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//calculating inductance and resistance of the relay T=.004//time constant which is time taken for the current to rise to .632 of its final steady value I=.35/.632//final steady value V=200//applied voltage R=V/I L=T*R mprintf("Resistance of relay circuit=%f ohm\nInductance of relay circuit=%f H\n",R,L) //calculating initial rate of rise of current r=V/L mprintf("Initial rate of rise of current=%f A/s",r)
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Chapter26_example3.sce
clc clear //Input data a=11500//Altitude in m n=123//Number of passengers c=3//Cargo in tonnes Va=650//Velocity of air craft in km/hour d=640//Drag in kg pe=50//Propulsion efficiency in percent oe=18//Overall efficiency in percent CV=10000//Calorific value in kcal/kg da=0.0172//Density of air at 11500 m in kg/cm^2 //Calculations Vp=((Va*1000)/3600)//Velocity of aeroplane in m/s Vr=((2/(pe/100))-1)*Vp//Velocity of working medium in m/s nhp=((d*Vp)/(75*(pe/100)))//Net horse power in H.P wf=((nhp*75*3600)/((oe/100)*427*CV))//Mass flow rate in kg/hr thp=((Va*Vp)/75)//Thrust horse power in H.P F=(wf/thp)//Fuel consumption per thrust H.P hour in kg W=((Va*9.81)/Vr)//Air flow in kg/sec va=(W/da)//Volume of air in cu.m/sec aa=(va/(3*Vr))//Area of jet in m^2 d=sqrt((4*aa)/3.14)*100//Diameter of jet in cm af=((W*3600)/wf)//Air fuel ratio //Output printf('(a) Absolute velocity of the jet is %3.1f m/sec \n (b) Net horse power of the gas plant is %3.0f H.P \n (c) Fuel consumption per thrust H.P hour is %3.3f kg \n (d) Diameter of the jet is %3.1f cm \n (e) Air-fuel ratio of the engine is %3.1f',Vr,nhp,F,d,af)
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DECLARE FUNCTION bin1$ (a%) DECLARE FUNCTION bin& (a%) 'maxkeys per second = 857 INP(&H60) command CLS OPEN "O", #1, "test.log" DO k% = INP(&H60) 'recieve key from buffer PRINT k%, bin1$(k%); "b" 'Print keycode, binary code PRINT #1, k%, bin1$(k%); "b" DEF SEG = 0 'stop beep sound POKE &H41A, PEEK(&H41C) '(by clearing keyboard buffer) DEF SEG '(Qbasic tip) IF (k% = 129) THEN EXIT DO LOOP CLOSE #1 FUNCTION bin& (a%) b& = 0 c% = 128 DO b& = (b& * 10) + SGN((a% AND c%)) c% = c% \ 2 LOOP UNTIL c% = 0 bin& = b& END FUNCTION FUNCTION bin1$ (a%) b& = bin&(a%) c$ = STR$(b&) c$ = RTRIM$(LTRIM$(c$)) FOR i = LEN(c$) TO 7 c$ = "0" + c$ NEXT bin1$ = c$ END FUNCTION
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clear // //given fluxa=1.4*10**-3 area=0.002 B=fluxa/area //flux density in air gap printf("\n B= %0.3f Wb/m**2",B) //u1=4*3.14*10**-7 //ha=B/u1 in AT/m //magnetic field in air gap ha=55.7 la=2 //length of air gap in m mmf=ha*la //mmf of air gap printf("\n mmf= %0.3f AT",mmf) //since the flux density of central limb is 0.7 the corresponding field srength is h1=250AT/m h1=250 mmfl=112.45 //mmf for magnetic central limb-->mmf=250*(450-0.2)*10**-3 totmmf=mmf+mmfl printf("\n totmmf= %0.5f AT",totmmf) //mean length of core CGHF=0.75m ml=0.75 //as above //since the central limb and magnetic core are in parallel they have same mmf that is 223.86AT h2=totmmf/ml //magnetic intensity in CGHF printf("\n h2= %0.5f AT",h2) flux2=B*area printf("\n flux2= %0.5f Wb",flux2) totflux=fluxa+flux2 //Wb Bfabc=totflux/area //flux density in magnetic core fabc in Wb/m**2 H=3000 //AT/m totmmffabc=H*ml //total mmf in fabc in AT printf("\n total mmf in fabc= %0.5f Wb/m**2",totmmffabc) totmmfm=totmmffabc+totmmf //total mmf in magnetic core in AT printf("\n totmmfm= %0.5f AT",totmmfm) N=500 I=totmmfm/N //The required current to set up flux in air gap printf("\n The total current required to set up flux in air gap is= %0.5f A",I)
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clc; clear all; V = 1000; // Volume of hall in cubic meter s = 400; // Surface area of hall in square meters a = 0.2; // Average absorption coefficient of hall in sabine T = (0.163*V)/(a*s);//'Reverberation time of hall disp('s',T,'Reverberation time of hall is') // there is slight variation in the answer.. there is mistake in the book.. checked in calculator also..
