5001.0 5002.0 5004.0 5005.0 5005.0 5005.0 5005.0 5005.0 5008.0 5010.0 5010.0 5012.0 5013.0 5015.0 5016.0 5020.0 5021.0 5028.0 5028.0 5028.0 5030.0 5030.0 5032.0 5039.0 5042.0 5042.0 5042.0 5044.0 5044.0 5043.0 5042.0 5042.0 5042.0 5041.0 5041.0 5041.0 5040.0 5033.0 5033.0 5031.0 5018.0 5011.0 5010.0 5009.0 5005.0 5001.0 4989.0 4988.0 4987.0 4987.0 4980.0 4980.0 4970.0 4969.0 4969.0 4969.0 4936.0 4932.0 4932.0 4922.0 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Silnik2_PWM_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: RegAlfaRate
Silnik2_RegAlfaRate = [ 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.13492545 0.2887957 0.5654432 0.6928263 1.3975531 2.488948 2.488948 2.488948 5.542689 5.542689 6.3005915 6.76365 7.319504 7.319504 10.821445 11.498568 12.749613 14.596218 14.596218 18.070847 18.070847 23.177881 24.200163 32.367653 33.54237 33.54237 33.54237 33.54237 33.54237 45.89818 45.89818 45.89818 45.89818 52.50732 52.50732 51.282314 51.04195 51.109634 51.109634 50.800877 50.800877 50.315254 50.05074 46.157433 43.78188 43.11547 30.299423 25.016624 23.98982 23.98982 23.98982 14.049204 8.514623 8.514623 8.514623 1.1060729 1.1060729 -3.9810712 -11.501764 -11.501764 -19.00279 -21.682756 -40.123405 -43.67392 -47.21451 -54.505642 -55.56183 -55.56183 -61.302944 -61.302944 -61.302944 -61.302944 -76.80964 -85.91264 -97.2561 -97.2561 -100.59278 -104.473816 -106.838844 -112.41125 -117.65046 -117.65046 -109.669266 -109.669266 -111.55543 -111.773476 -111.773476 -111.773476 -111.977745 -111.977745 -111.977745 -105.914986 -105.914986 -100.655334 -100.655334 -100.655334 -100.655334 -91.54907 -90.17451 -88.9341 -88.9341 -84.957596 -81.21643 -77.75679 -77.75679 -77.75679 -77.75679 -77.75679 -68.240524 -62.791092 -61.51202 -61.51202 -44.883045 -24.45109 -24.45109 -13.199256 -10.968164 4.2313724 6.6635528 9.114004 9.114004 9.114004 17.67877 30.627527 35.60951 39.036816 39.036816 39.036816 46.63475 46.63475 46.63475 60.69155 60.69155 65.37513 65.37513 65.37513 65.163704 65.163704 63.61115 64.00014 65.71628 65.71628 65.71628 89.86606 89.86606 96.8698 96.8698 96.8698 91.7123 90.4234 90.899895 90.899895 92.59956 92.59956 106.98451 112.54988 112.84201 112.84201 112.84201 112.84201 110.91364 111.980675 113.742836 121.289604 122.84685 122.84685 129.19547 129.19547 136.05185 138.09683 139.15205 140.82129 140.82129 147.26305 147.26305 147.26305 152.01941 153.10582 154.24675 244.0153 244.0153 244.0153 239.96631 239.96631 239.96631 208.29076 151.964 89.69876 89.69876 89.69876 248.38824 135.27956 135.27956 135.27956 135.27956 169.34056 169.34056 253.5801 250.57622 222.65211 278.4199 278.4199 304.07483 304.07483 304.07483 208.1641 233.73181 204.09314 224.5327 257.62296 257.62296 300.12146 300.12146 333.36014 280.79733 219.51184 322.66144 282.2733 303.03058 367.2765 284.72845 370.92007 286.4903 286.4903 286.4903 342.60983 335.3062 378.02695 378.02695 418.85052 361.20743 359.75012 359.75012 379.9277 414.80258 414.80258 487.78815 344.99707 344.99707 344.99707 458.02756 483.34174 483.34174 483.34174 483.34174 488.95035 490.02588 494.80203 500.03586 500.03586 505.99377 508.17596 514.2009 517.90674 517.90674 517.90674 525.8637 525.8637 538.82764 538.82764 542.8292 542.8292 548.6821 550.9866 553.01465 553.01465 557.71826 559.21826 564.8046 564.8046 564.8046 564.8046 579.41693 597.2296 597.2296 604.28735 604.28735 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 29.777164 37.69409 40.551056 40.551056 40.551056 40.551056 55.116745 75.38471 79.202995 79.202995 98.15447 98.15447 98.15447 98.15447 98.15447 94.245186 90.909325 90.909325 76.56499 76.56499 62.420895 62.420895 62.420895 90.55796 90.55796 92.28285 97.25608 98.85634 98.85634 125.69189 131.84126 131.84126 86.15282 104.77821 108.68018 77.776436 77.776436 72.01391 72.01391 68.903465 58.55486 58.55486 87.58941 88.88694 88.88694 88.88694 90.51966 90.51966 90.51966 103.471436 106.36267 106.36267 129.56395 131.90321 141.07071 141.07071 92.47902 121.73294 121.73294 122.101364 122.101364 122.101364 122.101364 122.101364 122.101364 114.967545 111.35108 86.72471 86.72471 81.65194 125.86303 122.71737 133.85269 140.028 140.028 160.88013 160.88013 160.88013 173.01721 146.99898 109.50489 467.02026 229.81383 315.65106 237.1643 237.63802 237.63802 237.63802 343.90482 343.90482 343.90482 284.44357 319.80933 327.55328 314.3899 314.3899 294.93555 294.93555 310.6025 310.6025 397.9272 384.81903 384.81903 384.81903 384.81903 316.22833 316.22833 316.22833 320.3244 346.7184 438.33682 438.33682 438.33682 438.33682 407.30734 407.30734 344.00388 344.00388 400.7867 281.43195 381.5679 377.92688 560.1424 405.80307 436.51788 391.87885 387.1102 496.73996 401.01733 401.01733 392.74448 467.9625 380.03098 426.07513 427.16064 429.88638 429.88638 429.88638 435.00653 440.3943 445.781 452.23972 465.2935 465.2935 465.2935 465.2935 483.1277 508.726 508.726 518.5893 526.06775 529.7403 529.7403 533.62 533.62 539.0948 541.34564 541.34564 541.34564 548.2735 548.2735 555.68054 555.68054 559.4501 564.01514 562.9576 571.2291 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Silnik2_RegAlfaRate_Size = 3139; //Rozmiar wektora
// dane z pliku: Silnik2_log Parametr: RegBetaRate
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Silnik2_RegBetaRate_Size = 3139; //Rozmiar wektora
// dane z pliku: Magnetometr_log Parametr: X
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Magnetometr_X_Size = 3038; //Rozmiar wektora
// dane z pliku: Magnetometr_log Parametr: Y
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-6.5228086 -6.5087514 -6.51578 -6.4876657 -6.4876657 ];
Magnetometr_Y_Size = 3038; //Rozmiar wektora
// dane z pliku: Magnetometr_log Parametr: Z
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-3.0998695 -3.071755 -3.0998695 -3.0998695 -3.1209555 -3.0998695 -3.0998695 -3.0647264 -3.0858123 -3.0998695 -3.0998695 -3.1139266 -3.0998695 -3.1209555 -3.092841 -3.0998695 -3.0787835 -3.127984 -3.0787835 -3.0787835 -3.1209555 -3.0998695 -3.0998695 -3.0998695 -3.0998695 -3.0998695 -3.0998695 -3.0647264 -3.071755 -3.0787835 -3.050669 -3.106898 -3.1139266 -3.0576978 -3.0998695 -3.0998695 -3.0998695 -3.0998695 -3.0787835 -3.092841 -3.1209555 -3.0998695 -3.1209555 -3.0647264 -3.0998695 -3.1139266 -3.0998695 -3.092841 -3.0998695 -3.0998695 ];
Magnetometr_Z_Size = 3038; //Rozmiar wektora
|
b6518e1d608f525f8d67b19221e10dc7b1a3b13d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3754/CH25/EX25.5/25_5.sce
|
43bbf300c9cc7a42df2988213d1bbdc35507605c
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,159
|
sce
|
25_5.sce
|
clear//
//Variables
hie = 1.1 * 10**3 //hie (in ohm)
hre = 2.5 * 10**-4 //hre
hoe = 25.0 * 10**-6 //hoe (in mho)
RS = 10000.0 //Source resistance (in ohm)
hfe=50.0;beta=50.0;
rL = 1000.0 //ac.c load resistance (in ohm)
RB = 200.0 * 10**3 //Feedback resistor (in ohm)
RC = 5.0 * 10**3 //Collector resistance (in ohm)
//Calculation
rL = RC * RB / (RC + RB) //a.c. load resistance (in ohm)
Ai = hfe /(1 + hoe * rL) //Current gain
Ri = hie + hre * Ai * rL //Input resistance of the amplifier looking into the base (in ohm)
Av = Ai * rL / Ri //Voltage gain
RB1 = RB/(1 - (-17.4)) //Resistance (in ohm)
Ris = Ri * RB1 / (Ri + RB1) //Input resistance looking from source terminals (in ohm)
Avs = Av * Ris / (RS + Ris) //Voltage gain of the stage
//Result
printf("\n Ai is %0.2f \nAv is %0.2f \nAvs is %0.1f \nRi is %0.3f kilo-ohm.",Ai,Av,Avs,Ri*10**-3)
|
12984b3ebf0b20685443bd4d03264c25e5c0fe2b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/551/CH6/EX6.20/20.sce
|
2bf58487c5a6a57f04536ed07462d0491e5da5d1
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 721
|
sce
|
20.sce
|
clc
I=0.62; //kg/m^2
N1=2500; //rpm
w1=2*%pi*N1/60; //rad/s
m=1.9; //kg; Water equivalent of shaft bearings
cp=4.18;
T0=293; //K
t0=20; //0C
disp("(i)Rise in temperature of bearings")
KE=1/2*I*w1^2/1000; //kJ
dT=KE/(m*cp); //rise in temperature of bearings
disp("dT=")
disp(dT)
disp("0C")
t2=t0+dT;
disp("Final temperature of the bearings =")
disp(t2)
disp("0C")
T2=t2+273;
disp("(ii)Final r.p.m. of the flywheel")
AE=integrate('m*cp*(1-T0/T)', 'T', T0, T2);
UE=KE - AE;
disp("Available energy =")
disp(AE)
disp("kJ")
UAE=KE-AE;
disp("Unavailable energy =")
disp(UAE)
disp("kJ")
w2=sqrt(AE*10^3*2/I);
N2=w2*60/2/%pi;
disp("Final rpm of the flywheel =")
disp(N2)
disp("rpm")
|
b7c8e8febb3f99cb9534c9e887381a92b0de2d16
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1535/CH14/EX14.1/Ch14Ex1.sci
|
d9821a1aa92bd910e4458ca749de0bba10c37e75
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 719
|
sci
|
Ch14Ex1.sci
|
// Scilab Code Ex14.1: Spontaneous magnetisation of the substance: Page-306 (2010)
N = 6.023e+023; // Avogadro's number. per mole
A = 56; // Atomic weight of the substance, g/mole
d = 7.9; // Density of the substance, gram per cm cube
m_B = 9.27e-024; // Bohr's Magneton, joule per tesla
m = 2.2*m_B; // Magnetic moment of substance, joule per tesla
n = d*N/A*1e+006; // Number of atoms per unit volume of the substance, per metre cube
M = n*m; // Spontaneous magnetisation of the substance, ampere per metre
printf("\nThe spontaneous magnetisation of the substance = %4.2e ampere per metre", M);
// Result
// The spontaneous magnetisation of the substance = 1.73e+006 ampere per metre
|
7d7fcc2aae054efa646866d55e8f30cc52e67e26
|
f7e335e2af57c686554eb057f28ddd8d21aab1e4
|
/tests/fuzz/c-wsp/0079.tst
|
c145ba089b01c9d10c625c3f834ce1374f4152ef
|
[
"MIT"
] |
permissive
|
scravy/abnf
|
76515bd820b3b9d8e2dbc2cec2a2f845720a6022
|
cc4228f403b436cc4e34ff4d6a7def83922174be
|
refs/heads/master
| 2023-01-09T14:30:50.095268
| 2020-06-07T16:18:09
| 2020-06-07T16:18:09
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 5
|
tst
|
0079.tst
|
;6
|
9affc7d539240fbd5761b3438a681cfba9726e2b
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/269/CH9/EX9.1/ex1.sce
|
41d00bbf098d23059091775238e9f2d4ab255ddb
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 369
|
sce
|
ex1.sce
|
Syms t,s
disp('given')
disp('V=e^-t(sint) R1=1,R2=1,C=0.5,L=2')
disp('laplace transforming the ckt elements')
disp('Total impedance is')
z=((2*s^2+5*s+4)/(2*s^2+s+2))
disp(z)
disp('laplace transformed voltage is')
v=laplace('%e^(-t)*sin(2*t)',t,s)
disp(v)
disp('The current can be found as v/z')
i=v/z
disp(i,"The total current in s domain")
|
cbaf3e924890d2837a29e63f19e32c4395dc83f4
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2774/CH3/EX3.6/Ex3_6.sce
|
e9d1cec0ecb7235a417b07bcc5961e316cc86414
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 870
|
sce
|
Ex3_6.sce
|
clc
// initialization of variables
D=10/100 //diameter of cylinder in m
d=50/1000 //compression in spring in m
Patm=100000 // atmospheric pressure in Pa
K=10*1000 // spring constant converted in N/m
w=50*9.81 // weight of piston in Newton =mass*gravitational acceleration
// find the initial pressure in cylinder by force balance
A=(%pi*D^2)/4; // area of piston
P1=((Patm*A)+w)/A; // balancing forces on piston P1.A=Patm.A+W
// work done by air to raise the piston for 50mm if spring not present
Wgas=P1*A*d; // pressure*area= force and Work = Force* displacement
// work done on spring to compress
Wspring=(K*d^2)/2; // Work in j
// now total work done by air is sum of two works
Wnet=Wgas+Wspring; // Work in j
printf("The net work done by air is %.2f J",Wnet)
//The answer is approximated in textbook but here it is precise
|
116e621f9551ac87d5e44cddb4bf311a0aa47d5f
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/929/CH2/EX2.9/Example2_9.sce
|
b4fa9815fd1bf8b2cccd8032d478089ca43ff70b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 700
|
sce
|
Example2_9.sce
|
//Example 2.9
clear;
clc;
R1=10*10^3;
R3=R1;
R2=100*10^3;
R4=R2;
p=0.01;
emax=4*p;
Adm1=R2/R1;
Adm2n=emax*(R1+2*R2);
Adm2d=2*(R1+R2);
Adm2=1-(Adm2n/Adm2d);
Admin=Adm1*Adm2;
Acmax=(R2/(R1+R2))*emax;
cmrrm=20*log10(Admin/Acmax);
printf("(a) CMRR min=%.1f dB",cmrrm);
//2.9(b)
vdm=0;
vcm=10;
vO=vcm*Acmax+vdm*Admin;
printf("\n(b) Output Error vO=%.3f V",vO);
//2.9(c)
//CMRR=20*log((1+(R2/R1))/emax) -> 80=20*log((1+(R2/R1))/emax) -> 4=log((1+(R2/R1))/emax) ->10^4=(1+(R2/R1))/emax -> emax=10^4/(1+(R2/R1))
emax1=(1+(R2/R1))/(10^(4));
p=emax1/4;
pper=p*100;
printf("\n(c) Required Resistance Tolerance=%.4f percent",pper);
|
b925e1e69c4502772c3464ce993c26103ec69759
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/848/CH2/EX2.4/Example2_4.sce
|
82f0cff04f574898d8c70ae071f78e7ad3565926
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 459
|
sce
|
Example2_4.sce
|
//clear//
//Caption:Power flow in the core and cladding of step-index fiber
//Example 2.4
//page 62
clear;
close;
clc;
V = [22,39];
M =V^2/2;
Pcladd_P = (4/3)*(M.^(-0.5));
Pcore_P = 1- Pcladd_P;
disp(M,'Total number of modes')
disp(Pcladd_P*100,'Percentage of power propagates in the cladding')
//Result
// Total number of modes
// 242. 760.5
// Percentage of power propagates in the cladding
// 8.5709913 4.8349182
|
f4626aff6ce6f1bdb64fcfe3d7fc8400cb68e6b5
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3637/CH2/EX2.17/Ex2_17.sce
|
4b9aa58cc78c0e9891f8e65b9b3ffd0637ec8630
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 188
|
sce
|
Ex2_17.sce
|
//problem 17 pagenumber 2.100
//given
R=100e3;//ohm
IB=1e-6;//A
Vt=25e-3;//volt
v0=0;//volt
//determine Vin
Vin=(v0*2.3*Vt)+(R*IB);format(6);
disp("Vin = "+string(Vin)+" V");
|
41637fb22f47671b6afeea3b907787d83239f624
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/593/CH6/EX6.4/ex6_4.sce
|
f76c6c6f5c54245d64f2086e67f5b4a1aa3fedec
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,492
|
sce
|
ex6_4.sce
|
clear;
//clc();
// Example 6.4
// Page: 113
printf("Example-6.4 Page no.-113\n\n");
//***Data***//
m = 1;//[molal] Molality of the solution with respect to ethanol
M_water = 18;//[g/mol] molecular weight of water
// First we convert molality to mole fraction
x_ethanol = m/(m + 1000/M_water);
// For the low range of data point on figure 6.5(page 112), we can fit an equation
// (Specific volume ) = 0.018032 + 0.037002*x_ethanol - 0.039593*x_ethanol^(2) + 0.21787*x_ethanol^(3)
// This is applicable for (0 < x_ethanol < 0.04 ), which is the case we have
// So
v_tan = 0.018032 + 0.037002*x_ethanol - 0.039593*x_ethanol^(2) + 0.21787*x_ethanol^(3);//[L/mol]
// Now we will find the derivative of the specific volume with respect to x_ethanol at the known point x_ethanol
// (dv/dx_ethanol) = 0.037002 - 2*0.039593*x_ethanol + 3*0.21787*x_ethanol^(2)
// Hence
v_derv_tan = 0.037002 - 2*0.039593*x_ethanol + 3*0.21787*x_ethanol^(2);//[L/mol]
// By simple geometry from the figure 6.6(page 113) of the book we find
// a = v_tan + (1-x_tan)*(dv/dx_1)_tan
// b = v_tan - x_tan*(dv/dx_1)_tan
// We have a = v_ethanol and b = v_water
x_tan = x_ethanol;
// So
v_ethanol = v_tan + (1-x_tan)*(v_derv_tan);//[L/mol]
v_water = v_tan - x_tan*(v_derv_tan);//[L/mol]
printf(" Partial molar volume of the ethanol in the given solution is %f L/mol\n",v_ethanol);