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//* file testplot.sce *// clf; //clear the graphics window //plot the circle x(t)=cos(t), y(t)=sin(t) t=[0:0.02:2*%pi]; x=cos(t);y=sin(t); plot(x,y,'-r') //plot the line y=sqrt(2)-x in blue x=[0;sqrt(2)];y=[sqrt(2);0]; plot(x,y,'--b') //plot the vector in cyan x=1/sqrt(2)+[0;1];y=x; plot(x,y,'c:o')
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0030.tst
SplITtEr hLnhn {} FILtER fjz { bItOR (, ) } FIlTER Ofd {noT Ts NOT p } D -> W -> pI -> rg -> m groUPEr G {MODULe E{ f <= k DelTa 5 qj <= V } mOdUlE iA{ } mOdulE B{ G = Zzfv zKx >= dMVWS DeLta 37M } moDuLE zxQ{ G < y DeltA 27m } mODule x{ k = vCGb rdelta 487 W >= Cd deLta 4 } MOdULe lNH{ } AggReGaTE mX.mz ,SUm(ug.h) aS t } uNGrOuPeR TV { } groupFIlTeR B {} MeRgeR iE { exPorT M }
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clc; //ex2.11 Pdmax=500; //miliwatt Vf=0.7; //volt Io=Pdmax/Vf; //Ampere//using P=V*I Ifmax=(80/100)*Io; //Ampere//maximum forward current 80% of IO disp( 'mA',Io,"Io="); //The answers vary due to round off error disp('mA',Ifmax,"Ifmax="); //The answers vary due to round off error
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NRZ UNIPOLAR.sce
clc; clf; x=[0,0,1,1,1,0,1,0] z=0; for i=1:length(x) t=[z:1:z+1] subplot(2,1,1) a=gca(); a.data_bounds=[0,-1.5;length(x),1.5] a.grid=[1,-1] title('NRZ UNIPOLAR') if(x(i)==0) plot(t,0) else plot(t,1) end z=z+1 end
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Ex16_3.sce
clear; clc; //Example 16.3 Vdd=5; Vtnd=0.8; Vtnl=0.8; Kn=35; Vo=0.1; Vi=4.2; //W/L=Y yl=0.5; //Kd/Kl=x x=(Vdd-Vo-Vtnl)^2/(2*Vo*(Vi-Vtnd)-Vo^2); printf('\nKd/Kl=%.2f\n',x) //Kd/Kl=yd/yl yd=12.6 yl=0.5 iD=Kn*yl*(Vdd-Vo-Vtnl)^2/2; printf('\ndrain current =%.2f microA\n',iD) P=iD*Vdd; printf('\npower dissipation=%.2f microW\n',P)
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sigma_cc=4//in MPa sigma_sc=130//in MPa Asc=4*0.785*25^2//four 25 mm dia bars, in sq mm b=300//width, in mm D=300//depth, in mm Ag=b*D//in sq mm Ac=Ag-Asc//in sq mm P=sigma_cc*Ac+sigma_sc*Asc//in N mprintf("Permissible load on the column = %f kN", P/10^3)
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7_1.sce
clc //initialisation of variables As= 13500 //ft^2 n= 16 Vs= 20 //knots fm= 0.0094 r= 20 //Lb fs= 0.0091 //CALCULATIONS Am= As/n^2 s= Vs/sqrt(n) rf= fm*Am*(Vs/sqrt(n))^2 rw= r-rf R= n^3*(r+rf*((fs/fm)-1)) hp= R*Vs*1.69*100/(550*60) //RESULTS printf (' required horse power = %.f ',hp-25)
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4_2.sce
V=5.6;//Volume occupied by 8g of Oxygen at 0 C in litres// T=273;//Temperature at which 8g of Oxygen occupies 5.6litres in Kelvin// V1=11.2;//Changed volume of 8g of Oxygen in litres// T1=(V1*T)/V;//Temperature at which 8g of Oxygen occupies 11.6litres in kelvin// printf('Temperature of 8g of Oxygen Occupying 11.6litres=T1=%fKelvin=273degrees',T1);
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Models.tst
${ using Typewriter.Extensions.Types; Template(Settings settings) { settings.IncludeProject("normalizrTestProject"); settings.OutputFilenameFactory = file => { return "../ClientApp/src/app/models/"+file.Name.Replace(".cs", ".ts"); }; } bool IsPropertyDTOObject(Property p) { //return p.Type; // exclude attributes if(p.Type.ToString().EndsWith("Dto") || p.Type.ToString().EndsWith("Dto[]")) return true; return false; } string getTypeWithoutBracketsIfArray(Property p) { var typestr = p.Type.ToString(); if(typestr.EndsWith("[]")){ typestr = typestr.Replace("[]",""); } return typestr; } } import { DTOBaseClass } from "./DTOBaseClass"; $Classes(*Dto)[ $Properties($IsPropertyDTOObject)[ import {$getTypeWithoutBracketsIfArray} from "./$getTypeWithoutBracketsIfArray"; ] export class $Name$TypeParameters extends DTOBaseClass{ $Properties($IsPropertyDTOObject)[ public static AddChildProperty_$Parent_$Name : string= "$name"; ] $Properties[ $name: $Type; ] }]