printf(" Partial molar volume of the water in the given solution is %f L/mol",v_water);
|
32fbca7e49f39b8f32e06aafd51d5313c3036287
|
51ff72184c18739b069c3d969fa1781024c24dd4
|
/Unsigned/WtreeUnsigned.tst
|
ae36ce632370a5e517451f1fd38f34d2b0acc33e
|
[] |
no_license
|
adityavirajrao/lab4-
|
f2ee335475f6e7f8633fc8b2316e1f25d253586c
|
e0c548b675bc575d364adf674d5348dcaf01d4f4
|
refs/heads/main
| 2023-08-14T23:32:27.018188
| 2021-09-20T18:08:09
| 2021-09-20T18:08:09
| 408,095,419
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 325
|
tst
|
WtreeUnsigned.tst
|
load WtreeUnsigned.hdl,
output-file WtreeUnsigned.out,
compare-to WtreeUnsigned.cmp,
output-list a%B3.8.3 b%B3.8.3 out%B3.8.3 of%B3.1.3;
//2*3=6
set a %B00000010,
set b %B00000011,
eval,
output;
//5*6=30
set a %B00000101,
set b %B00000110,
eval,
output;
//20*20=400
set a %B00010100,
set b %B00010100,
eval,
output;
//
|
9c162efd79c08b0708ac14e5471cd9747603fd4d
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3543/CH2/EX2.2/Ex2_2.sce
|
7d8e18c4a5d03502eef732db5243867fda90471c
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,308
|
sce
|
Ex2_2.sce
|
// Example 2.2
// Calculation of (a) critical angle (b) acceptance angle and oblique angle (c) numerical aperature
// (d) percentage of light collected by the fiber and (e) diameter of fiber
// Page no 35
clc;
clear;
close;
// Given data
n1=1.5; // Refractive index of core
n2=1.45; // Refractive index of cladding
V=2.405; // Mode parameter
lambda=1.55 // Wavelength of fiber
// (a) Critical angle of the
theatha=asind(n2/n1);
// (b) Oblique angle
oa=90-theatha;
//Acceptance angle
t1=n1*sind(oa);
th1=asind(t1);
// (c) Numerical aperature
NA=sqrt(n1^2-n2^2);
// (d) Percentage of light collected in fiber
P=(NA)^2*100;
//(e) Diameter of fiber
d=V*lambda/%pi*(1/sqrt(n1^2-n2^2));
//Display result on command window
printf("\n Critical angle (degrees) = %0.0f ",theatha);
printf("\n Oblique angle (degrees) = %0.0f ",oa);
printf("\n Acceptance angle (degrees) = %0.0f ",th1);
printf("\n Numerical aperature = %0.4f ",NA);
printf("\n Percentage of light collected in fiber = %0.1f ",P);
printf("\n Diameter of fiber (micrometer) = %0.2f ",d);
|
41027c1dba32d0726a138ad2d3672baae38bfd8a
|
cac765899ef2f4a3fea7b30feb7d3cc9e32a4eb4
|
/src/graphisme/createFigure.sci
|
70b140f6ed43b162a2e942e2c0c410e108053fe1
|
[] |
no_license
|
clairedune/AsserVisu
|
136d9cb090f709a410f23d3138ab115b722066d2
|
f351f693bffd50b5ae19656a7fcb7b52e01d6943
|
refs/heads/master
| 2020-04-11T09:56:32.106000
| 2017-01-12T14:01:12
| 2017-01-12T14:01:12
| 1,187,919
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 3,000
|
sci
|
createFigure.sci
|
function drawTurtleTop(x,y,s)
plot(x,y,'.k');
xarc(x-(s/2),y+(s/2),s,s,0,360*64);
endfunction
function drawWheeledTurtleTop(wMr,s)
pose_wMr = pFromHomogeneousMatrix(wMr);
x = pose_wMr(1);
y = pose_wMr(2);
plot(x,y,'.k');
xarc(x-(s/2),y+(s/2),s,s,0,360*64);
// direction du turtle
pose_rMd = [s/2*1.2,0,0,0,0,0];
rMd = homogeneousMatrixFromPos(pose_rMd);
wMd = wMr*rMd;
xd = wMd(1,4);
yd = wMd(2,4);
nx = [x xd];
ny = [y yd];
xarrows(nx, ny) ;
// centre de la roue gauche
pose_rMg = [0,-s/4,0,0,0,0];
rMg = homogeneousMatrixFromPos(pose_rMg);
wMg = wMr*rMg;
// centre de la roue droite
pose_rMd = [0,+s/4,0,0,0,0];
rMd = homogeneousMatrixFromPos(pose_rMd);
wMd = wMr*rMd;
// dessin de la roue
oP = [0.1 0.11 0.1 -0.1 -0.11 -0.1 0.1
-0.04 0 0.04 0.04 0 -0.04 -0.04
0 0 0 0 0 0 0
1 1 1 1 1 1 1];
wPg = changeFramePoints(oP,wMg);
wPd = changeFramePoints(oP,wMd);
plot(wPg(1,:),wPg(2,:),'k') ;
plot(wPd(1,:),wPd(2,:),'k') ;
endfunction
function drawTurtleSide(x,z,s)
//// plot(x,z,'.k');
xrect(x-(s/2),z+(s/2),s,s);
endfunction
function hf = createFigure3D(number,titlefig,scale)
xset("window",number);
xset("pixmap",1);
xbasc()//effacement de la fenêtre
clear_pixmap()//et buffer
hf=scf(number);
hf.figure_name = titlefig;
ha=hf.children;
ha.box="on";
ha.view="3d";
ha.thickness=1;
ha.foreground=0;
axe=gca(); // recupere un pointeur sur les axes
axe.x_label.text="x"; // texte des label
axe.y_label.text="y"; // y label
axe.z_label.text="z"; // z label
//axe.data_bounds=[-scale,-scale,-scale;scale,scale,scale]; // set the boundary values for the x y and z axis
axe.isoview="off"; // empeche le changement d'echelle
axe.grid =[1 1 1];
axe.auto_clear = "off" ;
axe.data_bounds=[[-2,2]'; [-2,2]';[0,1]'];
endfunction
function hf = createPlanImage(number,xlimit,ylimit,titlefig)
xset("window",number);
xset("pixmap",1);
//xbasc()//effacement de la fenêtre
clear_pixmap()//et buffer
hf=scf(number);
hf.figure_name = titlefig;
ha=hf.children;
ha.box="on";
ha.view="2d";
ha.thickness=1;
ha.foreground=0;
axe=gca(); // recupere un pointeur sur les axes
axe.data_bounds=[xlimit'; ylimit'];
axe.grid =[0.1 0.1 -0.1];
axe.auto_clear = "off" ;
endfunction
function hf = createFigure2D(number,titlefig)
xset("window",number);
xset("pixmap",1);
xbasc()//effacement de la fenêtre
clear_pixmap()//et buffer
hf=scf(number);
hf.figure_name = titlefig;
ha=hf.children;
ha.box="on";
ha.view="2d";
ha.thickness=1;
ha.foreground=0;
axe=gca(); // recupere un pointeur sur les axes
auto_resize = "on"
//axe.data_bounds=[0,0;10,2];
axe.grid =[1 1 -1];
axe.auto_clear = "off" ;
endfunction
|
be41227f8b8c6ca7affdfc58dc67be68bb1736ca
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1691/CH6/EX6.1/Exmp6_1.sce
|
f906fc229b98eb113c92d0199ab07cac50518ce4
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 752
|
sce
|
Exmp6_1.sce
|
//Example 6.1
clc
ibq=(20-0.7)/1.5
format(6)
disp(ibq,"(i) I_BQ(in mA) = V_CC-V_BE / R_B =")
icq=50*12.87
format(7)
disp(icq,"I_CQ(in mA) = beta * I_BQ =")
disp("(ii) V_CC = I_CQ*R_L + V_CEQ")
vceq=20-(643.5*16*10^-3)
format(5)
disp(vceq,"Therefore, V_CEQ(in V) = V_CC - I_CQ*R_L =")
format(6)
pdc=20*643.5*10^-3
disp(pdc,"(iii) P_DC(in W) = V_CC * I_CQ =")
disp("(iv) P_ac Peak current i_b = 9 mA")
ic=50*9
format(4)
disp(ic,"i_c(in mA) = beta * i_b =")
icm=450/sqrt(2)
format(8)
disp(icm,"Therefore, i_c(rms) = I_rms(in mA) = i_c(peak) / sqrt(2) =")
pac=318.19^2*16*10^-6
format(7)
disp(pac,"Therefore, P_ac(in W) = (I_rms)^2 * R_L =")
n=(1.619*100)/12.87
disp(n,"(v) Efficiency eta(in percentage) = P_ac/P_DC * 100 =")
|
b7ddc29db827de24065c697bee239a85e6a6b191
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3689/CH9/EX9.8/9_8.sce
|
fa28a34ed51b7e64a9b919963049669885da57b6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 336
|
sce
|
9_8.sce
|
////Variable Declaration
xCS2 = 0.3502 //Mol fraction of CS2, g/L
pCS2 = 358.3 //Partial pressure of CS2, torr
p0CS2 = 512.3 //Total pressure, torr
//Calculations
alpha = pCS2/p0CS2
gama = alpha/xCS2
//Results
printf("\n Activity of CS2 %5.4f atm",alpha)
printf("\n Activity coefficient of CS2 %5.4f atm",gama)
|
d6953befffdce3613ebad9763949eb24d1a49fca
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3515/CH2/EX2.2/Ex2_2.sce
|
340898a068960fa3ecb6431dfd781cc2f832cd1b
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,114
|
sce
|
Ex2_2.sce
|
// Exa 2.2
format('v',7);
clc;
clear;
close;
// Given data
unCox= 100;// in µA/V^2
unCox= unCox*10^-6;// in A/V^2
L= 1;//in µm
L= L*10^-6;// in m
W=10;// in µm
W=W*10^-6;// in m
V_GS= 1.5;// in V
Vt= 0.7;// in V
// For V_DS= 0.5 V
V_DS= 0.5;// in V
if V_DS<= (V_GS-Vt) then
I_D= unCox*W/L*[(V_GS-Vt)*V_DS-V_DS^2/2];
I_D= I_D*10^6;// in µA
disp(I_D,"The device is in triode region. SO the drain current in the triode region in µA is : ")
else
I_D= unCox*W/(2*L)*(V_GS-VT)^2;
I_D= I_D*10^6;// in µA
disp(I_D,"The device is in saturation region. SO the drain current in the saturation region in µA is : ")
end
// For V_DS= 0.9 V
V_DS= 0.9;// in V
if V_DS<= (V_GS-Vt) then
I_D= unCox*W/L*[(V_GS-Vt)*V_DS-V_DS^2/2];
I_D= I_D*10^6;// in µA
disp(I_D,"The device is in triode region. So the drain current in the triode region in µA is : ")
else
I_D= unCox*W/(2*L)*(V_GS-Vt)^2
I_D= I_D*10^6;// in µA
disp(I_D,"The device is in saturation region. So drain current in the saturation region in µA is : ")
end
|
1ac9880198fee43c88be404c7097d297351fda39
|
13d93c2922005af35056d015f1ae3ebebe05ee31
|
/scilab/physique/mecanique/cinematique/velo_cycloide/velo_cycloide.sce
|
24a7304a8533c436edadc4d86c623997ba224660
|
[] |
no_license
|
scls19fr/openphysic
|
647cc2cdadbdafd050d178e02bc3873bd2b07445
|
67bdb548574f4feecb99b60995238f12f4ef26da
|
refs/heads/master
| 2021-04-30T23:16:26.197961
| 2020-11-16T20:21:17
| 2020-11-16T20:21:17
| 32,207,155
| 1
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 260
|
sce
|
velo_cycloide.sce
|
clear;
V=5;
R=0.35;
OMEGA=V/R;
t=[0:0.05:1]';
N=size(t,"r");
x1=R*cos(-OMEGA*t)+V*t;
x2=R*cos(-OMEGA*t);
x3=V*t;
y1=R*sin(-OMEGA*t);
y2=ones(N,1);
isoview(0,4,-2,2) // isoview(xmin,xmax,ymin,ymax)
plot2d(x1,y1,style=-1);
plot2d(x3,y2,style=-1);
|
6bf654d96eff3433de038aabc37c90fe712ce6a7
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/48/CH3/EX3.14/eg_3_14.sce
|
b0501f2d82d2ccf96a61bf3368b54788abf84c46
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 916
|
sce
|
eg_3_14.sce
|
clear;
clc;
i=1;
//all combinations of 2 variable inputs
f(:,1)=[0;0;1;1];
f(:,2)=[0;1;0;1];
//verifying D'morgan first law
for a=0:1
for b=0:1
f(i,3)=bitcmp(bitor(a,b),1);
f(i,4)=bitand(bitcmp(a,1),bitcmp(b,1));
i=i+1;
end
end
disp(" a b (a+b)^ a^b^");
disp(f);
disp("Therefore (a+b)^=a^ b^ ");
//verfying D'morgan 2nd law
i=1;
for a=0:1
for b=0:1
f(i,3)=bitcmp(bitand(a,b),1);
f(i,4)=bitor(bitcmp(a,1),bitcmp(b,1));
i=i+1;
end
end
disp(" a b (ab)^ a^+b^");
disp(f);
//proving D'morgans laws theoritically
disp("(a+b)^=a^.b^");
disp("(a.b)^=a^+b^");
disp("we have show that (a+b)(a+b)^=0 and (a+b)+a^.b^=1");
disp("(a+b)a^b^=aa^b^+ba^b^=0+a^bb^=0+0=0");
disp("(a+b)+a^b^=a+b+a^b^=a+b+a^=b+a+a^=b+1=1");
disp("This proves the first Dmorgan law and in the similar way 2nd law can also be proved");
|
3893930b39a340e71c33dcbbb8a5c7c8f98d8bfb
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1223/CH2/EX2.11/Ex2_11.sce
|
c556e510f1e1008020cbde5b391bae1eaea21761
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 166
|
sce
|
Ex2_11.sce
|
clear;
clc;
//Example 2.11
I=0.01;//(A) diode current
V_Y=1.7;//(V) forward bias voltage drop
Vt=0.2;//(V)
R=(5-V_Y-Vt)/I;
printf('\nresistance=%0.1f Ohm',R)
|
9fa5448933190f464bb9d49834f5fb2f65e1d828
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1244/CH6/EX6.2/Example62.sce
|
917757afb5d14f763194d1630e9cea11c77623b6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,110
|
sce
|
Example62.sce
|
// Display mode
mode(0);
// Display warning for floating point exception
ieee(1);
clc;
disp("Principles of Heat Transfer, 7th Ed. Frank Kreith et. al Chapter - 6 Example # 6.2 ")
//Diameter in m
D = 0.01;
//Wall thickness in m
t = 0.02/100;
//Massflow rate in kg/s
m = 0.05;
//Inlet temperature in degree C
Tin = 35;
//Outlet temperature in degree C
Tout = 45;
//Assuming a constant tube temp. in degree C
T = 100;
//From Table 16 in Appendix 2, we get the following properties for oil at
//40°C
//Density in kg/m3
rho = 876;
//Specific heat in J/kgK
c = 1964;
//Thermal conductivity in W/mK
k = 0.144;
//Dynamic viscosity in Ns/m2
mu = 0.21;
//Prandtl number
Pr = 2870;
//Reynolds Number is
Re = (4*m)/((%pi*D)*mu);
//For laminar flow and constant temperature assumption
//Nusselt number
Nu = 3.66;
//Heat transfer coefficient in W/m2K
hc = (Nu*k)/D;
//Heat transfer rate in W
q = (m*c)*(Tout-Tin);
//LMTD in degree K
LMTD = (T-Tout-(T-Tin))/log((T-Tout)/(T-Tin));
disp("Length of pipe in m is")
//Length of pipe in m
L = q/(((%pi*D)*hc)*LMTD)
|
9ecd46e45b3302781f5a425eacb2a196fca3a962
|
0ade4f8a7ec375e54db514312b562334ab304d3e
|
/data/benchmark/Korns_03.tst
|
66e382dc6a304995f57f991dcfa553544ec3c6fe
|
[] |
no_license
|
zeta1999/go-pge
|
39ac86612d4a90c1e53d2c45c1177e98b3bcf4e4
|
99a4b600185145bcc047e8e42cecfd2346b6b16d
|
refs/heads/master
| 2021-01-01T11:10:20.053388
| 2014-01-16T16:06:50
| 2014-01-16T16:06:50
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 125,039
|
tst
|
Korns_03.tst
|
x y z v w
f(xs)
-48.880198 33.706728 23.673570 0.214643 -30.209115 -8.004111
6.607781 48.770677 36.669921 10.871048 22.803557 -4.951449
19.456641 30.884565 -29.242741 38.438273 11.452923 -2.318399
-2.865354 -17.654652 -8.060507 26.405941 -44.006958 -6.511304
-43.134079 -28.625387 -13.001726 26.654936 -24.355500 -10.169024
-1.327166 49.936681 46.327463 -21.882351 20.822225 -6.834264
17.573256 -47.851502 -44.779947 24.857407 44.821494 -5.183464
30.252759 -39.192731 -6.495650 36.099836 24.708260 -5.128337
24.763222 -25.310549 37.576429 18.191407 29.176858 -5.826455
31.745103 -33.129015 6.096222 -25.612637 -24.896820 -1.734394
13.272543 -5.233669 -41.686443 39.247841 16.664901 -2.894932
15.138618 26.705913 0.230846 -37.132901 -1.125547 104.875004
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49.199986 37.985563 -32.022422 22.942951 -18.188632 -2.864587
-29.783643 -28.481596 30.073949 33.833856 7.287243 7.972953
-41.239888 -36.418119 2.951884 48.584536 -34.465454 -9.716895
40.841374 37.133393 12.135496 -16.230810 38.347482 -7.799630
-9.755014 17.321794 33.690524 -46.916393 -43.155222 -3.988329
12.392164 -17.829736 8.772221 -35.856597 -4.201066 11.698582
-10.683426 -0.991623 -8.565355 32.712769 11.637872 0.668541
1.113233 -37.895082 27.662850 49.348542 -24.182503 -8.773748
4.483129 -0.419001 -1.927568 35.073427 -3.334709 -20.454605
20.183625 -13.211685 -42.178118 -23.305348 -40.547286 -3.671294
-23.044333 32.706653 -20.581817 -44.715754 41.756930 -6.227046
-18.021545 7.147877 -22.381922 -31.640404 -19.924559 -4.264173
27.988476 6.179250 23.008541 33.198658 -2.385002 -7.203792
41.166406 -19.453316 30.230516 47.271711 -33.381620 -5.737241
34.305995 30.107694 45.591616 6.138279 -35.948705 -4.092144
49.476492 12.436301 2.212250 -39.380331 -36.512024 -1.419831
20.834000 -13.338887 -19.702844 -35.723255 -27.267115 -2.051455
6.511989 -9.868258 -5.985313 7.469099 -33.067324 -5.472016
-4.935825 -0.339883 46.183217 29.284937 1.600383 29.298586
-8.686472 -48.095265 -19.016235 -13.454252 -5.311638 -6.728231
-24.327594 -31.672768 40.719816 -13.882440 -26.264667 -6.134550
-41.258858 -20.459033 6.382954 -7.824124 49.545716 -4.321397
11.989084 -18.049258 -12.805796 31.141351 -4.868251 -13.079633
16.385557 -44.644527 -36.759453 20.582541 49.399525 -5.301113
47.284734 -11.159968 39.269756 10.485664 3.593979 -23.545039
37.396580 -31.557842 -2.542601 -17.218967 -41.116542 -3.270915
31.318742 30.283269 0.098855 37.282808 22.890589 -4.890042
|
d8b30c25a6e89dd8d29e5d2b227e2111a52a2f31
|
6e257f133dd8984b578f3c9fd3f269eabc0750be
|
/ScilabFromTheoryToPractice/Programming/testelse.sce
|
43bd272d3c2ddc8d293d03304797f41d4aefe241
|
[] |
no_license
|
markusmorawitz77/Scilab
|
902ef1b9f356dd38ea2dbadc892fe50d32b44bd0
|
7c98963a7d80915f66a3231a2235010e879049aa
|
refs/heads/master
| 2021-01-19T23:53:52.068010
| 2017-04-22T12:39:21
| 2017-04-22T12:39:21
| 89,051,705
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 72
|
sce
|
testelse.sce
|
x=1;
if x<>0 then txt='x is non-zero';
// no else ...
end
disp(txt)
|
4dce9054f94b4ef7ec8b5e781570e9f41564086b
|
a62e0da056102916ac0fe63d8475e3c4114f86b1
|
/set6/s_Electronic_Circuits_M._H._Tooley_995.zip/Electronic_Circuits_M._H._Tooley_995/CH3/EX3.12/Ex3_12.sce
|
3396d734780a3001ac0a972cdc8db8f7a32ab7ef
|
[] |
no_license
|
hohiroki/Scilab_TBC
|
cb11e171e47a6cf15dad6594726c14443b23d512
|
98e421ab71b2e8be0c70d67cca3ecb53eeef1df6
|
refs/heads/master
| 2021-01-18T02:07:29.200029
| 2016-04-29T07:01:39
| 2016-04-29T07:01:39
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 177
|
sce
|
Ex3_12.sce
|
errcatch(-1,"stop");mode(2);//Ex:3.12
;
;
c=150*10^-6;//in farads
r=2*10^6;//in ohms
V_s=150;//in volts
V_c=0.8187*V_s;
printf("Capacitor voltage = %f V",V_c);
exit();
|
3ccdbb80c516ff70cdc45641945a8468194a9508
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/779/CH9/EX9.18/9_18.sce
|
f8bae500e10f848397e2132bfb0f190ecbc534cb
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 281
|
sce
|
9_18.sce
|
m = 50 ; // in kg/h
Th = 23+273; // Home temperature
// State 1
T1 = 150+273;
h1 = 2746.4;
s1 = 6.8387;
// State 2
h2 = 419.0;
s2 = 1.3071;
T0 = 318;
//
b1 = h1-(T0*s1);
b2 = h2-(T0*s2);
Q_max = m*(b1-b2)/(T0/Th-1);
disp("kW",Q_max/3600,"The maximum cooling rate is")
|
6f241125735f6332a7bb3178cbc399f75b1ef953
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/839/CH9/EX9.2/Example_9_2.sce
|
f14ebb69def06feda3cc6af3cd678c25bae7ed37
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 499
|
sce
|
Example_9_2.sce
|
//clear//
clear;
clc;
//Example 9.2
//Given
Dt = 6; //[ft]
h = 2; //[ft]
n = 90/60; //[rps]
mu = 12*6.72*10^-4; //[lb/ft-s]
g = 32.17; //[ft/s^2]
rho = 93.5; //[lb/ft^3]
Da = 2; // [ft]
Nre = Da^2*n*rho/mu;
//Froude number
Nfr = n^2*Da/g;
//From Table 9.1
a = 1;
b = 40.0;
//Using Eq.(9.19)
m = (a-log(Nre)/2.303)/b;
//Using Fig. 9.12, curve D,
Np = 1.07;
//Corrected valus of Np
Np = Np*Nfr^m;
//Form Eq.(9.20)
P = Np*rho*n^3*Da^5/g //[ft-lbf/s]
P = P/550 //[hp]
|
99679cca8bf0b9b2d6853cbd892d030209539543
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/2300/CH4/EX4.7.2/Ex4_2.sce
|
8955a0f7d6e10bed56ff854feacebb8e90fafd93
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 508
|
sce
|
Ex4_2.sce
|
//scilab 5.4.1
//windows 7 operating system
//chapter 4:Metal-Semiconductor Contacts
clc
clear
//given
// as per given data barrier height =Vbi=intercept on Vr axis=0.4 V
Es=11.7*8.854*(10^-12)//Es=permittivity of semiconductor;11.7=dielectric constant of silicon
e=1.6*10^(-19)//e=charge of an electron
m=4.4*10^(15)//m=slope of (1/C^2) vs Vr plot of a Schottky contact in(cm^4)(F^-2)(V^-1)
//m=2/(e*Es*Nd)
Nd=(2*10^8)/(e*Es*m)//Nd=donor concentration in silicon in m^-3
disp("m^-3",Nd,"Nd=")
|
7c68d6ef7ffdbfa7360fc69380bb82339b2b7006
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/70/CH5/EX5.5.2/5_5_2.sci
|
2e0b68631ee4cd106df8262ac4270d7dc0ec902d
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 140
|
sci
|
5_5_2.sci
|
//282
clear;
close;
clc;
i=sqrt(-1);
x=[1 i]';
y=[2+1*i 2-4*i]';
disp(x'*x,'Length of x squared:');
disp(y'*y,'Length of y squared:');
//end
|
fa46db0a23568218d24d7e073f7fd14f67020674
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3651/CH7/EX7.1/1.sce
|
be10786177df02af023a40b0f00f0c714b9c54c6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 352
|
sce
|
1.sce
|
//variable declaration
r1 = 7; //in radians
r2 = 3; //in radians
d1 = 4; //Converting from mm to radians
d2 = 6; //Converting from mm to radians
//calculations
D = (r2-r1)/(d2*10**3-d1*10**3) //Divergence
//Result
printf('Divergence = %0.3f *10**-3 radian \n',(D*10**3))
|
8b557de5e7404baa8d9f498146b1e52970b1b188
|
ca37630078dae7d11f9db5dd0ba8c59a3a4ccf6a
|
/Drivers/sw/LCDHTA.tst
|
903dc165d3d20378a794919bc1cb41562050d445
|
[
"LicenseRef-scancode-warranty-disclaimer"
] |
no_license
|
ourbread/mcuoneclipse
|
528b3914c1e03adcbfb35e9e48f8a64e91d84410
|
06e43f18d8147c30949998d2e994f8b3f657eac7
|
refs/heads/master
| 2020-12-25T01:43:46.321781
| 2013-04-29T09:32:09
| 2013-04-29T09:32:09
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 286
|
tst
|
LCDHTA.tst
|
%-Standard test file created by Bean Wizard 1.26
%if Language='ANSIC'
%else %- Language (& Compiler)
%error^ This bean is not implemented in selected language & compiler !
%endif %- Language (& Compiler)
%if %LCD_Nof_Lines > "2"
%error only up to 2 LCD lines are supported!
%endif
|
325756d8e1013b9355c7cb16aefd59861f226d23
|
8217f7986187902617ad1bf89cb789618a90dd0a
|
/source/2.5/macros/mtlb/mtlb_eval.sci
|
b76bb0baa1b2bd9655f8d89274af35cad4bbfe39
|
[
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] |
permissive
|
clg55/Scilab-Workbench
|
4ebc01d2daea5026ad07fbfc53e16d4b29179502
|
9f8fd29c7f2a98100fa9aed8b58f6768d24a1875
|
refs/heads/master
| 2023-05-31T04:06:22.931111
| 2022-09-13T14:41:51
| 2022-09-13T14:41:51
| 258,270,193
| 0
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,447
|
sci
|
mtlb_eval.sci
|
function r=mtlb_eval(%s1,%s2)
[lhs,rhs]=argn()
if exists('m2scilib')==0 then load('SCI/macros/m2sci/lib'),end
%prot=funcprot();funcprot(0)
//
deff('r=isanmfile(s)','r=%f');
res_path=[];logfile=-1;batch=%t;fnam='%fun';dquote='''';lcount=1;
level=[0,0];sciexp=0;
sciparam();[vnms,vtps]=m2sci_init()
//
deff('%fun()',%s1)
%txt=ins2sci(mmodlst(macr2lst(%fun)),4,vnms,vtps)
%txt(find(part(%txt,1:2)=='//'))=[]
%txt(1)=[];%txt($-1:$)=[];disp(%txt)
//
%r=0
%nold=size(who('get'),'*')
%r=execstr(%txt,'errcatch')
if %r<>0&rhs==2 then
deff('%fun()',%s2)
%txt=ins2sci(mmodlst(macr2lst(%fun)),4,vnms,vtps)
%txt(find(part(%txt,1:2)=='//'))=[]
%txt(1)=[];%txt($-1:$)=[];disp(%txt)
%nold=size(who('get'),'*')
%r=execstr(%txt,'errcatch')
else
%nold=%nold+1
end
nams=who('get');
if size(nams,'*')<=%nold then
r=0
return
end
nams=nams(1:$-%nold)
%r=funcprot(%prot);
if nams=='ans' then
r=ans
else
r=[];
execstr(lhsargs(nams)+'=resume'+rhsargs(nams))
end
function [vnms,vtps]=m2sci_init()
vnms=[],vtps=list()
vnms=[vnms;['%i','i']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%i','j']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%nan','NaN']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%nan','nan']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%inf','Inf']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%inf','inf']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%pi','pi']],
vtps($+1)=list('1','1','1',0)
vnms=[vnms;['%eps','eps']],
|
0760f5fecc887af299ff0fa2b789203aa2a5a0e4
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1946/CH9/EX9.13/Ex_9_13.sce
|
0a124036c2b35da051022fcb29ee1ab3e7d7ebcf
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 405
|
sce
|
Ex_9_13.sce
|
// Example 9.13;//output photo current
clc;
clear;
close;
e=1.6*10^-19;//elecronic charge
rp=10^11;//photons per second
hf=1.28*10^19;// energy in joule
n=1;//efficency
C=3*10^8;//SPEED of light in meter per second
ht=6.62*10^-34;//plank constt.
Po=(rp/hf)*10^9;//incident optical power in micro watt
Ip=(n*Po*10^-6*e)/(hf);//output photo current
disp(Ip,"output photo current in ampere is")
|
210e5c0de07e7b8debb9c4ff6cd1ad9b5f9cf326
|
e04f3a1f9e98fd043a65910a1d4e52bdfff0d6e4
|
/New LSTMAttn Model/.data/form-split/GOLD-TEST/xty.tst
|
873c717c77704f8b2493e638a74f6455d4abb8a7
|
[] |
no_license
|
davidgu13/Lemma-vs-Form-Splits
|
c154f1c0c7b84ba5b325b17507012d41b9ad5cfe
|
3cce087f756420523f5a14234d02482452a7bfa5
|
refs/heads/master
| 2023-08-01T16:15:52.417307
| 2021-09-14T20:19:28
| 2021-09-14T20:19:28
| 395,023,433
| 3
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 23,652
|
tst
|
xty.tst
|
ta³ndaʔ³a⁴ ni¹-ta³ndaʔ³a⁴ V;PFV;LGSPEC1
ta¹xin¹ ta¹xin¹ V;IRR
ku³-ta⁴tan⁴ ku¹³-ta⁴tan⁴ V;PFV;LGSPEC2
nda³-chaʔ⁴bi³ nda³-chaʔ⁴bi³ V;IRR
ku³-ni³ni³ ju¹³-ni³ni³ V;PFV;LGSPEC2
niʔ¹i⁴ ni¹⁴i¹⁴ V;IRR;NEG
ka³ka³ ni¹-xi¹ka³ V;PFV;LGSPEC1
ya³tan³ ya⁴tan³ V;IPFV
nda³-ya¹⁴kun² nda¹⁴-ya¹⁴kun² V;IRR;NEG
ta¹⁴ni³ i⁴ta¹⁴ni³ V;IPFV
ta³xaʔ⁴a⁴ ta¹⁴xaʔ⁴a⁴ V;IRR;NEG
ku³-xi⁴ni⁴ ni¹-ku³-xi⁴ni⁴ V;PFV;LGSPEC1
nda³-kwi³so³, ndi³-kwi³so³ nda¹³-kwi³so³ V;PFV;LGSPEC2
ki³taʔ⁴an⁴ sa¹⁴-ki³taʔ⁴an⁴ V;IRR;NEG
nda³ndo³o³ nda¹⁴ndo³o³ V;IRR;NEG
ku³un³ ku³un³ V;IRR
ku³-i³tun⁴ ni¹-ku³-i³tun⁴ V;PFV;LGSPEC1
nda³-tu¹u³ nda³-tu¹u³ V;IRR
ka³sun² ka¹³sun² V;PFV;LGSPEC2
ku³-naʔ³a⁴ ku¹⁴-naʔ³a⁴ V;IRR;NEG
kaʔ³bi³ ni¹-kaʔ³bi³ V;PFV;LGSPEC1
ku³ni² ji¹³ni² V;PFV;LGSPEC2
ku³-ndo³so⁴ ju⁴-ndo³so⁴ V;IPFV
ka³tu⁴ ni¹-ka³tu⁴ V;PFV;LGSPEC1
ka³na³ ni¹-ka³na³ V;PFV;LGSPEC1
xo⁴kwi¹in¹ ni¹-xo¹⁴kwi¹in¹ V;PFV;LGSPEC1
xi³kwiʔ⁴na⁴ xi¹⁴kwiʔ⁴na⁴ V;IRR;NEG
kaʔ¹a¹ kaʔ⁴a¹ V;IPFV
xa³nda⁴ xa³nda⁴ V;IRR
nda³-ki³si³ ni¹-nda³-ki³si³ V;PFV;LGSPEC1
ka³ndwaʔ¹a³ ka³ndwaʔ¹a³ V;IRR
tiʔ³bi³ tiʔ¹⁴bi³ V;IRR;NEG
nda³kaʔ¹nu¹ ni¹-nda³kaʔ¹nu¹ V;PFV;LGSPEC1
xi¹ni³ xi⁴ni¹³ V;IPFV
ku³-ndo³so⁴ ku³-ndo³so⁴ V;IRR
ku³u² xiʔ¹i¹ V;PFV;LGSPEC2
ka³ni² ni¹-xa³ni² V;PFV;LGSPEC1
ko³o³ xi⁴yo¹³ V;IPFV
taʔ¹yu¹ taʔ¹yu¹ V;IRR
nda³-ta³ba⁴ nda³-ta³ba⁴ V;IRR
ku¹ndaʔ¹a³ ni¹-ju¹ndaʔ¹a³ V;PFV;LGSPEC1
kwi¹so³ kwi¹⁴so¹³ V;IRR;NEG
sa⁴-yuʔ³bi² ni¹-sa⁴-yuʔ³bi² V;PFV;LGSPEC1
kwi³nda²a² ni¹-jui³nda²a² V;PFV;LGSPEC1
ke³-baʔ¹a³ ke¹⁴-baʔ¹a³ V;IRR;NEG
ta³xi³kwaʔ⁴a⁴ ta³xi³kwaʔ⁴a⁴ V;IRR
ko¹ko³ ko¹ko³ V;PFV;LGSPEC2
chi³chin⁴ chi⁴chin⁴ V;IPFV
ku³-ndaʔ¹yu¹ ku⁴-ndaʔ¹yu¹ V;IPFV
nda³ka³ni³ni² nda¹³ka³ni³ni² V;PFV;LGSPEC2
ku³-xaʔ³an² ku¹³-xaʔ³an² V;PFV;LGSPEC2
ka³sa³ ka³sa³ V;IRR
nda³-ko³to³ ni¹-nda³-ko³to³ V;PFV;LGSPEC1
ta¹ni¹ ta¹ni¹ V;IRR
chi³pa⁴chi¹ chi³pa⁴chi¹ V;IRR
xa¹a¹ ni¹-xa¹a¹ V;PFV;LGSPEC1
nda³sa³ nda³sa³ V;IRR
kaʔ³ni⁴ ni¹-xaʔ³ni⁴ V;PFV;LGSPEC1
tu³un² tu¹³un² V;PFV;LGSPEC2
sa³ña⁴ sa³ña⁴ V;IRR
kwa³chi³ cha¹³chi³ V;PFV;LGSPEC2
sa⁴-kwi³ko⁴ sa⁴-kwi³ko⁴ V;IPFV
xi³kwe⁴nda² (alto es xo³kwe⁴nda²) xi¹⁴kwe⁴nda² V;IRR;NEG
chi³nduʔ⁴u⁴ ni¹-chi³nduʔ⁴u⁴ V;PFV;LGSPEC1
ndu³-ka⁴xi³ ni¹-ndu³-ka⁴xi³ V;PFV;LGSPEC1
ndo¹o³ ndo¹o³ V;IRR
taʔ³bi⁴ taʔ¹³bi⁴ V;PFV;LGSPEC2
kwi¹i⁴ kwi¹⁴i¹⁴ V;IRR;NEG
tu³u⁴ ni¹-tu³u⁴ V;PFV;LGSPEC1
a³sa³ ni¹-i³xa³ V;PFV;LGSPEC1
ya¹ni³ ya⁴ni¹³ V;IPFV
ku³-xiʔ³na³ ni¹-ku³-xiʔ³na³ V;PFV;LGSPEC1
nda³kwi³in³ nda⁴kwi³in³ V;IPFV
nda³kwi³in³ nda³kwi³in³ V;IRR
ku³-nda³si⁴ ku¹³-nda³si⁴ V;PFV;LGSPEC2
chi³pa⁴chi¹ chi¹³pa⁴chi¹ V;PFV;LGSPEC2
ta¹ni¹ ta¹⁴ni¹ V;IRR;NEG
ku³-ndi³chi² ni¹-ju³-ndi³chi² V;PFV;LGSPEC1
ka³si² sa⁴si² V;IPFV
ndu³-tu¹u¹ ni¹-ndu³-tu¹u¹ V;PFV;LGSPEC1
niʔ¹i⁴ niʔ¹i⁴ V;PFV;LGSPEC2
ndo¹o³ ndo¹⁴o¹³ V;IRR;NEG
ndu³-ku³na⁴ ndu³-ku³na⁴ V;IRR