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//frequency greater than nyquist rate f = [1500 2000]; a = [1 0]; dev = [0.01 0.1]; fs = 8000; [n,fo,ao,w] = firpmord(f,a,dev); disp(n); disp(fo); disp(ao); disp(w); //output //!--error 116 //firpmord: Wrong value for argument #1 (f): Values must be between 0 and fs/2 //at line 109 of function firpmord called by : // = firpmord(f,a,dev)
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Ex1_7.txt
//Caption:Calculate lowest input frequency //Exa:1.7 clc; clear; close; fl=10//Lower cutoff frequency(in hertz) t=0.02//Tilt on output waveform f=%pi*fl/(t*1000) disp(f,'Lowest input frequency(in Khz)=')
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//Example 1_7 clc; clear; close; format('v',5); //given data : //11*I2+8*I3=4 from loop GDAG //8*I2+11*I3=6 from loop HDAH A=[11 8;8 11];//coefiicient matrix B=[4;6];//coefiicient matrix X=A^-1*B;//Matrix multiplication I2=X(1);//A I3=X(2);//A I8=I2+I3;//A disp(I8,"Current in 8 ohm resistor(A)");
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errcatch(-1,"stop");mode(2);// Exa 2.11 ; ; // Given data format('v',9) dV_out=20;// in volt dt= 4;// in micro seconds SR= dV_out/dt;// in V/micro sec disp(SR,"Slew rate in V/micro sec"); exit();
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#************************************************************ # Scenario of humanTestEnv # # date : Fri Mar 22 16:29:41 2013 #************************************************************ p3d_sel_desc_name P3D_ENV humanTestEnv p3d_sel_desc_name P3D_ROBOT PR2_ROBOT p3d_set_robot_steering_method Linear p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 10.000000 18.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 p3d_sel_desc_name P3D_ROBOT HERAKLES_HUMAN1 p3d_set_robot_steering_method Linear p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 -1.250000 0.957000 0.000000 0.000000 76.752000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 68.040000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 -82.548000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 p3d_sel_desc_name P3D_ROBOT TABLE p3d_set_robot_steering_method Linear p3d_set_robot_current 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 -0.624000 -0.106000 0.000000 0.000000 -89.748000 p3d_set_robot_goto 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 0.000000 p3d_set_camera_pos -0.130767 -1.097040 0.441223 3.063966 0.823125 0.807500 0.000000 0.000000 1.000000 0.000000
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clc; funcprot(0); //Example 8.5 Flying Level at Altitude // Initialisation of variables W = 2000; S = 350; V = 100*1.467; rho = 0.002378; // Calculations Cl = 2*(W/S)/(rho*V^2); alpha = -1.75; // From fig 8.15 Cd = 0.014; // From fig 8.15 D = Cd*(rho/2)*S*V^2; HP = D*V/550; // At 10000 ft altitude density is lower as compared to the density at sea level. rhoX = 0.001756; Cl = 2*(W/S)/(rhoX*V^2); alpha = -0.75; // From fig 8.15 Cd = 0.016; // From fig 8.15 D1 = Cd*(rhoX/2)*S*V^2; HP1 = D1*V/550; //Results disp(HP1,"Horse power required to move the wing forward(hp) :",D1,"Drag (lb):","!------Part (b)------!",HP,"Horse power required to move the wing forward(hp) :",D,"Drag (lb):","!------Part (a)------!");
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sin1Data = read(get_absolute_file_path("LoadSinData.sce") + "..\Data\sin_log1pi.txt", -1, 2) sin1Data(:, 1) = sin1Data(:, 1)*%pi/180 sin2Data = read(get_absolute_file_path("LoadSinData.sce") + "..\Data\sin_log2pi.txt", -1, 2) sin2Data(:, 1) = sin2Data(:, 1)*%pi/180 sin3Data = read(get_absolute_file_path("LoadSinData.sce") + "..\Data\sin_log3pi.txt", -1, 2) sin3Data(:, 1) = sin3Data(:, 1)*%pi/180