ku³-ti¹ki³xin⁴ ku⁴-ti¹ki³xin⁴ V;IPFV
xi¹nu³ xi¹⁴nu¹³ V;IRR;NEG
nda³-ka³na³ nda³-ka³na³ V;IRR
nda³kuʔ³u⁴ nda¹³kuʔ³u⁴ V;PFV;LGSPEC2
ka¹sun¹ ka¹sun¹ V;PFV;LGSPEC2
ndo³ko³o⁴ ndo¹³ko³o⁴ V;PFV;LGSPEC2
nda³kwe¹ta³ nda¹³kwe¹ta³ V;PFV;LGSPEC2
ku³-ti³saʔ⁴ma³ ku³-ti³saʔ⁴ma³ V;IRR
nu¹ma¹ nu¹ma¹ V;PFV;LGSPEC2
naʔ¹na¹ ni¹-naʔ¹na¹ V;PFV;LGSPEC1
ku³-ndi³xi³ ku¹⁴-ndi³xi³ V;IRR;NEG
kaʔ³ma³ ni¹-kaʔ³ma³ V;PFV;LGSPEC1
xa¹xa¹ xa¹⁴xa¹ V;IRR;NEG
nda³chi³i⁴ ni¹-nda³chi³i⁴ V;PFV;LGSPEC1
kaʔ³a³ ni¹-kaʔ³a³ V;PFV;LGSPEC1
nda³ka³ba³ nda⁴ka³ba³ V;IPFV
nda³i³ni² nda⁴i³ni² V;IPFV
ku³-na³mi⁴ ju⁴-na³mi⁴ V;IPFV
ta³kweʔ³e² ta³kweʔ³e² V;IRR
ndu³ku³xa³ ndu¹⁴ku³xa³ V;IRR;NEG
ka³kwi¹in¹ xa⁴kwi¹in¹ V;IPFV
ka³ndi⁴xa³ ka³ndi⁴xa³ V;IRR
nda³-kwi¹in¹ ni¹-nda³-kwi¹in¹ V;PFV;LGSPEC1
nda³chi⁴ nda⁴chi⁴ V;IPFV
ki¹ni⁴ ki¹ni⁴ V;PFV;LGSPEC2
ku³-nda³si⁴ ku³-nda³si⁴ V;IRR
tu³xi⁴ tu⁴xi⁴ V;IPFV
chioʔ¹o⁴ ni¹-chioʔ¹o⁴ V;PFV;LGSPEC1
nda³kwaʔ¹a³ nda¹³kwaʔ¹a³ V;PFV;LGSPEC2
ndaʔ³a² ndaʔ¹⁴a² V;IRR;NEG
nda³ka³ba³ nda¹⁴ka³ba³ V;IRR;NEG
chi³chin⁴ chi³chin⁴ V;IRR
ku³-nda⁴a⁴ ni¹-ku³-nda⁴a⁴ V;PFV;LGSPEC1
tu¹xuʔ⁴u² tu¹xuʔ⁴u² V;IRR
ku³-nda³si⁴ ku⁴-nda³si⁴ V;IPFV
taʔ³bi⁴ ni¹-taʔ³bi⁴ V;PFV;LGSPEC1
sa⁴-na³na³ sa⁴-na³na³ V;IPFV
ka³ti¹in³ ka¹³ti¹in³ V;PFV;LGSPEC2
ndu¹xin¹ ndu¹xin¹ V;IRR
ndo³o³ ndo⁴o⁴ V;IPFV
ka¹xan⁴ ka⁴xan¹⁴ V;IPFV
ku³-nda³tu³ ku³-nda³tu³ V;IRR
tiʔ³bi⁴ ni¹-tiʔ³bi⁴ V;PFV;LGSPEC1
su³ku⁴ ni¹-su³ku⁴ V;PFV;LGSPEC1
i¹chi¹ ni¹-i¹chi¹ V;PFV;LGSPEC1
ki¹ni⁴ ki¹ni⁴ V;IRR
ku³ndu³ndu² ni¹-ju³ndu³ndu² V;PFV;LGSPEC1
nda³-naʔ¹a¹ ni¹-nda³naʔ¹a¹ V;PFV;LGSPEC1
nda³chi⁴ nda¹⁴chi⁴ V;IRR;NEG
ki³ni⁴ ki¹³ni⁴ V;PFV;LGSPEC2
ta¹xi⁴ ta¹xi⁴ V;IRR
sa⁴-ndo³to³ sa¹⁴-ndo³to³ V;IRR;NEG
kaʔ¹a¹ kaʔ¹a¹ V;PFV;LGSPEC2
ndiʔ³i³ ndiʔ³i³ V;IRR
ku³u² xiʔ⁴i¹ V;IPFV
ke¹e³ ke¹e³ V;PFV;LGSPEC2
sa⁴-to¹o³ sa⁴-to¹o³ V;IPFV
nda³ta⁴ nda¹⁴ta⁴ V;IRR;NEG
ndu³-ma¹ni¹ ndu³-ma¹ni¹ V;IRR
nda³-taʔ³bi⁴ nda⁴-taʔ³bi⁴ V;IPFV
xi³kwiʔ⁴na⁴ xi⁴kwiʔ⁴na⁴ V;IPFV
ku³-nuʔ³ni² ku³-nuʔ³ni² V;IRR
ndu³-baʔ¹a³ ndu³-baʔ¹a³ V;IRR
ki³si³ ni¹-ki³si³ V;PFV;LGSPEC1
ndu³toʔ³ni³ ndu¹⁴toʔ³ni³ V;IRR;NEG
chuʔ³u⁴ chuʔ⁴u⁴ V;IPFV
ko¹yo³ ko¹yo³ V;PFV;LGSPEC2
ta³an⁴ ta⁴an²⁴ V;IPFV
ta³seʔ⁴e² ta³seʔ⁴e² V;IRR
nda³tuʔ⁴un⁴ nda¹³tuʔ⁴un⁴ V;PFV;LGSPEC2
ku³-laʔ⁴la¹ ku⁴-laʔ⁴la¹ V;IPFV
ku³-ta³ka³a³ ni¹-ju³-ta³ka³a³ V;PFV;LGSPEC1
ka³ko¹o³ xa¹³ko¹o³ V;PFV;LGSPEC2
kaʔ³a³ kaʔ³a³ V;IRR
nde¹e³ nde¹⁴e¹³ V;IRR;NEG
ta³xi³ ni¹-ta³xi³ V;PFV;LGSPEC1
ku³nda³si² ni¹-ju³nda³si² V;PFV;LGSPEC1
ka³si² ni¹-sa³si² V;PFV;LGSPEC1
sa⁴-yuʔ³bi² sa¹⁴-yuʔ³bi² V;IRR;NEG
ndu³-ka⁴xi³ ndu¹⁴-ka⁴xi³ V;IRR;NEG
ku³xi³ ku³xi³ V;IRR
su¹kun¹ su⁴kun¹ V;IPFV
kaʔ³ni⁴ kaʔ¹⁴ni⁴ V;IRR;NEG
nda³-ki³si³ nda⁴-ki³si³ V;IPFV
ta³xaʔ⁴a⁴ ni¹-ta³xaʔ⁴a⁴ V;PFV;LGSPEC1
xiʔ¹⁴ñu³ xiʔ¹⁴ñu³ V;PFV;LGSPEC2
sa³na³ sa³na³ V;IRR
ke¹yu⁴ ke¹yu⁴ V;PFV;LGSPEC2
xa³xa⁴ xa³xa⁴ V;IRR
taʔ³bi⁴ taʔ³bi⁴ V;IRR
nda³ka³ni³ni² ni¹-nda³ka³ni³ni² V;PFV;LGSPEC1
ku³-ñu³u⁴² ku¹³-ñu³u⁴² V;PFV;LGSPEC2
nda³-ka³na³ nda¹³-ka³na³ V;PFV;LGSPEC2
ka¹ña¹ ka¹⁴ña¹ V;IRR;NEG
nduʔ¹u⁴ nduʔ¹u⁴ V;IRR
sa⁴-ka³xan⁴ sa¹⁴-ka³xan⁴ V;IRR;NEG
kaʔ³bi³ kaʔ³bi³ V;IRR
sa⁴-kiʔ³in³ sa¹⁴-kiʔ³in³ V;PFV;LGSPEC2
nda³ndi³i⁴ ni¹-nda³ndi³i⁴ V;PFV;LGSPEC1
ya¹⁴kun² i⁴ya¹⁴kun² V;IPFV
ndi³kweʔ³e² ndi¹³kweʔ³e² V;PFV;LGSPEC2
ndu³-i⁴ta⁴ ndu¹³-i⁴ta⁴ V;PFV;LGSPEC2
ka³ba⁴ ka³ba⁴ V;IRR
nda³kwaʔ¹a³ nda⁴kwaʔ¹a³ V;IPFV
kwi¹in¹ xi¹in¹ V;PFV;LGSPEC2
kwi¹in¹ xi⁴in¹ V;IPFV
ku³nduʔ⁴u⁴ ju⁴nduʔ¹⁴u⁴ V;IPFV
sa⁴-ka³sun² ni¹-sa⁴-ka³sun² V;PFV;LGSPEC1
ku³na¹⁴ni³ ju¹³na¹⁴ni³ V;PFV;LGSPEC2
ndu³-si¹i⁴ ndu³-si¹i⁴ V;IRR
kaʔ³yu⁴ kaʔ³yu⁴ V;IRR
ndu³ta³ ndu⁴ta³ V;IPFV
ko³nda²a² jo⁴nda⁴a² V;IPFV
ko¹ko³ ko⁴ko¹³ V;IPFV
ku³-laʔ⁴la¹ ku¹³-laʔ⁴la¹ V;PFV;LGSPEC2
nda³-ka³a⁴ nda¹³ka³a⁴ V;PFV;LGSPEC2
ko³ko³ ni¹-xi¹xi¹ V;PFV;LGSPEC1
kaʔ³ndi² ni¹-kaʔ³ndi² V;PFV;LGSPEC1
ku³si⁴ki²⁴ ku¹⁴si⁴ki²⁴ V;IRR;NEG
nda³-ki³si³ nda¹³-ki³si³ V;PFV;LGSPEC2
sa³-kwe⁴nda² sa⁴-kwe⁴nda² V;IPFV
ku³-nu¹mi⁴ ju⁴-nu¹mi⁴ V;IPFV
ku³tu³ ni¹-xi³tu³ V;PFV;LGSPEC1
nda³keʔ³e⁴ nda³keʔ³e⁴ V;IRR
ndo³ko³o⁴ ndo¹⁴ko³o⁴ V;IRR;NEG
kaʔ³bi³ kaʔ⁴bi³ V;IPFV
sa⁴-ndaʔ³bi² sa¹⁴-ndaʔ³bi² V;IRR;NEG
ndu³i³ko⁴ / ndu³kwi³ko⁴ ndu³i³ko⁴ V;IRR
nda³-xa³a³ nda¹⁴-xa³a³ V;IRR;NEG
kwe³e² kwe³e² V;IRR
ndu³ku³xa³ ndu³ku³xa³ V;IRR
nda³xin³ nda³xin³ V;IRR
nda³xiʔ³i⁴ nda¹⁴xiʔ³i⁴ V;IRR;NEG
tu¹un¹ tu¹un¹ V;PFV;LGSPEC2
kaʔ¹an¹ kaʔ¹⁴an¹ V;IRR;NEG
ku³-chi³tu⁴ ju⁴-chi³tu⁴ V;IPFV
ku³u² ni¹-xiʔ¹i¹ V;PFV;LGSPEC1
ka¹kan¹ xi¹kan¹ V;PFV;LGSPEC2
nda³xiʔ³i⁴ ni¹-nda³xiʔ³i⁴ V;PFV;LGSPEC1
xi¹⁴ko³ xi¹⁴ko³ V;IRR
su³-kwe⁴nda² su¹⁴-kwe⁴nda² V;IRR;NEG
ti³so⁴ ti¹³so⁴ V;PFV;LGSPEC2
nda³ndi³so³ nda³ndi³so³ V;IRR
nda³kuʔ³u⁴ nda⁴kuʔ³u⁴ V;IPFV
kwiʔ¹in³ kwiʔ¹⁴in³ V;IRR;NEG
kwiʔ¹in³ xiʔ⁴in¹³ V;IPFV
ki³ni⁴ ni¹-ki³ni⁴ V;PFV;LGSPEC1
nda³i³ni² ni¹-nda³i³ni² V;PFV;LGSPEC1
nda³-sa¹ka¹ nda¹³-sa¹ka¹ V;PFV;LGSPEC2
taʔ¹bi⁴ taʔ¹⁴bi¹⁴ V;IRR;NEG
nda³ka¹tuʔ⁴un⁴ nda⁴ka¹tuʔ⁴un⁴ V;IPFV
nda³a³ nda³a³ V;IRR
cha³ka³ta⁴ cha⁴ka³ta⁴ V;IPFV
ka³nda²a² ka¹³nda²a² V;PFV;LGSPEC2
ndu³-bi⁴chi⁴ ni¹-ndu³-bi⁴chi⁴ V;PFV;LGSPEC1
nda³i³chi² nda¹³i³chi² V;PFV;LGSPEC2
ndu³-yaʔ⁴bi³ ndu³-yaʔ⁴bi³ V;IRR
ku³-na³a⁴ ku¹³-na³a⁴ V;PFV;LGSPEC2
ndu³-ndi³i⁴ ndu³-ndi³i⁴ V;IRR
nda³ta³a³ nda³ta³a³ V;IRR
sa¹a⁴ sa⁴a¹⁴ V;IPFV
ndu³-si¹i⁴ ndu¹³-si¹i⁴ V;PFV;LGSPEC2
ku³ma¹ni⁴ ku¹⁴ma¹ni⁴ V;IRR;NEG
nda³-ko¹o³ ni¹-nda³-ko¹o³ V;PFV;LGSPEC1
nda³-ya¹⁴kun² nda³-ya¹⁴kun² V;IRR
ya¹⁴kun² ni¹-ya¹⁴kun² V;PFV;LGSPEC1
chuʔ³u⁴ chuʔ¹³u⁴ V;PFV;LGSPEC2
ya¹⁴kun² kwa¹⁴ ya¹⁴kun² V;IRR;NEG
kaʔ¹nu¹ kaʔ¹nu¹ V;IRR
xi¹⁴ko³ ni¹-xi¹⁴ko³ V;PFV;LGSPEC1
nda³-ndu³ku⁴/ndu³ku⁴ nda¹⁴-ndu³ku⁴ V;IRR;NEG
ka³ni² ka¹⁴ni² V;IRR;NEG
xi¹⁴ko³ kwa¹⁴ xi¹⁴ko³ V;IRR;NEG
ko³-nde³e⁴ ko¹³-nde³e⁴null V;PFV;LGSPEC2
ku³-yaʔ⁴bi³ ju⁴-yaʔ⁴bi³ V;IPFV
nda³ka³ta³ ni¹-nda³ka³ta³ V;PFV;LGSPEC1
ku³-xaʔ¹a¹ ---- V;IRR;NEG
ndu³-yaʔ⁴bi³ ndu¹⁴-yaʔ⁴bi³ V;IRR;NEG
ka³ni² xa⁴ni² V;IPFV
sa⁴-sa¹a⁴ sa¹⁴-sa¹a⁴ V;IRR;NEG
ndo¹o³ ndo¹o³ V;PFV;LGSPEC2
ti¹⁴bi³ i⁴ti¹⁴bi³ V;IPFV
ndu³-kwa¹chi³ ndu⁴-kwa¹chi³ V;IPFV
na³na³ na¹⁴na³ V;IRR;NEG
ya¹⁴kun² ya¹⁴kun² V;PFV;LGSPEC2
nda³kin² nda¹⁴kin² V;IRR;NEG
chi³ka² chi⁴ka² V;IPFV
ku³-niʔ³i³ ku³-niʔ³i³ V;IRR
ndaʔ¹yu¹ ni¹-ndaʔ¹yu¹ V;PFV;LGSPEC1
nda³ko⁴ ni¹-nda³ko⁴ V;PFV;LGSPEC1
kuʔ¹un¹ kuʔ¹un¹ V;IRR
ka¹tu⁴ ka⁴tu¹⁴ V;IPFV
niʔ¹i⁴ niʔ⁴i¹⁴ V;IPFV
ka¹sun¹ ka¹⁴sun¹ V;IRR;NEG
ka¹kan¹ ka¹⁴kan¹ V;IRR;NEG
na³na³ na¹³na³ V;PFV;LGSPEC2
ka³ti¹in³ ka⁴ti¹in³ V;IPFV
ta³ya² ta¹⁴ya² V;IRR;NEG
xi³kwaʔ⁴a⁴ xi⁴kwaʔ⁴a⁴ V;IPFV
yuʔ¹⁴bi² yuʔ¹⁴bi² V;IRR
ko³ndoʔ³o³ ndoʔ⁴o⁴ V;IPFV
ka³-ta³ni³ ka¹⁴-ta³ni³ V;IRR;NEG
kwaʔ³nu³ kwaʔ¹⁴nu³ V;IRR;NEG
ko³ndoʔ³o³ ko¹⁴ndoʔ³o³ V;IRR;NEG
kuʔ³u² kuʔ¹⁴u² V;IRR;NEG
sa⁴-ndaʔ³bi² sa¹⁴-ndaʔ³bi² V;PFV;LGSPEC2
ti³chaʔ⁴ni³ ti¹⁴chaʔ⁴ni³ V;IRR;NEG
kwa¹xin³ kwa¹xin³ V;IRR
ko³ko³ ko¹⁴ko³ V;IRR;NEG
ku³-ti¹sun¹ ku¹³-ti¹sun¹ V;PFV;LGSPEC2
ku¹un⁴ ku¹un⁴ V;PFV;LGSPEC2
tiʔ³nu³ tiʔ³nu³ V;IRR
chi³ndaʔ³a⁴ chi⁴ndaʔ³a⁴ V;IPFV
nda³-tu¹u⁴ ni¹-nda³-tu¹u⁴ V;PFV;LGSPEC1
xi¹ni³ ni¹-xi¹ni³ V;PFV;LGSPEC1
ndu³-ndi³i⁴ ndu¹⁴-ndi³i⁴ V;IRR;NEG
ku³-nde³ta³ ku¹⁴-nde³ta³ V;IRR;NEG
sa¹ña⁴ sa¹ña⁴ V;IRR
su¹kun¹ su¹kun¹ V;PFV;LGSPEC2
ki³xa²a² ki¹³xa²a² V;PFV;LGSPEC2
ka³-taʔ³nu³ ka¹⁴-taʔ³nu³ V;IRR;NEG
ku³-nuʔ³ni² ni¹-ju³-nuʔ³ni² V;PFV;LGSPEC1
ka³ta³ xi⁴ta³ V;IPFV
kwi¹ya⁴ kwi¹ya⁴ V;IRR
tu¹u³ ni¹-tu¹u³ V;PFV;LGSPEC1
ndu³-ku³na⁴ ni¹-ndu³-ku³na⁴ V;PFV;LGSPEC1
kwi¹ko⁴ kwi¹⁴ko¹⁴ V;IRR;NEG
ku¹nuʔ¹u⁴ ku¹⁴nuʔ¹u⁴ V;IRR;NEG
ku³-naʔ³a⁴ ni¹-ku³-naʔ³a⁴ V;PFV;LGSPEC1
ku³-le³ke³ ku¹⁴-le³ke³ V;IRR;NEG
kiaʔ³bi¹³ kiaʔ⁴bi¹³ V;IPFV
ka¹ba¹ ka¹ba¹ V;IRR
ko³seʔ⁴e² ni¹-jo³seʔ⁴e² V;PFV;LGSPEC1
ka³ndiʔ³i³ ka⁴ndiʔ³i³ V;IPFV
nda³kwi³in³ ni¹-nda³kwi³in³ V;PFV;LGSPEC1
ndu³-xi¹nu¹ ndu⁴-xi¹nu¹ V;IPFV
ku³chi³ chi⁴chi³ V;IPFV
xa¹⁴ni² kwa¹⁴ xa¹⁴ni² V;IRR;NEG
ku³nduʔ⁴u⁴ ku¹⁴nduʔ⁴u⁴ V;IRR;NEG
keʔ³e⁴ keʔ³e⁴ V;IRR
ke³e³ ke¹³e³ V;PFV;LGSPEC2
kaʔ¹a¹ kaʔ¹⁴a¹ V;IRR;NEG
nda³ka¹a¹ nda⁴ka¹a¹ V;IPFV
nda³-chi³kun² nda¹³-chi³kun² V;PFV;LGSPEC2
ku³-xi⁴ni⁴ ku⁴-xi⁴ni⁴ V;IPFV
ku³-ta³ni³ ni¹-ju³-ta³ni³ V;PFV;LGSPEC1
ta³xi³kwaʔ⁴a⁴ ta¹³xi³kwaʔ⁴a⁴ V;PFV;LGSPEC2
ke¹nu³ ke¹⁴nu³ V;IRR;NEG
sa⁴-ka³xan⁴ sa⁴-ka³xan⁴ V;IPFV
nda³ku³ni² ni¹-nda³ku³ni² V;PFV;LGSPEC1
ku³-ta³ni³ ju¹³-ta³ni³ V;PFV;LGSPEC2
si⁴-kwe¹kun¹ (sa⁴-kwe¹kun¹) si⁴-kwe¹kun¹ V;IRR
ku³-yaʔ⁴bi³ ju¹³-yaʔ⁴bi³ V;PFV;LGSPEC2
ti³su⁴ku²⁴ ti³su⁴ku²⁴ V;IRR
ka³si⁴ ka¹³si⁴ V;PFV;LGSPEC2
xiʔ¹⁴ni³ ni¹-xiʔ¹⁴ni³ V;PFV;LGSPEC1
ku³-chaʔ¹mba⁴ ku⁴-chaʔ¹mba⁴ V;IPFV
koʔ³ni⁴ koʔ¹⁴ni⁴ V;IRR;NEG
ndu³-ndi³kun² ndu⁴-ndi³kun² V;IPFV
cha³ka³ba³ cha¹³ka³ba³ V;PFV;LGSPEC2
sa⁴-ndo³to³ sa¹⁴-ndo³to³ V;PFV;LGSPEC2
sa⁴-nda³ba³ sa¹⁴-nda³ba³ V;IRR;NEG
ko¹ko³ ko¹ko³ V;IRR
tu¹u³ tu⁴u¹³ V;IPFV
ka³kiʔ¹i³ ka³kiʔ¹i³ V;IRR
keʔ³e⁴ ni¹-keʔ³e⁴ V;PFV;LGSPEC1
kwi³ko⁴ xi⁴ko⁴null V;IPFV
sa⁴-nda³ba³ sa¹⁴-nda³ba³ V;PFV;LGSPEC2
xi³kwaʔ⁴a⁴ xi¹⁴kwaʔ⁴a⁴ V;IRR;NEG
ti³nda²a² ti⁴nda²a² V;IPFV
ku¹ndaʔ¹a³ ku¹ndaʔ¹a³ V;IRR
ka³kwi¹in³ ni¹-xa³kwi¹in³ V;PFV;LGSPEC1
nda³ka³ni² ni¹-nda³ka³ni² V;PFV;LGSPEC1
ku³-ba³ta⁴ ni¹-ku³-ba³ta⁴ V;PFV;LGSPEC1
ndu³-tiʔ⁴bi³ ndu³-tiʔ⁴bi³ V;IRR
nda³i³ni² nda³i³ni² V;IRR
ku³-ni³ni³ ju⁴-ni³ni³ V;IPFV
ndu³-bi³ta⁴² ndu¹³-bi³ta⁴² V;PFV;LGSPEC2
ka³ba⁴ ka⁴ba⁴ V;IPFV
kuʔ¹un¹ ni¹-xaʔ¹an¹ V;PFV;LGSPEC1
ku³un³ ku¹⁴un³ V;IRR;NEG
taʔ¹nda¹ taʔ¹nda¹ V;PFV;LGSPEC2
cha³ka³ta⁴ cha¹⁴ka³ta⁴ V;IRR;NEG
ndu³-ku³tu⁴ ni¹-ndu³-ku³tu⁴ V;PFV;LGSPEC1
ku³-yo⁴ko¹ ku³-yo⁴ko¹ V;IRR
xi³i² xi⁴i² V;IPFV
chi³kun² chi³kun² V;IRR
ndu³su⁴ku²⁴ ndu³su⁴ku²⁴ V;IRR
ka³xaʔ⁴an² ka¹⁴xaʔ⁴an² V;IRR;NEG
sa⁴-xi¹nu³ / ja⁴-xi¹nu³ ni¹-ja⁴xi¹nu³ V;PFV;LGSPEC1
ka³tu⁴ ka⁴tu⁴ V;IPFV
kwe³ta³ kwe³ta³ V;IRR
ta¹ku¹ ta¹ku¹ V;IRR
ndo³ko³to² ni¹-ndo³ko³to² V;PFV;LGSPEC1
sa⁴-kwi³ko⁴ ni¹-sa⁴-kwi³ko⁴ V;PFV;LGSPEC1
chi³kun² chi¹³kun² V;PFV;LGSPEC2
ka³nda³ba³ ka³nda³ba³ V;IRR
ku³-ñu³u⁴² ni¹-ku³-ñu³u⁴² V;PFV;LGSPEC1
kwa³ku³ ni¹-xa³ku³ V;PFV;LGSPEC1
ka³ndi³chi² ndi⁴chi² V;STAT
ka¹sun¹ ka¹sun¹ V;IRR
ka³kiʔ¹i³ ka⁴kiʔ¹i³ V;IPFV
ka³xaʔ⁴ni³ ka¹³xaʔ⁴ni³ V;PFV;LGSPEC2
ndu³-ku³nduʔ⁴u⁴ ni¹-ndu³-ku³nduʔ⁴u⁴ V;PFV;LGSPEC1
ndu³kwi³ko⁴ ndu¹³kwi³ko⁴ V;PFV;LGSPEC2
ku³-kaʔ³an³ ku¹⁴-kaʔ³an³ V;IRR;NEG
ku¹sun¹ ku¹sun¹ V;IRR
ku³-laʔ⁴la¹ ni¹-ku³-laʔ⁴la¹ V;PFV;LGSPEC1
ku³-chaʔ¹mba⁴ ku¹³-chaʔ¹mba⁴ V;PFV;LGSPEC2
tu³un² ni¹-tu³un² V;PFV;LGSPEC1
xo⁴kwi¹in¹ xo⁴kwi¹in¹ V;IPFV
ku³-xi⁴ni⁴ ku³-xi⁴ni⁴ V;IRR
nda³-na¹ma³ nda¹³-na¹ma³ V;PFV;LGSPEC2
ya³tan³ ya³tan³ V;IRR
ndu³su⁴ku²⁴ ndu¹⁴-su⁴ku²⁴ V;IRR;NEG
ndu³-ku³nduʔ⁴u⁴ ndu¹⁴-ku³nduʔ⁴u⁴ V;IRR;NEG
ndu³-ndi³xi³ ndu¹⁴-ndi³xi³ V;IRR;NEG
kaʔ³ma³ kaʔ¹⁴ma³ V;IRR;NEG
ku³-baʔ¹a³ ku³-baʔ¹a³ V;IRR
ka¹sun¹ ni¹-ka¹sun¹ V;PFV;LGSPEC1
na³ma⁴ na⁴ma⁴ V;IPFV
naʔ¹na¹ naʔ¹⁴na¹ V;IRR;NEG
ka³niʔ¹i³ ni¹-ka³niʔ¹i³ V;PFV;LGSPEC1
ka³ndi⁴xa³ ka¹³ndi⁴xa³ V;PFV;LGSPEC2
ndu³-baʔ¹a³ ndu¹⁴-baʔ¹a³ V;IRR;NEG
sa⁴-ti¹⁴bi³ sa⁴-ti¹⁴bi³ V;IPFV
nda³-tiʔ³bi³ nda¹⁴-tiʔ³bi³ V;IRR;NEG
cha³kwi³in³ i⁴in⁴ V;STAT
ka³si² ka³si² V;IRR
ko³nde³e³ ni¹-jo³nde³e³ V;PFV;LGSPEC1
chi³keʔ⁴le¹ chi¹⁴keʔ⁴le¹ V;IRR;NEG
xa³a³ ni¹-xa³a³ V;PFV;LGSPEC1
ku³-ñu³u³ ju⁴-ñu³u³ V;IPFV
nda³nuʔ³u³ nda¹³nuʔ³u³ V;PFV;LGSPEC2
chi³i³ chi¹⁴i³ V;IRR;NEG
ki¹⁴tu³ in⁴ki¹⁴tu³ V;IPFV
ku³-nda¹a⁴ ni¹-ku³-nda¹a⁴ V;PFV;LGSPEC1
nda³kwe¹ta³ ni¹-nda³kwe¹ta³ V;PFV;LGSPEC1
nda³-ndu³ku⁴/ndu³ku⁴ nda⁴-ndu³ku⁴ V;IPFV
ka³sa³chiu⁴un⁴ ni¹-i³xa³chiu⁴un⁴ V;PFV;LGSPEC1
ti³so⁴ ti¹⁴so⁴ V;IRR;NEG
sa⁴-ndiʔ¹i³ sa⁴-ndiʔ¹i³ V;IPFV
ta³xi³kwaʔ⁴a⁴ ni¹-ta³xi³kwaʔ⁴a⁴ V;PFV;LGSPEC1
sa¹ña⁴ ni¹-sa¹ña⁴ V;PFV;LGSPEC1
nda³koʔ³ma⁴ nda¹⁴koʔ³ma⁴ V;IRR;NEG
nda³-tu¹u⁴ nda¹³-tu¹u⁴ V;PFV;LGSPEC2
ka³ta³ ni¹-xi³ta³ V;PFV;LGSPEC1
ka³xi⁴ ka¹⁴xi⁴ V;IRR;NEG
nda³ndi³i⁴ nda³ndi³i⁴ V;IRR
taʔ¹bi⁴ ni¹-taʔ¹bi⁴ V;PFV;LGSPEC1
xa³ka³ xa⁴ka³ V;IPFV
kwi¹ta¹ xi⁴ta¹ V;IPFV
chi³kuʔ³ba² ni¹-chi³kuʔ³ba² V;PFV;LGSPEC1
ka³ndi³so³ ni¹-ka³ndi³so³ V;PFV;LGSPEC1
ki³ni⁴ ki¹⁴ni⁴ V;IRR;NEG
nda³kuʔ³u⁴ nda¹⁴kuʔ³u⁴ V;IRR;NEG
tu³u⁴ tu⁴u²⁴ V;IPFV
ka³sun² ka³sun² V;IRR
ko³ndo³ ko³ndo³ V;IRR
sa⁴-kaʔ³a³ sa⁴-kaʔ³a³ V;IPFV
xi³kwaʔ⁴a⁴ ni¹-xi³kwaʔ⁴a⁴ V;PFV;LGSPEC1
ki³xa²a² ki⁴xa²a² V;IPFV
taʔ¹yu¹ taʔ⁴yu¹ V;IPFV
tu³tu⁴ ni¹-tu³tu⁴ V;PFV;LGSPEC1
ti¹in³ ti⁴in¹³ V;IPFV
ta¹nda³² ta¹⁴nda³² V;IRR;NEG
ku³-su⁴ku²⁴ ku¹³-su⁴ku²⁴ V;PFV;LGSPEC2
ka³-ta³ni³ ka¹³-ta³ni³ V;PFV;LGSPEC2
tiʔ³bi³ tiʔ¹³bi³ V;PFV;LGSPEC2
ndi³ko³ ndi¹⁴ko³ V;IRR;NEG
na³ma³ na¹³ma³ V;PFV;LGSPEC2
nda³ba³ nda¹⁴ba³ V;IRR;NEG
ndo³ko³o⁴ ndo⁴ko³o⁴ V;IPFV
ta³chi⁴ñu³ ta⁴chi⁴ñu³ V;IPFV
nda³ndi³i³ nda¹³ndi³i³ V;PFV;LGSPEC2
kwa¹ñu¹ kwa¹⁴ñu¹ V;IRR;NEG
nda³-nu¹na⁴ ni¹-nda³-nu¹na⁴ V;PFV;LGSPEC1
ke¹ta³ ke¹⁴ta¹³ V;IRR;NEG
xi¹⁴nda² xi¹⁴nda² V;PFV;LGSPEC2
nda³sa¹ma³ nda⁴sa¹ma³ V;IPFV
xiʔ¹⁴ñu³ i⁴xiʔ¹⁴ñu³ V;IPFV
sa⁴-chuʔ¹⁴ma¹ sa¹⁴-chuʔ¹⁴ma¹ V;IRR;NEG
ndu³naʔ³a² (tu⁴ni¹) ni¹-ndu³naʔ³a² V;PFV;LGSPEC1
xi³i² xi¹⁴i² V;IRR;NEG
sa⁴-ndu¹xin¹ sa⁴-ndu¹xin¹ V;IRR
ndu³-ka⁴chi¹ ndu¹⁴-ka⁴chi¹ V;IRR;NEG
nda³ka¹xin³ ni¹-nda³ka¹xin³ V;PFV;LGSPEC1
sa⁴-chuʔ¹⁴ma¹ chuʔ¹⁴ma¹ V;STAT
ka³ko¹o³ ka³ko¹o³ V;IRR
chuʔ¹⁴ma¹ ni¹-chuʔ¹⁴ma¹ V;PFV;LGSPEC1
ka³ndi³so³ ka³ndi³so³ V;IRR
ku³-nda¹a⁴ ku¹⁴-nda¹a⁴ V;IRR;NEG
ka³nduʔ⁴u⁴ ja⁴nduʔ⁴u⁴ V;IPFV
ke¹nu³ ni¹-ke¹nu³ V;PFV;LGSPEC1
ku¹ndaʔ¹a³ ku¹⁴ndaʔ¹a³ V;IRR;NEG
choʔ¹ma⁴ choʔ¹ma⁴ V;PFV;LGSPEC2
ta³ba⁴ ta¹⁴ba⁴ V;IRR;NEG
ndu³-yaʔ⁴bi³ ndu¹³-yaʔ⁴bi³ V;PFV;LGSPEC2
nda³chi³i⁴ nda¹³chi³i⁴ V;PFV;LGSPEC2
nda³-ka¹ya¹ nda¹³ka¹ya¹ V;PFV;LGSPEC2
nda³ndi³so³ nda¹³ndi³so³ V;PFV;LGSPEC2
sa⁴-nde³ta³ ka¹³nde³ta³ V;PFV;LGSPEC2
chi³nde³e⁴ chi¹³nde³e⁴ V;PFV;LGSPEC2
ka³ni⁴nu³ ka³ni⁴nu³ V;IRR
ndaʔ³ba² ndaʔ¹³ba² V;PFV;LGSPEC2
ku³-su⁴ku²⁴ ku⁴-su⁴ku²⁴ V;IPFV
tu¹xi⁴ tu¹xi⁴ V;IRR
sa³ka⁴ ni¹-sa³ka⁴ V;PFV;LGSPEC1
nda³ka³ti³ nda¹³ka³ti³ V;PFV;LGSPEC2
chuʔ¹⁴ma¹ chuʔ¹⁴ma¹ V;PFV;LGSPEC2
ndi³kweʔ³e² ndi³kweʔ³e² V;IRR
ku³-yu⁴ma⁴ ku⁴-yu⁴ma⁴ V;IPFV
ku³-nde³ta³ ju¹³-nde³ta³ V;PFV;LGSPEC2
xiʔ¹⁴ni³ xiʔ¹⁴ni³ V;IRR
naʔ¹ma¹ ni¹-naʔ¹ma¹ V;PFV;LGSPEC1
xa³a³ xa⁴a⁴ V;IPFV
nda³-xa³a³ nda³-xa³a³ V;IRR
ku³i³ni² ni¹-ku³i³ni² V;PFV;LGSPEC1
ndu³ku⁴ ndu³ku⁴ V;IRR
nda³ka³ta³ nda³ka³ta³ V;IRR
ta¹bi¹ ni¹-ta¹bi¹ V;PFV;LGSPEC1
kiʔ³in³ kiʔ¹⁴in³ V;IRR;NEG
ka¹ña¹ ni¹-ka¹ña¹ V;PFV;LGSPEC1
xa¹⁴bi² xa¹⁴bi² V;PFV;LGSPEC2
ka³kiʔ¹i³ ka¹⁴kiʔ¹i³ V;IRR;NEG
kwiʔ¹in³ kwiʔ¹in³ V;IRR
chi³ka² chi¹³ka² V;PFV;LGSPEC2
ku³-yo⁴ko¹ ku¹³-yo⁴ko¹ V;PFV;LGSPEC2
ka³ndiʔ³i³ ni¹-ka³ndiʔ³i³ V;PFV;LGSPEC1
ka³ba³ ka⁴ba³ V;IPFV
nda³ku³ nda⁴ku³ V;IPFV
ndi¹ko³ ndi⁴ko¹³ V;IPFV
ka³ta³ xa¹³ta³ V;PFV;LGSPEC2
ta³bi³ ta¹⁴bi³ V;IRR;NEG
chi³chin⁴ chi¹³chin⁴ V;PFV;LGSPEC2
ka³na³nu³ ka¹⁴na³nu³ V;IRR;NEG
ku³-so³ko² ku¹⁴-so³ko² V;IRR;NEG
ki³taʔ⁴ni³ ki¹⁴taʔ⁴ni³ V;IRR;NEG
ku³-nde³ta³ ni¹-ju³-nde³ta³ V;PFV;LGSPEC1
kwa³ku³ xa⁴ku³ V;IPFV
ku³-ti¹sun¹ ku³-ti¹sun¹ V;IRR
nda³ndi¹ka¹ nda³ndi¹ka¹ V;IRR
tu³xi⁴ ni¹-tu³xi⁴ V;PFV;LGSPEC1
sa³ka⁴ sa¹⁴ka⁴ V;IRR;NEG
ki³taʔ⁴an⁴ sa⁴-ki³taʔ⁴an⁴ V;IPFV
ndi³kwi¹kun¹ ni¹-ndi³kwi¹kun¹ V;PFV;LGSPEC1
ku¹sun¹ ni¹-ki¹xin¹ V;PFV;LGSPEC1
nda³-sa¹ka¹ nda³-sa¹ka¹ V;IRR
nda³ndi¹ka¹ nda¹³ndi¹ka¹ V;PFV;LGSPEC2
nda³ndo³o³ nda¹³ndo³o³ V;PFV;LGSPEC2
kaʔ¹nu¹ ni¹-xaʔ¹nu¹ V;PFV;LGSPEC1
xi³kwaʔ⁴a⁴ xi³kwaʔ⁴a⁴ V;IRR
ku³-xaʔ³an² ku⁴-xaʔ³an² V;IPFV
ka³sa³chiu⁴un⁴ i¹³xa³chiu⁴un⁴ V;PFV;LGSPEC2
xi³ka⁴ba¹³ xi¹³ka⁴ba¹³ V;PFV;LGSPEC2
ka¹xan⁴ ni¹-ka¹xan⁴ V;PFV;LGSPEC1
nda³ka³ti³ nda³ka³ti³ V;IRR
kaʔ³nda² kaʔ¹⁴nda² V;IRR;NEG
nda³keʔ³e⁴ nda⁴keʔ³e⁴ V;IPFV
tu³teʔ⁴e⁴ tu³teʔ⁴e⁴ V;IRR
ku³-nuʔ³ni² ku¹⁴-nuʔ³ni² V;IRR;NEG
tu³teʔ⁴e⁴ ni¹-tu³teʔ⁴e⁴ V;PFV;LGSPEC1
sa⁴-sa¹a⁴ sa⁴-sa¹a⁴ V;IPFV
nda³a³ nda⁴a⁴ V;IPFV
nda³ko¹so⁴ nda³ko¹so⁴ V;IRR
nda³-ki³nde³e⁴ nda³-ki³nde³e⁴ V;IRR
ka³ta⁴ ka¹³ta⁴ V;PFV;LGSPEC2
ma¹ni⁴ ma¹ni⁴ V;IRR
ku³tu⁴ ku¹⁴tu⁴ V;IRR;NEG
ndi³ki³taʔ⁴an⁴ ndi¹³ki³taʔ⁴an⁴ V;PFV;LGSPEC2
ka¹ba¹ ka¹⁴ba¹ V;IRR;NEG
ku³-xaʔ³an² ku³-xaʔ³an² V;IRR
chi³kun² chi⁴kun² V;IPFV
kwi¹in¹ kwi¹in¹ V;IRR
sa⁴-naʔ¹a¹ sa¹⁴-naʔ¹a¹ V;IRR;NEG
tiʔ³nu³ tiʔ¹⁴nu³ V;IRR;NEG
sa⁴-nda³ba³ sa⁴-nda³ba³ V;IRR
ta³kweʔ³e² ta¹³kweʔ³e² V;PFV;LGSPEC2
nda³-ta³ku² ni¹-nda³-ta³ku² V;PFV;LGSPEC1
nda³ndo⁴so²⁴ nda³ndo⁴so²⁴ V;IRR
ku¹un⁴ ku¹un⁴ V;IRR
choʔ¹ma⁴ choʔ⁴ma¹⁴ V;IPFV
nda³ke³e⁴ nda¹³ke³e⁴null V;PFV;LGSPEC2
ndu³-kwa¹chi³ ndu¹⁴-kwa¹chi³ V;IRR;NEG
nda³ko⁴ nda¹³ko⁴ V;PFV;LGSPEC2
nda³ndo⁴so²⁴ nda⁴ndo⁴so²⁴ V;IPFV
ku³-naʔ¹a¹ ku³-naʔ¹a¹ V;IRR
nda³xi⁴ nda³xi⁴ V;IRR
kaʔ¹yu¹ kaʔ¹yu¹ V;IRR
ndaʔ¹ba¹ ni¹-ndaʔ¹ba¹ V;PFV;LGSPEC1
ko³-nde³e⁴ ko³-nde³e⁴ V;IRR
sa³na³ ni¹-sa³na³ V;PFV;LGSPEC1
ku³chi⁴ ni¹-ku³chi⁴ V;PFV;LGSPEC1
sa⁴-na³na³ sa¹⁴-na³na³ V;IRR;NEG
ka¹ku³ ka¹ku³ V;IRR
ta³seʔ⁴e² ni¹-ta³seʔ⁴e² V;PFV;LGSPEC1
koʔ¹ni⁴ koʔ¹⁴ni¹⁴ V;IRR;NEG
ku³-nu¹mi⁴ ku³-nu¹mi⁴ V;IRR
ka³-ta³ni³ i⁴ta³ni³ V;STAT
ka¹nda¹ ka¹nda¹ V;IRR
kwiʔ¹ña¹ kwiʔ¹⁴ña¹ V;IRR;NEG
nu¹ma¹ ni¹-nu¹ma¹ V;PFV;LGSPEC1
kwi¹in¹ ni¹-xi¹in¹ V;PFV;LGSPEC1
ku³ndi³to³ ku³ndi³to³ V;IRR
taʔ¹nda¹ ni¹-taʔ¹nda¹ V;PFV;LGSPEC1
ka³xi⁴ta³ ni¹-ka³xi⁴ta³ V;PFV;LGSPEC1
nda³-ko³to³ nda¹⁴-ko³to³ V;IRR;NEG
sa⁴-kaʔ³a³ ni¹-sa⁴-kaʔ³a³ V;PFV;LGSPEC1
ku³i³ni² ku³i³ni² V;IRR
nda³koʔ³ma⁴ ni¹-nda³koʔ³ma⁴ V;PFV;LGSPEC1
chi³ndaʔ³a⁴ chi¹³ndaʔ³a⁴ V;PFV;LGSPEC2
ku³-kaʔ³an³ ku³-kaʔ³an³ V;IRR
sa⁴-naʔ¹a¹ sa⁴-naʔ¹a¹ V;IPFV
nda³-chi³kun² nda⁴-chi³kun² V;IPFV
ko¹so¹ ni¹-ko¹so¹ V;PFV;LGSPEC1
ku³-tu³un³ ni¹-ku³-tu³un³ V;PFV;LGSPEC1
chi³pa⁴chi⁴ chi¹⁴pa⁴chi⁴ V;IRR;NEG
|
31d8f6ce71c1d614fdb3940251e0af13e1f12e50
|
232ed998b06cdc5dbe609ad4faed9618850fde03
|
/branches/65x/test_suite/testall.tst
|
ceca70a2b2f966d01674900b790e8d3ed5e27c5e
|
[
"MIT"
] |
permissive
|
stjordanis/CLIPSE
|
d5cf804cb6a88e4b5fe0d4c9125b3faec5d1ffff
|
dd0009168720bbaccac543ed9b122d6d38d8418b
|
refs/heads/master
| 2021-06-11T06:26:55.145499
| 2017-02-13T22:40:01
| 2017-02-13T22:46:28
| null | 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 15,350
|
tst
|
testall.tst
|
(set-dynamic-constraint-checking FALSE)
(set-sequence-operator-recognition FALSE)
(set-reset-globals TRUE)
(set-fact-duplication FALSE)
(set-salience-evaluation when-defined)
(set-strategy depth)
(open "Results//testall.rsl" testall "w")
(printout testall "*** FEATURE TESTS BEGIN ***" crlf)
(printout testall ">>> Start time: " (time) crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "attchtst.tst")
(printout testall "Completed attchtst.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "attchtst2.tst")
(printout testall "Completed attchtst2.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "attchtst3.tst")
(printout testall "Completed attchtst3.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "attchtst4.tst")
(printout testall "Completed attchtst4.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "attchtst5.tst")
(printout testall "Completed attchtst5.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "basicfnx.tst")
(printout testall "Completed basicfnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "bpgf3err.tst")
(printout testall "Completed bpgf3err.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "bpgf8err.tst")
(printout testall "Completed bpgf8err.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "bigbug.tst")
(printout testall "Completed bigbug.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "ceerr.tst")
(printout testall "Completed ceerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "chksyntx.tst")
(printout testall "Completed chksyntx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "class.tst")
(printout testall "Completed class.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "classerr.tst")
(printout testall "Completed classerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "cnstrsn.tst")
(printout testall "Completed cnstrsn.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "conres.tst")
(printout testall "Completed conres.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "coolcmd.tst")
(printout testall "Completed coolcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "coolfnx.tst")
(printout testall "Completed coolfnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dffctcmd.tst")
(printout testall "Completed dffctcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dfgblcmd.tst")
(printout testall "Completed dfgblcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dfnxcmd.tst")
(printout testall "Completed dfnxcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dfnxerr.tst")
(printout testall "Completed dfnxerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dfnxexe.tst")
(printout testall "Completed dfnxexe.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dfrulcmd.tst")
(printout testall "Completed dfrulcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dftmpcmd.tst")
(printout testall "Completed dftmpcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dftmpfun.tst")
(printout testall "Completed dftmpfun.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest01.tst")
(printout testall "Completed drtest01.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest02.tst")
(printout testall "Completed drtest02.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest03.tst")
(printout testall "Completed drtest03.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest04.tst")
(printout testall "Completed drtest04.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest05.tst")
(printout testall "Completed drtest05.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest06.tst")
(printout testall "Completed drtest06.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest07.tst")
(printout testall "Completed drtest07.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest08.tst")