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//Engineering and Chemical Thermodynamics //Example 2.17 //Page no :82 clear ; clc ; //Given data n_dot = 10 ; //[mol/min] del_h_vap_CO2 = 10400 ; //[J/mol] A_CO2 = 5.457 ; //From appendix A.3 B_CO2 = 1.045 * 10^-3 ; D_CO2 = -1.157 * 10^5 ; A_air = 3.355 ; B_air = 0.575 * 10^-3 ; D_air = -0.016 * 10^5 ; T1 = 273 ; //[K] T2 = 283 ; //[K] T3 = 323 ; //[K] T4 = 293 ; //{k} function y=f1(T),y=8.314 * (A_CO2 * T + (B_CO2/2) * T^2 - D_CO2/T) endfunction sen_heat_CO2 = f1(T2) - f1(T1) ; Q_dot = n_dot * (del_h_vap_CO2 + sen_heat_CO2) ; //[J/min] function y=f2(T),y=8.314 * (A_air * T + B_air/2*T^2 - D_air /T) endfunction sen_heat_air = f2(T4) - f2(T3); n_dot_air = - Q_dot / sen_heat_air ; disp(" Example: 2.17 Page no : 82") ; printf('\n Air required = %g mol/min',n_dot_air);
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// Scilab code Exa15.8 : : Page-655 (2011) clc; clear; sigma_a_u = 698; // Absorption cross section for uranium, barns sigma_a_M = 0.00092; // Absorption cross section for heavy water, barns N_m = 10^5; // Number of atoms of heavy water N_u = 1; // Number of atoms of uranium f = sigma_a_u/(sigma_a_u+sigma_a_M*N_m/N_u); // Thermal utilization factor eta = 2.08; // Number of fast fission neutron produced k_inf = eta*f; // Multiplication factor L_m_sqr = 1.70; // Material length, metre L_sqr = L_m_sqr*(1-f); // Diffusion length, metre B_sqr = 1.819/0.30381*exp(-1/12)-1/0.3038; // Geometrical buckling, per square metre V_c = 120/(B_sqr*sqrt(B_sqr)); // Volume of the reactor, cubic metre printf("\nThe critical volume of the reactor = %4.1f cubic metre", V_c); // Result // The critical volume of the reactor = 36.4 cubic metre
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//Chapter-11 example 4 //============================================================================= clc; clear; PW = 1.5*10^-6;//pulse width in sec PRF = 2000//per second //Calculations Dc = PW*PRF;//duty cycle //Output mprintf('Duty Cycle is %e',Dc); //==========end of program=====================================================
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function result = mdaqFileData(filename, filetype, rows, cols) result = []; if (argn(2) > 4 | argn(2) < 2) | (filetype == 2 & argn(2) <> 4) then mprintf("Description:\n"); mprintf("\tReads data from file created with MicroDAQ ''To File'' block\n"); mprintf("Usage:\n"); mprintf("\tmdaqFileData(name, type, rows, cols);\n") mprintf("\tname - file name \n"); mprintf("\ttype - file type to read data from (1 - text (csv) | 2 - binary)\n"); mprintf("\trows - number of rows (optinal for text filetype)\n"); mprintf("\tcols - number of columns (optinal for text filetype)\n"); return; end [mdaq_ip_address, res] = mdaq_get_ip(); if res < 0 then disp("ERROR: Unable to get IP address!") return; end [tmp_file res] = getURL('http://' + mdaq_ip_address + '/user-disk/dsp/data/' + filename, TMPDIR); if isfile(tmp_file) & (strindex(res,'404 - Not Found') == []) then if filetype == 1 then result = fscanfMat(tmp_file); if argn(2) == 4 then nrows = rows; if nrows > size(result, 1) then nrows = size(result, 1); end ncols = cols; if ncols > size(result, 2) then ncols = size(result, 2) end result = resize_matrix(result, nrows, ncols); end elseif filetype == 2 then fd1 = mopen(tmp_file,'rb'); data_count = rows*cols; data = mget(rows*cols,'d',fd1); if size(data, 2) < data_count then //disp("ERROR: !"); data_count = size(data, 2); end for i=1:cols result = [result; data(i:cols:data_count)]; end result = result'; mclose(fd1) else error("Unsupported file type, use: 1 - text (csv), 2 - binary"); end mdelete(tmp_file); else error("File not found!"); end endfunction
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function [outputMat]= findcontours(inputImage, Mode, method, point_x, point_y) inputList=mattolist(inputImage); outputList=opencv_findcontours(inputList,Mode, method, point_x, point_y) for i=1:size(outputList) outputMat(:,:,i)=outputList(i) end endfunction
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//Book - Power system: Analysisi & Design 5th Edition //Authors - J. Duncan Glover, Mulukutla S. Sarma, and Thomas J.Overbye //Chapter-11 ;Example 11.7 //Scilab Version - 6.0.0; OS - Windows clc; clear; function result=table(delcr) //Function to get result in table format using Euler’s method for diferent critical clearing angles delta=0.4179 //Initial value of delta in rad taken from example 7.6 omega=2*%pi*60 //Initial value of omega in rad/s H=3 //Value of H constant in pu-s omegasyn=omega t=0; delt=0.02 //Step size result=[]; //Initialization of result table tc=0; //Initialization of critical clearing time while t<0.861 //Maximum time for Eler's method is o.86 result=[result;t delta omega] //Updating the result table ddeltat=omega-omegasyn //Calculation of ddeltat/dt using equation 11.4.7 deltab=delta+ddeltat*delt //Calculation of delta_bar using equation 11.4.9 if delta<delcr //Steps to calculate accelerating power for prefault condition papu=1-0.9152*sin(delta) pafb=1-0.9152*sin(deltab) else //Steps to calculate accelerating power for postfault condition tc=tc+1; papu=1-2.1353*sin(delta) pafb=1-2.1353*sin(deltab) end if tc==1 & delcr==1.95 //Displaying result of case 1(Stable) stable with Critical clearing angle of 1.95 printf('The critical clearing time for case 1 is %.2f sec\n',t) elseif tc==1 & delcr==2.09 //Displaying result of case 2(Unstable) stable with Critical clearing angle of 2.09 printf('The critical clearing time for case 2 is %.2f sec\n',t) end domegat=papu*omegasyn*omegasyn/(2*H*omega) //Calculation of domegat/dt using equation 11.4.8 omegab=omega+domegat*delt //Calculation of omega_bar using equation 11.4.10 ddeltab=omegab-omegasyn //Calculation of ddelta_bar/dt using equation 11.4.11 domegab=pafb*omegasyn*omegasyn/(2*H*omegab) //Calculation of domega_bar/dt using equation 11.4.12 delta=delta+(ddeltat+ddeltab)*delt/2 //Calculation of delta for change in time using equation 11.4.13 omega=omega+(domegat+domegab)*delt/2 //Calculation of omega for change in time using equation 11.4.14 t=t+delt; end endfunction case1=table(1.95) //case1 - critical clearing angle is 1.95 rad case2=table(2.09) //case2 - critical clearing angle is 2.09 rad printf(' ----------------------------- -----------------------------\n') printf(' CASE-1 STABLE CASE-2 UNSTABLE \n') printf(' ----------------------------- -----------------------------') disp([case1 case2],'Time(s) Delta(rad) Omega(rad/s) Time(s) Delta(rad) Omega(rad/s)')
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ch3_22.sci
// To calculate voltage and kva rating of 1-ph transformer clc; V_p=33; //primary side voltage(V) V_s=11; //secondary side voltage(V) V_p1=V_p/sqrt(3); //per ph primary side voltage(V) V_p2=V_s/sqrt(3); //per ph secondary side voltage(V) r=6000; //kva rating 3-ph s=r/3; //per phase disp('Y/Y conn'); disp(V_p1,'primary side ph voltage(V)'); disp(V_p2,'secondary side ph voltage(V)'); disp(s,'kva rating of transformer'); disp('Y/D conn'); disp(V_p1,'primary side ph voltage(V)'); disp(V_s,'secondary side ph voltage(V)'); disp(s,'kva rating of transformer'); disp('D/Y conn'); disp(V_p,'primary side ph voltage(V)'); disp(V_p2,'secondary side ph voltage(V)'); disp(s,'kva rating of transformer'); disp('D/D conn'); disp(V_p,'primary side ph voltage(V)'); disp(V_s,'secondary side ph voltage(V)'); disp(s,'kva rating of transformer');
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/3165/CH4/EX4.3/Ex4_3.sce
caa5f9054743817505ba435fa799b9e77be29ef2
[]
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
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2017-05-25T21:09:20
2017-05-25T21:09:19
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sce
Ex4_3.sce