(printout testall "Completed drtest08.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest09.tst")
(printout testall "Completed drtest09.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "drtest10.tst")
(printout testall "Completed drtest10.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dynsal.tst")
(printout testall "Completed dynsal.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "dyobjcst.tst")
(printout testall "Completed dyobjcst.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "example.tst")
(printout testall "Completed example.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "exists.tst")
(printout testall "Completed exists.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "factsav.tst")
(printout testall "Completed factsav.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "factscmd.tst")
(printout testall "Completed factscmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "factsfun.tst")
(printout testall "Completed factsfun.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "fctpcstr.tst")
(printout testall "Completed fctpcstr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "fctquery.tst")
(printout testall "Completed fctquery.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "firstjoin.tst")
(printout testall "Completed firstjoin.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "fldval50.tst")
(printout testall "Completed fldval.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "focuscmd.tst")
(printout testall "Completed focuscmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "focusexe.tst")
(printout testall "Completed focusexe.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "globlerr.tst")
(printout testall "Completed globlerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "globltst.tst")
(printout testall "Completed globltst.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "gnrccmd.tst")
(printout testall "Completed gnrccmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "gnrcerr.tst")
(printout testall "Completed gnrcerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "gnrcexe.tst")
(printout testall "Completed gnrcexe.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "gnrcovl.tst")
(printout testall "Completed gnrcovl.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "gnrcprc.tst")
(printout testall "Completed gnrcprc.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "incrrset.tst")
(printout testall "Completed incrrset.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "inserr.tst")
(printout testall "Completed inserr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "insmodul.tst")
(printout testall "Completed insmodul.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "insquery.tst")
(printout testall "Completed insquery.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "inssav.tst")
(printout testall "Completed inssav.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "instance.tst")
(printout testall "Completed instance.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "iofnx.tst")
(printout testall "Completed iofnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "jnftrght.tst")
(printout testall "Completed jnftrght.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "joinshre.tst")
(printout testall "Completed joinshre.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "joinview.tst")
(printout testall "Completed joinview.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "lgclexe.tst")
(printout testall "Completed lgclexe.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "mathfnx.tst")
(printout testall "Completed mathfnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "memrycmd.tst")
(printout testall "Completed memrycmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "memtest.tst")
(printout testall "Completed memtest.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "mfvmatch.tst")
(printout testall "Completed mfvmatch.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "miscfnx.tst")
(printout testall "Completed miscfnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "misclns1.tst")
(printout testall "Completed misclns1.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "misclns2.tst")
(printout testall "Completed misclns2.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "misclns3.tst")
(printout testall "Completed misclns3.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "misclns4.tst")
(printout testall "Completed misclns4.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "modlmisc.tst")
(printout testall "Completed modlmisc.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "modulcmd.tst")
(printout testall "Completed modulcmd.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "modulprt.tst")
(printout testall "Completed modulprt.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "msgdisp.tst")
(printout testall "Completed msgdisp.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "msgerr.tst")
(printout testall "Completed msgerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "msghand.tst")
(printout testall "Completed msghand.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "multifnx.tst")
(printout testall "Completed multifnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "multinh.tst")
(printout testall "Completed multinh.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "pataddtn.tst")
(printout testall "Completed pataddtn.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "predcfnx.tst")
(printout testall "Completed predcfnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "rfrshagn.tst")
(printout testall "Completed rfrshagn.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "rulemisc.tst")
(printout testall "Completed rulemisc.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "seqop.tst")
(printout testall "Completed seqop.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "sfmfmix.tst")
(printout testall "Completed sfmfmix.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "stobjcst.tst")
(printout testall "Completed stobjcst.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "strngfnx.tst")
(printout testall "Completed strngfnx.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "tceplace.tst")
(printout testall "Completed tceplace.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "templerr.tst")
(printout testall "Completed templerr.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "textpro.tst")
(printout testall "Completed textpro.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "tmpldflt.tst")
(printout testall "Completed tmpldflt.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "tmplmslt.tst")
(printout testall "Completed tmplmslt.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "tmplv640.tst")
(printout testall "Completed tmplv640.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "visible.tst")
(printout testall "Completed visible.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "v610fun.tst")
(printout testall "Completed v610fun.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(batch "v640fun.tst")
(printout testall "Completed v640fun.tst test" crlf)
(clear)
(release-mem)
(printout testall "Memory use: " (mem-used) crlf)
(printout testall "*** FEATURE TESTS COMPLETED ***" crlf)
(printout testall "<<< End time: " (time) crlf)
(close testall)
;(exit)
|
e8a5729dd20e9687b24111d9dd0502a250455ddd
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/3731/CH4/EX4.2/Ex4_2.sce
|
70bb3356625106ceb5d77705379360c0a5956f2a
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,250
|
sce
|
Ex4_2.sce
|
//Chapter 4: Selection of Motor Power Rating
//Example 2
clc;
//Variable Initialization
N=200 //Speed in rpm
Tc=25000 //Constant Torque in N-m
J=10000 //Moment of inertia in Kg-m2
//Given Duty Cycles
t1=10 //For full speed and at constant torque
t2=1 //For no load at full speed
t3=5 //For speed reversal from N to -N
t4=1 //For no load at full speed
T5=20000 //Torque in N-m
t5=15 //At full speed and at a torque T1
t6=1 //For no operation at full speed
t7=5 //For speed reversal from -N to N
t8=1 //For no load operation
//Solution
Tr=J*(N-(-N))*2*%pi/60/5 //Reversal torque
x=Tc**2*t1+Tr**2*t3+T5**2*t5+Tr**2*t7
t=t1+t2+t3+t4+t5+t6+t7+t8 //Total Time
Trms=sqrt(x/t) //rms torque
Trated=Trms //Rated torque is equal to the rms torque
Pr=Trated*2*%pi*200/60 //Power rating
r=Tr/Trms //Ratio of reversal torque to the rms torque
Pr=Pr*1e-3
mprintf("Torque of motor is :%d N-m",Trms)
if r < 2 then
disp("Trms is rated equal to the Motor")
mprintf(" Trms=%d N-m\n",Trms)
end
mprintf(" Power rating :%.3f kW",Pr)
//The answer provided in the textbook is wrong
|
282d0a369e13456028806906317b8bb849a23d6a
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/405/CH3/EX3.3/3_3.sce
|
9762d058966ec6b7c06368a165425c98783b2d77
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 711
|
sce
|
3_3.sce
|
clear;
clc;
printf("\t\t\tExample Number 3.3\n\n\n");
// buried disk
// illustration3.3
// solution
d = 0.30;// [m] diameter of disk
r = d/2;// [m] radius of disk
Td = 95;// [degree celsius] disk temperature
Ts = 20;// [degree celsius] isothermal surface temperature
k = 2.1;// [W/m per degree celsius] thermal conductivity of medium
D = 1.0;// [m] depth of disk in a semi-infinite medium
// We have to calculate shape factor using relation given in table (3-1)
// We select the relation for the shape factor is for the case D/(2*r)>1
S = (4*%pi*r)/((%pi/2)-atan(r/(2*D)));// [m] shape factor
// heat lost by the disk is
q = k*S*(Td-Ts);// [W]
printf("heat lost by disk is %f W",q);
|
7d68ca2ea7716b266313da7d55d247f337582292
|
e41b69b268c20a65548c08829feabfdd3a404a12
|
/3DCosmos/Data/Scripts/_init.SCI
|
4b1ce0bb5de7e57121b89be2caf5837d32c3df3c
|
[
"LicenseRef-scancode-khronos",
"MIT"
] |
permissive
|
pvaut/Z-Flux
|
870e254bf340047ed2a52d888bc6f5e09357a8a0
|
096d53d45237fb22f58304b82b1a90659ae7f6af
|
refs/heads/master
| 2023-06-28T08:24:56.526409
| 2023-03-01T12:44:08
| 2023-03-01T12:44:08
| 7,296,248
| 1
| 1
| null | 2023-06-13T13:04:58
| 2012-12-23T15:40:26
|
C
|
UTF-8
|
Scilab
| false
| false
| 3,499
|
sci
|
_init.SCI
|
##################################################################@@@@@@@@###########