//Example 4 . 3 //To Design an Analog Butterworth Filter clc ; op =0.2* %pi ; os =0.4* %pi ; e1 =0.9; l1 =0.2; epsilon = sqrt (1/( e1 ^2) -1); lambda = sqrt (1/( l1 ^2) -1); N= log( lambda / epsilon )/ log (os/op); disp ( ceil (N), ' Order o f the f i l t e r , N =' ); s=%s; HS =1/(( s ^2+0.76537* s +1) *(s ^2+1.8477* s +1) ); // Transfer Function for N=4 oc=op/ epsilon ^(1/ ceil (N)); HS1 = horner (HS ,s/oc); disp (HS1 , ' Normal i z ed Tr a n s f e r Func t ion , H( s ) =' );
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/3630/CH9/EX9.14/Ex9_14.sce
1a68e9c4575d5b74130b60ec401dd5fcf62b350b
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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
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sce
Ex9_14.sce
clc; rc=1300; //Ohm re=2*22.1; //Ohm rE=300; //Ohm Av1=rc/(re+rE); Av2=4.04; DelAv=Av2-Av1; disp(' ',DelAv,"DelAv=");//The answers vary due to round off error
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/695/CH3/EX3.28/Ex3_28.sce
c3607ad95b435f0e8999856efcf4b3ff1f161a5e
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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
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Ex3_28.sce
//Caption:Find the voltage regulation //Exa:3.28 clc; clear; close; KVA=500; V2=500;//in volts x=0.75; pf=1; Eff_max=0.97; P_i=(KVA*x*1000*pf-KVA*x*1000*pf*Eff_max)/(2*Eff_max);//in watts P_cu=P_i/x^2; R_equ=P_cu/(KVA*1000); X_equ=sqrt(0.1^2-R_equ^2);//in ohms VR=R_equ*0.8+X_equ*0.6; disp(VR*100,'Voltage Regulation (in %)=')
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/998/CH29/EX29.51/Ex51.sce
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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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Ex51.sce
//Ex:51 clc; clear; close; r_a=30000+6370;//apogee in km r_p=200+6370;//perigee in km e=(r_a-r_p)/(r_a+r_p);// eccentricity printf("The apogee=%f km",r_a); printf("\n The perigee=%f km",r_p); printf("\n The orbital eccentricity=%f",e);
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449d555969bfd7befe906877abab098c6e63a0e8
/1736/CH4/EX4.23.2/Ch04Ex23_2a.sce
b12c13696ae56dddc26e2172dd75d565ef9c2dfa
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FOSSEE/Scilab-TBC-Uploads
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2020-04-09T02:43:26.499817
2018-02-03T05:31:52
2018-02-03T05:31:52
37,975,407
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Ch04Ex23_2a.sce
// Scilab Code Ex4.2a: Page-138 (2006) clc; clear; f_E = 0.01; // Occupation probability of electron E_F = 1; // For simplicity assume Fermi energy to be unity, eV k = 1.38e-023; // Boltzmann constant, J/mol/K e = 1.6e-019; // Energy equivalent of 1 eV, J/eV dE = 0.5; // Exces energy above Fermi level, eV E = E_F + dE; // Energy of the level above Fermi level, eV // We have, f_E = 1/(exp((E-E_F)*e/(k*T))+1), solving for T T = (E-E_F)*e/k*1/log(1/f_E-1); // Temperature at which the electron will have energy 0.1 eV above the Fermi energy, K printf("\nThe temperature at which the electron will have energy %3.1f eV above the Fermi energy = %4d K", dE, T); // Result // The temperature at which the electron will have energy 0.5 eV above the Fermi energy = 1261 K
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/y.tst
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decapolis/test
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refs/heads/master
2020-03-25T19:17:50.542350
2018-08-09T01:22:37
2018-08-09T01:22:37
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y.tst
This is line 1 This is line 2 This is line 3 This is line 3.1 This is line 3.2 This is line 3.3 This is line 4 This is line 5
09571689609c3be78a315d8dfb17a58ff78873af
75e8de13b449936c15072e897be26dfe860bf5f4
/data/samples-plus-reduced.sci
3a6661385ce8d9fc4fcb815ff74f9266a1a766b3
[ "LicenseRef-scancode-public-domain" ]
permissive
MyFreertosLab/my_motors_test