# WARNING
# all viewports (=with associated windows) should be created here, and remain alive
# reason: impossible to create a window in a thread!
##################################################################@@@@@@@@###########
resetall;
displayname=ReadSetting("DisplayName","");
if displayname=="" then displayname="\\.\DISPLAY1";
SetActiveLanguage(ReadSetting("Language","English"));
tpe=1;
createvar(vp);
if tpe==1 then {
root.rendertype=RenderSingle;
root.vsync=ReadSetting("SyncFactor",0);
root.framerate=999999;st=ReadSetting("FrameRate","");if st!="" then root.framerate=toscalar(st);
# root.framerate=30;
vp=addviewport(0,0,1,1,displayname,displayname);
vp.name="main";
vp.Usestereo=ReadSetting("ShowStereo",false);
vp.SwapStereo=ReadSetting("SwapLeftRight",false);
vp.StretchFactor=ReadSetting("HorizontalStretch",1);
vp.StretchFactorY=ReadSetting("VerticalStretch",1);
vp.HMirrorLeft=ReadSetting("MirrorLeftH",false);
vp.HMirrorRight=ReadSetting("MirrorRightH",false);
vp.VMirrorLeft=ReadSetting("MirrorLeftV",false);
vp.VMirrorRight=ReadSetting("MirrorRightV",false);
vp.RightViewShiftX=ReadSetting("RightViewShiftX",0.5);
vp.RightViewShiftY=ReadSetting("RightViewShiftY",0);
vp.XMinFrac=ReadSetting("VPXMinFrac",0);
vp.YMinFrac=ReadSetting("VPYMinFrac",0);
vp.XMaxFrac=ReadSetting("VPXMaxFrac",1);
vp.YMaxFrac=ReadSetting("VPYMaxFrac",1);
vp.EyeSepFactor=ReadSetting("EyeSepFactor",0.025);
InterleavePattern = ReadSetting("InterleavePattern", 0);
if InterleavePattern>0 then {
warpx=matrix(2,2);
warpy=matrix(2,2);
warpx(0,0)=0;warpy(0,0)=0;
warpx(1,0)=1;warpy(1,0)=0;
warpx(0,1)=0;warpy(0,1)=1;
warpx(1,1)=1;warpy(1,1)=1;
vp.EnableWarped(1920*2,1080*2,warpx,warpy);
}
# FOR WARPED RENDERING:
if false then {
warpx=matrix(101,101);
warpy=matrix(101,101);
for ix=0 to 100 do
for iy=0 to 100 do {
x=ix/100;
y=iy/100;
warpx(ix,iy)=x/(1+y);
warpy(ix,iy)=y*(0.5+0.5*x);
}
vp.EnableWarped(1920,1080,warpx,warpy);
}
disp1=root.displays.get(displayname);
disp1.InterleavePattern = InterleavePattern;
st=ReadSetting("WinOffsetX","");if st!="" then disp1.Xoffset=ToScalar(st);
st=ReadSetting("WinOffsetY","");if st!="" then disp1.Yoffset=ToScalar(st);
st=ReadSetting("WinSizeX","");if st!="" then disp1.Xres=ToScalar(st);
st=ReadSetting("WinSizeY","");if st!="" then disp1.Yres=ToScalar(st);
disp1.Fullscreen=ReadSetting("FullScreen",false);;
disp1.start;
vp.start;
}
if tpe==2 then {
root.rendertype=RenderDual;
root.vsync=0;
vp=addviewport(0,0,1,1,displayname,displayname);
vp.name="main";
disp1=root.displays.get(displayname);
disp1.start;
vp.start;
}
if tpe==3 then {
root.rendertype=RenderMultithreaded;
root.vsync=1;
vp=addviewport(0.003,0.003,0.997,0.997,displayname,displayname);
vp.name="main";
disp1=root.displays.get(displayname);
disp1.start;
vp.start;
}
for i1=0 to 2 do
for i2=0 to 2 do
{
defval=0;
if i1==i2 then defval=1;
root.ColorMatrixLeft.get(i1,i2)=ReadSetting("ColorMatrixLeft"+str(i1)+str(i2),defval);
root.ColorMatrixRight.get(i1,i2)=ReadSetting("ColorMatrixRight"+str(i1)+str(i2),defval);
}
JoystickUseForNavigation(false);
|
db0f8d082e6dab0d72257c45e73490978dfdce4f
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/812/CH6/EX6.08/6_08.sce
|
1b322d0bd043782f0b37e8a89c0a3cf36d3bf927
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 416
|
sce
|
6_08.sce
|
//temperature//
pathname=get_absolute_file_path('06.08.sce')
filename=pathname+filesep()+'06.08-data.sci'
exec(filename)
//Velocity of flow at exit(in ft/sec):
V4=sqrt(2*g*(z3-0))
//Mass flow rate of water(in slug/sec):
m=d*V4*A4/144
//Rise in temperature between points 1 and 2(in R):
T=Q*3413/3600/m/32.2
printf("\n\nRESULTS\n\n")
printf("\n\nRise in temperature between points 1 and 2: %.3f R\n\n",T)
|
033d22506908218bcdbc0c33b9a5411151b81248
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/443/DEPENDENCIES/1_8_data.sci
|
087a4772593e601613b55f6cee6cb17e576a22c9
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 207
|
sci
|
1_8_data.sci
|
//Brake thermal efficiency
nbth=0.3;
//Indicated power(in kW)
ip=40;
//Mechanical efficiency at half load
nmh=0.65;
//No of cylinders
k=4;
//Stroke volume(in cc)
Vsf=1000;
//Compression ratio
r=8;
|
f748105d08782dc1def920eb976dd88092363289
|
181f67b4868e49ca80872d6ac088a51540f90da6
|
/186A5/a5.sce
|
d9f088a98dfd231fc4699002cd6648bb59751ea1
|
[] |
no_license
|
nobody51/AP186
|
567f25ba1ad7f71ad2983860078eeaccffa46080
|
cb916fc9b38b508026403a2227ffc76d490fe948
|
refs/heads/master
| 2021-08-28T09:35:55.488122
| 2017-12-11T21:34:46
| 2017-12-11T21:34:46
| 104,969,401
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 726
|
sce
|
a5.sce
|
// take an image and convert it to gray
im = imread('C:\Users\up csrc\Documents\186A5\test2.jpg');
grayIm = rgb2gray(im)
scf(0);
isoview();
imshow(grayIm);
//get the normalized histogram of the gray image
[counts, cells] = imhist(grayIm);
counts = counts/sum(counts);
//scf(1);
//plot(cells,counts);
//get the normalized cumulative distribution of the gray image
cdf = cumsum(counts);
//scf(2);
//plot(cells,cdf);
//produce ideal cdf
x = 0:255;
y = x * 1/255;
//scf(3);
//plot(x,y);
//take backprojection of current cdf to ideal cdf
backProject = cdf * 255;
scf(4);
plot(backProject,cdf);
fixedGrayIm = grayIm;
for i = 1:256
fixedGrayIm(find(grayIm==i)) =backProject(i);
end
scf(5);
isoview();
imshow(fixedGrayIm);
|
47dc16a262f57a2116f32d5e2be461bb99c35a7f
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1466/CH6/EX6.1/6_1.sce
|
26e6cd065484d32485aef51dd56415fe09122ab6
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 369
|
sce
|
6_1.sce
|
clc
//initialisation of variables
w= 62.4 //Lbsec/ft^3
d= 2 //in
V= 100 //ft/sec
g= 32.2 //ft/sec^2
a= 60 //degrees
//CALCULATIONS
W= w*(%pi/4)*(d/12)^2*V
F= W*V/g
N= W*V*sind(a)/g
//RESULTS
printf (' Normalforce on the plate when the jet is normal = %.1f Lb',F)
printf ('.\n Normalforce on the plate when the jet is inclines at 60 degrees = %.f Lb',N)
|
aacd5f60b01991aa4352b50536c9d3fca829bab7
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1871/CH5/EX5.2/Ch05Ex2.sce
|
5b494482e40f44c1b625f9964e4eab1c991442e3
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,066
|
sce
|
Ch05Ex2.sce
|
// Scilab code Ex5.2: : Pg:207 (2008)
clc;clear;
// Define function to convert degrees to degree and minute
function [deg, minute] = deg2degmin(theta)
deg = floor(theta);
minute = ceil((theta-deg)*60);
endfunction
a = 22e-05; // Width of slit, cm
Lambda = 5500e-08; // Wavelength of light, cm
// Since a*sin(theta) = n*Lambda, solving for sin(theta_1)
n = 1; // First order minimum
theta_1 = asind(n*Lambda/a); // Angular position of first order minimum, degree
[d1, m1] = deg2degmin(theta_1); // Transformtion function
n = 2; // Second order minimum
theta_2 = asind(n*Lambda/a); // Angular position of second order minimum, degree
[d2, m2] = deg2degmin(theta_2); // Transformtion function
printf("\nThe angular position of first order minima = %d degree %d minute", d1, m1);
printf("\nThe angular position of second order minima = %d degree %d minute", d2, m2);
// Result
// The angular position of first order minima = 14 degree 29 minute
// The angular position of second order minima = 30 degree 1 minute
|
8ef911a2c0dfa329bf34fddc651d888d8da1278a
|
f4a11c3b79215563a9ff8c4501a0e977c57488e8
|
/models/scilab/simple-controller.sci
|
1c2105e5cd4dece9bd6fc3884ad30422890bb0d2
|
[
"Apache-2.0"
] |
permissive
|
org-mylinuxdrone-project/org.mylinuxdrone.project
|
67b5a1d67ff8206e01b3f946000fa34faa48c41b
|
9ddd0a97e52c82cb3569acc05e8e809128c532c9
|
refs/heads/master
| 2020-12-01T20:54:56.966487
| 2020-01-19T18:44:37
| 2020-01-19T18:44:37
| 230,766,992
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 4,078
|
sci
|
simple-controller.sci
|
A=[-1,-1,1,1;1,-1,1,-1;-1,1,1,-1;1,1,1,1];
RM=[60/100,0,0,0;0,80/100,0,0;0,0,75/100,0;0,0,0,68/100];
Omega=[10,10, 10, 10, 10, 10;
0, 0, 0, 0, 0, 0;
0, 0, 0, 0, 0, 0;
20,20, 20, 20, 20, 20;
];
function out = genOmega(num,rip)
for j=[1:1:num]
for i=[1:1:rip]
m(1:4,i+(j-1)*rip)=[30*sin(j-1);0;0;20];
//m(1:4,i+(j-1)*rip)=[10;0;0;20];
end
end
out = m;
endfunction
function out = calcIn(Omega)
m(1:4,1)=Omega(1:4,1);
for i=[2:1:size(Omega,2)]
m(1:4,i)=Omega(1:4,i)-Omega(1:4,i-1);
end
out = m;
endfunction
function out = calcF(In)
for i=[1:1:size(In,2)]
m(1:4,i)=A'/4*In(1:4,i);
end
out = m;
endfunction
function [Imu, Err, ErrI, ErrD, Out, Motors, Resp] = calcStepsSimple(F,kp,ki,kd, Rnd)
Imu(1:4,1)=[0;0;0;0];
Err(1:4,1)=[0;0;0;0];
ErrI(1:4,1)=[0;0;0;0];
ErrD(1:4,1)=[0;0;0;0];
Resp(1:4,1)=[1;1;1;1];
Out(1:4,1)=F(1:4,1)+A'/4*Err(1:4,1);
Motors(1:4,1)=[1000;1000;1000;1000] + 1000*Out(1:4,1)/100;
for i=[2:1:size(F,2)]
//Imu(1:4,i)=A*((RM.*cos(%pi/4*(i/size(F,2))))*(Motors(1:4,i-1)-1000))/1000*100 + Rnd(i);
Imu(1:4,i)=A*(RM*(Motors(1:4,i-1)-1000))/10;
Err(1:4,i)=A*Out(1:4,i-1)-(Imu(1:4,i)-Imu(1:4,i-1));
ErrI(1:4,i)=Err(1:4,i)+ErrI(1:4,i-1);
ErrD(1:4,i)=Err(1:4,i)-Err(1:4,i-1);
//Resp(1:4,i)=0.6*(1000*(A'/4*Imu(1:4,i))/100)./(Motors(1:4,i-1)-1000)+0.4*Resp(1:4,i-1);
Resp(1:4,i)=(Motors(1:4,i-1)-1000)./(1000*(A'/4*Imu(1:4,i))/100);
Out(1:4,i)=F(1:4,i)+A'/4*(kp*Err(1:4,i)+kd*ErrD(1:4,i)+ki*ErrI(1:4,i));
Motors(1:4,i)=Motors(1:4,i-1) + 1000*Out(1:4,i)/100;
end
endfunction
function [Imu, Err, ErrI, ErrD, Out, Motors, Resp] = calcStepsResp(F,kp,ki,kd, Rnd)
Imu(1:4,1)=[0;0;0;0];
Err(1:4,1)=[0;0;0;0];
ErrI(1:4,1)=[0;0;0;0];
ErrD(1:4,1)=[0;0;0;0];
Resp(1:4,1)=[1;1;1;1];
Out0(1:4,1)=F(1:4,1)+A'/4*Err(1:4,1);
Out(1:4,1)=Out0(1:4,1);
Motors(1:4,1)=[1000;1000;1000;1000] + 10*Out(1:4,1);
for i=[2:1:size(F,2)]
// simulo lo stato dell'imu ..