98888702fd22774611b5c01f65d5c3938feb2838
2e059c196ec7be0ebd7ac9bd4f8c96585d1da169
refs/heads/master
2023-05-13T08:33:44.999855
2021-06-03T19:04:42
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sci
samples-plus-reduced.sci
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78.92572, 11584, 12232, 11560, 10264, 11560, 10208; 78.92572, 11584, 11000, 11560, 10264, 11552, 10208; 78.92572, 11592, 11000, 11560, 10400, 11552, 10088; 78.92572, 11592, 9736, 11560, 9784, 11552, 9856; 78.92572, 11584, 9376, 11560, 10152, 11560, 9856; 78.92572, 11584, 9376, 11560, 10152, 11560, 10128; 78.92572, 11576, 10560, 11560, 10304, 11552, 10368; 78.92572, 11576, 11528, 11560, 10504, 11552, 10368; 78.92572, 11576, 12000, 11568, 10504, 11552, 10360; 78.92572, 11592, 12000, 11568, 10408, 11552, 10240; 78.92572, 11592, 10000, 11560, 9704, 11552, 10240; 78.92572, 11584, 9616, 11560, 9704, 11560, 10560; 78.92572, 11584, 9616, 11560, 9832, 11560, 10424; 78.92572, 11584, 9920, 11568, 9824, 11560, 10424; 78.92572, 11576, 11488, 11568, 9824, 11560, 10360; 78.92572, 11576, 11488, 11568, 10208, 11552, 10336; 78.92572, 11584, 12072, 11560, 9752, 11552, 10208; 78.92572, 11592, 11056, 11560, 9752, 11552, 10208; 78.92572, 11592, 11056, 11560, 9928, 11552, 9656; 78.92572, 11592, 9656, 11560, 10448, 11552, 10176; 78.92572, 11584, 9568, 11560, 10288, 11552, 10176; 78.92572, 11584, 9568, 11560, 10288, 11560, 10024; 78.92572, 11576, 10416, 11568, 10568, 11552, 9664; 78.92572, 11576, 11472, 11568, 9592, 11552, 9664; 78.92572, 11584, 11992, 11568, 9592, 11552, 10088; 78.92572, 11584, 11992, 11568, 10080, 11552, 10184; 78.92572, 11592, 9640, 11560, 10112, 11552, 10152; 78.92572, 11592, 9464, 11560, 10112, 11552, 10152; 78.92572, 11592, 9464, 11560, 10072, 11560, 10944; 78.92572, 11584, 9720, 11560, 9752, 11560, 10720; 78.92572, 11576, 10856, 11560, 10144, 11560, 10720; 78.92572, 11576, 12368, 11568, 10144, 11560, 10232; 78.92572, 11576, 12368, 11568, 10328, 11560, 10336; 78.92572, 11584, 11824, 11560, 10456, 11560, 10336; 78.92572, 11584, 9584, 11560, 10456, 11552, 10064; 78.92572, 11592, 9584, 11560, 10192, 11552, 10160; 78.92572, 11592, 9504, 11568, 10168, 11552, 10312; 78.92572, 11584, 9560, 11568, 9896, 11552, 10312; 78.92572, 11584, 9560, 11560, 9896, 11552, 9976; 78.92572, 11576, 11008, 11568, 10048, 11552, 10056; 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78.92572, 11592, 10256, 11560, 10384, 11552, 9992; 78.92572, 11592, 9112, 11560, 10384, 11552, 10160; 78.92572, 11592, 9112, 11560, 10320, 11552, 9912; 78.92572, 11584, 10312, 11560, 10104, 11552, 9912; 78.92572, 11584, 11136, 11568, 10104, 11552, 9984; 78.92572, 11576, 11136, 11568, 10024, 11552, 10520; 78.92572, 11584, 11952, 11560, 10136, 11552, 10520; 78.92572, 11592, 11624, 11560, 10136, 11552, 10040; 78.92572, 11592, 11624, 11568, 10008, 11552, 10488; 78.92572, 11592, 9688, 11560, 10496, 11560, 10672; 78.92572, 11584, 9280, 11560, 10496, 11560, 10672; 78.92572, 11584, 9280, 11560, 10056, 11560, 10184; 78.92572, 11584, 10104, 11560, 10232, 11560, 10344; 78.92572, 11576, 11280, 11560, 10336, 11560, 10344; 78.92572, 11584, 11656, 11560, 10336, 11560, 10472; 78.92572, 11584, 11656, 11568, 10592, 11552, 9960; 78.92572, 11592, 11600, 11560, 10568, 11552, 10176; 78.92572, 11592, 10240, 11560, 10568, 11552, 10176; 78.92572, 11592, 10240, 11560, 10024, 11560, 10256; 78.92572, 11592, 9384, 11560, 9768, 11560, 9912; 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90.35429, 11568, 12040, 11536, 10552, 11528, 10672; 90.35429, 11568, 12040, 11536, 11280, 11528, 11664; 90.35429, 11568, 11936, 11536, 11224, 11528, 11664; 90.35429, 11568, 11848, 11536, 11224, 11536, 10664; 90.35429, 11560, 11848, 11544, 10880, 11528, 10664; 90.35429, 11560, 11552, 11544, 10960, 11528, 11520; 90.35429, 11560, 10664, 11544, 10960, 11528, 11520; 90.35429, 11560, 10664, 11544, 10896, 11536, 10960; 90.35429, 