Imu(1:4,i)=A*(RM*(Motors(1:4,i-1)-1000))/10;
// calcolo l'errore (accelerazioni richieste non compensate - variazione imu ottenuta)
Err(1:4,i)=(Out0(1:4,i-1))-A'/4*(Imu(1:4,i)-Imu(1:4,i-1));
ErrI(1:4,i)=Err(1:4,i)+ErrI(1:4,i-1);
ErrD(1:4,i)=Err(1:4,i)-Err(1:4,i-1);
// calcolo le accelerazioni richieste senza compensazione della risposta
Out0(1:4,i)=(F(1:4,i)+(kp*Err(1:4,i)+kd*ErrD(1:4,i)+ki*ErrI(1:4,i)));
// Risposta = (uscita reale)/(uscita teorica) (filtrato)
//Resp(1:4,i)=0.1*(Motors(1:4,i-1)-1000)./(10*(A'/4*Imu(1:4,i)))+0.9*Resp(1:4,i-1);
Resp(1:4,i)=Motors(1:4,i-1)./(1000+10*(A'/4*Imu(1:4,i)));
// calcolo le accelerazioni richieste pesate rispetto alla risposta dei motori
Out(1:4,i)=Out0(1:4,i).*Resp(1:4,i);
// calcolo uscita motori
Motors(1:4,i)=Motors(1:4,i-1) + 10*Out(1:4,i);
end
endfunction
rand('normal');
F=calcF(calcIn(genOmega(10,10)));
Rnd=rand([1:1:size(F,2)])';
[myImu, myErr, myErrI, myErrD, myOut, myMotors, myResp]=calcStepsSimple(F, 1,0,0, Rnd);
[myImu1, myErr1, myErrI1, myErrD1, myOut1, myMotors1, myResp1]=calcStepsResp(F, 1.0,0.000,0.0,Rnd);
[myImu2, myErr2, myErrI2, myErrD2, myOut2, myMotors2, myResp2]=calcStepsResp(F, 1.0,0.01,0.5,Rnd);
T=[1:1:size(myImu,2)]
scf();
plot2d(T',[myImu(1,1:size(myImu,2))',myImu1(1,1:size(myImu1,2))',myImu2(1,1:size(myImu2,2))'],[3,4,5],leg="myImu@myImu1@myImu2");
scf();
plot2d(T',[myOut(1,1:size(myOut,2))',myOut1(1,1:size(myOut1,2))',myOut2(1,1:size(myOut2,2))'],[3,4,5],leg="myOut@myOut1@myOut2");
scf();
plot2d(T',[myErr(1,1:size(myErr,2))',myErr1(1,1:size(myErr1,2))',myErr2(1,1:size(myErr2,2))'],[3,4,5],leg="myErr@myErr1@myErr2");
|
ce5665c2348a8f9a948b8b1bc9d4fbc7413fd89e
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/964/CH14/EX14.4/14_4.sce
|
3bfe02da4d8b57cb444b743209a651f322e8acc2
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 804
|
sce
|
14_4.sce
|
clc;
clear;
function z=f(x,y)
z=2*x*y + 2*x - x^2 - 2*y^2
endfunction
x=-1;
y=1;
d2fx=-2;
d2fy=-4;
d2fxy=2;
modH=d2fx*d2fy-(d2fxy)^2;
for i=1:25
dfx=2*y+2-2*x;
dfy=2*x - 4*y;
//the function can thus be expressed along h axis as
//f((x+dfx*h),(y+dfy*h))
function d=g(h)
d=2*(x+dfx*h)*(y+dfy*h) + 2*(x+dfx*h) - (x+dfx*h)^2 - 2*(y+dfy*h)^2
endfunction
//2*dfx*(y+dfy*h)+2*dfy*(x+dfx*h)+2*dfx-2*(x+dfx*h)*dfx-4*(y+dfy*h)*dfy=g'(h)=0
//2*dfx*y + 2*dfx*dfy*h + 2*dfy*x + 2*dfy*dfx*h + 2*dfx - 2*x*dfx - 2*dfx*dfx*h - 4*y*dfy - 4*dfy*dfy*h=0
//h(2*dfx*dfy+2*dfy*dfx-2*dfx*dfx-4*dfy*dfy)=-(2*dfx*y+2*dfy*x-2*x*dfx-4*y*dfy)
h=(2*dfx*y+2*dfy*x-2*x*dfx-4*y*dfy+2*dfx)/(-1*(2*dfx*dfy+2*dfy*dfx-2*dfx*dfx-4*dfy*dfy));
x=x+dfx*h;
y=y+dfy*h;
end
disp([x y],"The final values are:")
|
654e582cb43344ef3381dc1b01144d310094c743
|
b29e9715ab76b6f89609c32edd36f81a0dcf6a39
|
/ketpic2escifiles6/Makevaltable.sci
|
dc917f307228be7c100c23b9eb650de32bd5f79f
|
[] |
no_license
|
ketpic/ketcindy-scilab-support
|
e1646488aa840f86c198818ea518c24a66b71f81
|
3df21192d25809ce980cd036a5ef9f97b53aa918
|
refs/heads/master
| 2021-05-11T11:40:49.725978
| 2018-01-16T14:02:21
| 2018-01-16T14:02:21
| 117,643,554
| 1
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 1,663
|
sci
|
Makevaltable.sci
|
// 08.09.09
// 08.10.08
// 08.12.06
// 08.12.30
// 09.06.03
// 13.10.19 ( __ added to variables )
function [Zval__,Xval__,Yval__]=Makevaltable(MS__)
Eps__=10^(-6);
Nargs__=Mixlength(MS__);
Fstr__=Mixop(1,MS__);
Tmp__=Mixop(2,MS__);
Tmp1__=mtlb_findstr(Tmp__,'=');
Xname__=part(Tmp__,Tmp1__-1);
Xrange__=evstr(part(Tmp__,Tmp1__+1:length(Tmp__)));
Tmp__=Mixop(3,MS__);
Tmp1__=mtlb_findstr(Tmp__,'=');
Yname__=part(Tmp__,Tmp1__-1);
Yrange__=evstr(part(Tmp__,Tmp1__+1:length(Tmp__)));
Tmp__=strsubst(Fstr__,Xname__,'x');
Fstr__=strsubst(Tmp__,Yname__,'y');
Tmp__=mtlb_findstr(Fstr__,Xname__);
if length(Tmp__)==0
Fstr__=Fstr__+'+0*x';
end;
Mdv__=50;
Ndv__=50;
if Nargs__>=4
Tmp__=Mixop(4,MS__);
if length(Tmp__)>1
Mdv__=Tmp__(1,1);
Ndv__=Tmp__(1,2);
else
Mdv__=Tmp__
if Nargs__==4
Ndv__=Mdv__
else
Tmp1__=Mixop(5,MS__);
if type(Tmp1__)==1 & length(Tmp1__)==1
Ndv__=Tmp1__;
else
Ndv__=Mdv__;
end
end
end
end
X1__=Xrange__(1); X2__=Xrange__(2);
Y1__=Yrange__(1); Y2__=Yrange__(2);
Dx__=(X2__-X1__)/(Mdv__-1);
Dy__=(Y2__-Y1__)/(Ndv__-1);
Xval__=[];
Tmp__=X1__;
while Tmp__<X2__+Eps__
Xval__=[Xval__,Tmp__];
Tmp__=Tmp__+Dx__;
end;
Yval__=[];
Tmp__=Y1__;
while Tmp__<Y2__+Eps__
Yval__=[Yval__,Tmp__];
Tmp__=Tmp__+Dy__;
end;
I__=1;
// x=Xval;
// for y=Yval
// Tmp=evstr(Fstr);
// Zval(I,:)=Tmp;
// I=I+1;
// end;
for y=Yval__
J__=1;
for x=Xval__
Zval__(I__,J__)=evstr(Fstr__);
J__=J__+1;
end;
I__=I__+1;
end;
endfunction;
|
f5f21c4868bd4bd9acd1f5204252850b1aac8754
|
089894a36ef33cb3d0f697541716c9b6cd8dcc43
|
/NLP_Project/test/tweet/bow/bow.17_5.tst
|
b3ed4f4fb29ce1c6305725537203b2ae6dac70d5
|
[] |
no_license
|
mandar15/NLP_Project
|
3142cda82d49ba0ea30b580c46bdd0e0348fe3ec
|
1dcb70a199a0f7ab8c72825bfd5b8146e75b7ec2
|
refs/heads/master
| 2020-05-20T13:36:05.842840
| 2013-07-31T06:53:59
| 2013-07-31T06:53:59
| 6,534,406
| 0
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 27,128
|
tst
|
bow.17_5.tst
|
17 11:0.5 19:0.09090909090909091 80:0.5 1332:0.3333333333333333 1346:0.5 3305:0.5 3316:0.5 3407:1.0 3534:1.0 4088:1.0 4123:0.5 4302:1.0 5282:1.0 5554:1.0 6274:1.0 6293:1.0 7516:1.0 7670:1.0
17 6:0.2 20:0.16666666666666666 21:0.125 38:1.0 88:1.0 105:1.0 121:0.05128205128205128 134:0.2857142857142857 203:0.3333333333333333 248:1.0 315:1.0 550:0.3333333333333333 664:0.16666666666666666 715:1.0 1816:1.0 2448:1.0 3294:0.5 4730:0.5 5384:1.0 6846:1.0 7282:1.0
17 7:1.0 8:0.18181818181818182 20:0.16666666666666666 48:1.0 98:0.1111111111111111 105:1.0 134:0.2857142857142857 289:0.0625 310:1.0 387:1.0 460:0.5 502:1.0 534:0.5 1239:1.0 1372:1.0 1580:1.0 2763:1.0 3340:1.0 3435:0.5 3585:1.0 3796:0.3333333333333333 4787:1.0 5363:1.0 6671:1.0 7328:1.0
17 20:0.16666666666666666 289:0.0625 1332:0.3333333333333333 1911:1.0 2184:0.2 3292:1.0 3314:1.0 3317:0.25 3326:0.3333333333333333 3341:1.0 3407:1.0 3421:0.3333333333333333 4184:1.0 4879:1.0 5314:1.0 6756:1.0 6849:0.5
17 246:1.0 640:1.0 1161:1.0 2191:1.0 3289:1.0 3290:0.5 3340:1.0 3390:1.0 3441:0.14285714285714285 3443:1.0 3444:1.0 3760:1.0 3776:1.0 3779:1.0 4123:0.5 4243:1.0 4374:1.0 4418:1.0 4574:1.0 4888:1.0 6027:2.0 6379:1.0
17 6:0.2 7:1.0 8:0.2727272727272727 12:0.1111111111111111 20:0.16666666666666666 21:0.125 24:0.3333333333333333 183:1.0 289:0.0625 442:1.0 740:0.5 1421:1.0 2184:0.2 3292:1.0 3358:2.0 3364:0.3333333333333333 3410:2.0 3588:1.0 3626:1.0 3644:0.5 3779:1.0 3853:2.0 4338:1.0 4503:1.0 4529:1.0 4648:1.0 4840:1.0 7034:1.0 7416:1.0
17 8:0.09090909090909091 46:0.5 2184:0.2 2942:1.0 3407:2.0 3438:1.0 3441:0.2857142857142857 3633:1.0 3652:1.0 3756:0.3333333333333333 3799:1.0 4082:1.0 4377:1.0 4688:1.0 4871:1.0 4966:1.0 5293:1.0 5625:1.0 5760:1.0 6384:1.0 7112:1.0
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/2345/CH2/EX2.4/Ex2_4.sce
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c09a15210da0139f6c2587332d6187f4752b6b53
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[] |
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FOSSEE/Scilab-TBC-Uploads
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refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
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| null | null | null | null |
UTF-8
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Scilab
| false
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sce
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Ex2_4.sce
|
//Finding length
//Example 2.4(pg. 22)
clc
clear
//Part (a)
d=0.4*(10^-3)//diameter in meter
a=%pi*(d^2)/4//area in meter square
p1=100*(10^-8)//resistivity of nichrome in ohm-meter
R=40//resistance in ohms
l1=R*a/p1
printf('Thus the length of heater element with nichrome wire is %2.1f meter \n',l1)
//Part(b)
d=0.4*(10^-3)//diameter in meter
a=12.6*(10^-8)//area in meter square
p2=1.72*(10^-8)//resistance of copper wire in ohm-meter
R=40//resistance in ohms
l2=R*a/p2
printf('Thus the length of heater element with copper wire is %2.1f meter',l2)
|
004dcdb45b89dfdf408510ecfe0a2180c5751e8b
|
449d555969bfd7befe906877abab098c6e63a0e8
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/1847/CH4/EX4.18/Ch04Ex18.sce
|
2a46ccc3e99268c6486b567f46e9a734b843a653
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[] |
no_license
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FOSSEE/Scilab-TBC-Uploads
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refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
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sce
|
Ch04Ex18.sce
|
// Scilab Code Ex4.18: : Page-4.34 (2009)
clc; clear;
theta = 15.2; // Angle through which plane of polarization is rotated, degrees
S = 65; // Specific rotation of sugar solution, degrees
l = 15; // Length of sugar, cm
// As S = 10*theta/(l*c), solving for c
c = 10*theta/(l*S); // Concentration of sugar, g/cc
printf("\nThe strength of sugar solution = %4.2f g/cc", c);
// Result
// The strength of sugar solution = 0.16 g/cc
|
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449d555969bfd7befe906877abab098c6e63a0e8
|
/1922/CH8/EX8.10.b/8_10b.sce
|
711f016bb44fee698b31833ff0fbe6e76a2ac315
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 285
|
sce
|
8_10b.sce
|
clc
clear
//Initialization of variables
v1=0.1316
v2=0.2941
x1=0.5
x2=0.2
x3=0.8
d1=14.87
d2=16.34
//calculations and results
vm=(1-x2)*v1+x2*v2
phi1=(1-x2)*v1/vm
phi2=(x2)*v2/vm
Hl2=vm*phi1*phi2*(d1-d2)^2 *10^3
disp("case 2")
printf("enthalpy = %.1f kJ/mol",Hl2)
|
be0aab77d288470f509e89f675517cd2d3a7ace9
|
8217f7986187902617ad1bf89cb789618a90dd0a
|
/source/2.4/macros/scicos/do_copy.sci
|
2337d191f8cbe1a3f11c12437088bd30e75efc26
|
[
"LicenseRef-scancode-public-domain",
"LicenseRef-scancode-warranty-disclaimer"
] |
permissive
|
clg55/Scilab-Workbench
|
4ebc01d2daea5026ad07fbfc53e16d4b29179502
|
9f8fd29c7f2a98100fa9aed8b58f6768d24a1875
|
refs/heads/master
| 2023-05-31T04:06:22.931111
| 2022-09-13T14:41:51
| 2022-09-13T14:41:51
| 258,270,193
| 0
| 1
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 2,262
|
sci
|
do_copy.sci
|
function [scs_m,needcompile]=do_copy(scs_m,needcompile)
// Copyright INRIA
while %t
[btn,xc,yc,win,Cmenu]=getclick()
if Cmenu<>[] then
Cmenu=resume(Cmenu)
end
kc=find(win==windows(:,2))
if kc==[] then
message('This window is not an active palette')
k=[];break
elseif windows(kc,1)<0 then //click dans une palette
kpal=-windows(kc,1)
palette=palettes(kpal)
k=getblock(palette,[xc;yc])
if k<>[] then
o=palette(k),
graphics=o(2)
for kk=5:8
// mark port disconnected
graphics(kk)=0*graphics(kk)
end
o(2)=graphics
break,
end
elseif win==curwin then //click dans la fenetre courante
k=getblock(scs_m,[xc;yc])
if k<>[] then
o=scs_m(k);graphics=o(2)
for kk=5:8
// mark port disconnected
graphics(kk)=0*graphics(kk)
end
o(2)=graphics
break,
end
elseif pal_mode&win==lastwin then
k=getblock(scs_m_s,[xc;yc])
if k<>[] then
o=scs_m_s(k);graphics=o(2)
for kk=5:8
// mark port disconnected
graphics(kk)=0*graphics(kk)
end
o(2)=graphics
break,
end
elseif slevel>1 then
execstr('k=getblock(scs_m_'+string(windows(kc,1))+',[xc;yc])')
if k<>[] then
execstr('o=scs_m_'+string(windows(kc,1))+'(k)')
graphics=o(2)
for kk=5:8
// mark port disconnected
graphics(kk)=0*graphics(kk)
end
o(2)=graphics
break,
end
else
message('This window is not an active palette')
k=[];break
end
end
if k<>[] then
xset('window',curwin);
rep(3)=-1
[xy,sz]=o(2)(1:2)
dr=driver()
if dr=='Rec' then driver('X11'),end
while rep(3)==-1 , //move loop
// draw block shape
xrect(xc,yc+sz(2),sz(1),sz(2))
if pixmap then xset('wshow'),end
// get new position
rep=xgetmouse(0)
// clear block shape
xrect(xc,yc+sz(2),sz(1),sz(2))
xc=rep(1);yc=rep(2)
xy=[xc,yc];
end
driver(dr)
// update and draw block
if rep(3)==2 then
// drawobj(o)
if pixmap then xset('wshow'),end
return
end
o(2)(1)=xy
drawobj(o)
if pixmap then xset('wshow'),end
scs_m_save=scs_m,nc_save=needcompile
scs_m(size(scs_m)+1)=o
needcompile=4
[scs_m_save,nc_save,enable_undo,edited]=resume(scs_m_save,nc_save,%t,%t)
end
|
65f5ec6da02bc026df401e068824befbd0c2c540
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/1544/CH5/EX5.22/Ch05Ex22.sce
|
23a77ba9cf6d35fbb3ae9dc38ea28f2e1b716696
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 657
|
sce
|
Ch05Ex22.sce
|
// Scilab code Ex5.22: Pg 178 (2008)
clc; clear;
I_1 = 8; // Electric current, A
I_2 = 2; // Electric current, A
N = 3000; // Number of turns in a coil
phi_1 = 4e-03; // Flux, Wb
delta_t = 0.1; // Reversal time of current, s
L = (N * phi_1)/I_1; // Self-inductance, H
delta_I = I_1 - I_2; // Change in current, A
e = ((L)*delta_I)/(delta_t); // Induced emf, V
printf("\nThe emf induced in the coil = %2d volts", e);
// Result
// The emf induced in the coil = 90 V
|
b0eaa3f3c7fbca40f0f9d47b72b8ef186b7715b6
|
449d555969bfd7befe906877abab098c6e63a0e8
|
/650/CH1/EX1.9/9.sce
|
1f88b536510563f51eb8b5c713aa922a3de5d5ed
|
[] |
no_license
|
FOSSEE/Scilab-TBC-Uploads
|
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
|
7bc77cb1ed33745c720952c92b3b2747c5cbf2df
|
refs/heads/master
| 2020-04-09T02:43:26.499817
| 2018-02-03T05:31:52
| 2018-02-03T05:31:52
| 37,975,407
| 3
| 12
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 167
|
sce
|
9.sce
|
clc
// p1-rho*g*(H+H1)=p2-rho*g*H1-rho_air*g*H
rho=1000;
g=9.81; // m/s^2
H=0.4; //m
dp=rho*g*H;
disp("Pressure drop in the pipe =")
disp(dp)
disp("N/m^2")
|
7d8de0eac02f720c7968efc733178a299ab9355b
|
eba87ea88592ae455b25057043e94955762052e1
|
/Scenario/world2.sce
|
997366bb13a9ba7302a968700148846af6e6a141
|
[] |
no_license
|
milkhouse1990/RabbitMilk2018
|
d5f9d4d740c763f7c9003be870f7c6c240a4f6df
|
1dffae3c4a70ab6cb29c7c20d4fe68e898ca5adf
|
refs/heads/master
| 2018-07-14T18:24:56.563587
| 2018-06-01T10:37:06
| 2018-06-01T10:37:06
| 116,246,271
| 0
| 0
| null | null | null | null |
UTF-8
|
Scilab
| false
| false
| 2,010
|
sce
|
world2.sce
|
//高速公路
world 2 Highway
//1111
scene 0 Highway
cut 0
声音A 果酱 果酱果酱果酱 果酱果酱果酱 果酱果酱果酱…
声音B 你好烦啊，能不能闭上你的臭嘴。
声音A 果酱果酱果酱…
声音B 闭嘴！
声音A 为什么？
声音B 你从上车开始就一直叨叨个不停，到底有完没完啊。
声音A 这你怎么能明白呢，我马上就要见到我的小偶像果酱亲了，当然激动了。
声音B 那种偶像到底有什么好看的啊？
声音A 不准你黑我家小果酱！小果酱是全月球最可爱的人！
声音B 那你就赶快从我的车子上滚下去啊！坐别人的车子还这么多事。
声音A 不要嘛，你新买的车子，放着也是浪费嘛，就带我去嘛。
声音B 叫姐姐。
声音A 姐姐。
声音B 叫你叫你就叫啊，好没原则！
声音A 那你叫我怎样啊，姐 姐 大 人？
声音B 啊，真是拿你没办法。从刚才开始我就觉得好像有只兔子一直在车上跳来跳去的，你去看看。
声音A 好的，姐姐大人！
声音B …
声音A 报告姐姐大人，没有看到兔子！
声音B 那你看到了什么？
声音A 我的眼里只有可爱的小果酱！
声音B 你这家伙！看我教训教训你！
//车子起飞，开始表演各种谜一样的动作
声音A !@#$%^&*()
声音B 把这家伙晃晕后，我终于可以清静一会儿了。
cut 1
牛奶酱 又是你！上次还没吃够苦头是不是？
草莓汁 我才没吃苦头呢，你不要乱讲话！
牛奶酱 那我这次就让你好好吃一次！
草莓汁 不可能的。这次我有可乐炭大人送我的最新发明！
牛奶酱 这次又是什么？
草莓汁 巨大化药！
牛奶酱 哈？
草莓汁 听说做成巨大化蘑菇会被告侵权，所以就做成巨大化药了。
牛奶酱 没让你说明这个！
草莓汁 我现在就给你演示一下这药的神奇之处！
//变大！！！！
草莓汁 变成了巨大的…
牛奶酱 马赛克。
cut 3
gotoscene 7Extra0CrossRoad
|
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