11552, 10408, 11536, 11008, 11536, 10160; 90.35429, 11560, 10992, 11536, 11080, 11536, 10160; 90.35429, 11568, 10448, 11536, 11080, 11528, 11264; 90.35429, 11568, 10448, 11536, 10856, 11528, 11584; 90.35429, 11568, 11272, 11544, 10552, 11528, 10760; 90.35429, 11560, 11048, 11544, 10552, 11536, 10760; 90.35429, 11560, 11048, 11544, 10912, 11528, 10848; 90.35429, 11568, 11632, 11544, 10728, 11528, 11544; 90.35429, 11560, 12120, 11544, 10488, 11528, 11544; 90.35429, 11560, 11608, 11536, 10488, 11536, 11064; 90.35429, 11560, 11608, 11536, 10648, 11536, 10360; 90.35429, 11560, 12064, 11544, 11256, 11536, 11312; 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90.35429, 11568, 11616, 11536, 10944, 11536, 11640; 90.35429, 11560, 11680, 11536, 11384, 11536, 11640; 90.35429, 11560, 11416, 11536, 11384, 11536, 10824; 90.35429, 11560, 11416, 11544, 10936, 11528, 10768; 90.35429, 11560, 11520, 11544, 11040, 11528, 10768; 90.35429, 11560, 10896, 11544, 11040, 11528, 11440; 90.35429, 11560, 10896, 11544, 10976, 11536, 11112; 90.35429, 11560, 10720, 11544, 11128, 11536, 10384; 90.35429, 11560, 10952, 11536, 10832, 11536, 10384; 90.35429, 11560, 10952, 11536, 10832, 11528, 11032; 90.35429, 11560, 10336, 11536, 10496, 11528, 11576; 90.35429, 11568, 11200, 11536, 11104, 11528, 10776; 90.35429, 11560, 11056, 11536, 11104, 11536, 10776; 90.35429, 11560, 11056, 11544, 10480, 11528, 10576; 90.35429, 11568, 11704, 11544, 11160, 11528, 11352; 90.35429, 11560, 11952, 11544, 10728, 11528, 11352; 90.35429, 11560, 11416, 11536, 10728, 11536, 11024; 90.35429, 11560, 11416, 11536, 10448, 11536, 10304; 90.35429, 11560, 11448, 11536, 10384, 11536, 10304; 90.35429, 11560, 11168, 11536, 10384, 11528, 11032; 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90.35429, 11560, 11160, 11544, 10264, 11528, 11768; 90.35429, 11568, 11160, 11536, 11096, 11536, 11064; 90.35429, 11568, 11504, 11544, 10768, 11536, 11064; 90.35429, 11568, 11928, 11544, 10768, 11528, 10448; 90.35429, 11568, 11928, 11544, 11144, 11528, 11456; 90.35429, 11568, 12344, 11544, 10968, 11536, 11360; 90.35429, 11560, 11624, 11544, 10968, 11536, 11360; 90.35429, 11560, 11624, 11536, 11280, 11536, 10352; 90.35429, 11560, 11384, 11536, 10736, 11528, 10728; 90.35429, 11560, 10816, 11536, 10832, 11528, 10728; 90.35429, 11560, 10624, 11536, 10832, 11528, 11624; 90.35429, 11560, 10624, 11536, 10656, 11528, 10872; 90.35429, 11560, 10624, 11544, 10728, 11528, 10344; 90.35429, 11560, 10648, 11544, 11224, 11528, 10344; 90.35429, 11560, 10648, 11544, 11224, 11520, 11440; 90.35429, 11568, 11128, 11536, 11248, 11536, 11336; 90.35429, 11568, 10936, 11536, 10488, 11536, 11336; 90.35429, 11568, 10856, 11536, 10488, 11536, 10248; 90.35429, 11560, 10856, 11536, 10880, 11528, 11240; 90.35429, 11568, 11704, 11536, 11312, 11528, 11240; 90.35429, 11560, 12088, 11536, 11312, 11528, 11608; 90.35429, 11560, 12088, 11544, 11184, 11536, 10936; 90.35429, 11560, 12288, 11544, 11544, 11528, 10560; 90.35429, 11560, 11304, 11544, 10872, 11528, 10560; 90.35429, 11560, 11304, 11544, 10872, 11528, 11496; 90.35429, 11560, 11016, 11536, 10424, 11528, 11016; 90.35429, 11560, 10928, 11536, 10512, 11528, 11016; 90.35429, 11560, 11088, 11536, 10512, 11536, 10312; 90.35429, 11560, 11088, 11544, 11336, 11528, 11000; 90.35429, 11560, 11072, 11544, 10840, 11528, 11512; 90.35429, 11568, 11328, 11544, 10848, 11528, 11512; 90.35429, 11568, 11328, 11536, 10848, 11536, 10784; 90.35429, 11568, 11408, 11536, 10024, 11528, 10568; 90.35429, 11568, 11776, 11536, 10368, 11528, 11560; 90.35429, 11568, 11680, 11536, 10368, 11528, 11560; 90.35429, 11560, 11680, 11536, 10824, 11528, 11040; 90.35429, 11560, 11232, 11536, 11176, 11528, 10192; 90.35429, 11560, 11184, 11536, 10656, 11536, 10192; 90.35429, 11560, 11000, 11536, 10656, 11528, 10984; 90.35429, 11560, 11000, 11536, 10144, 11528, 11408; 90.35429, 11560, 10840, 11536, 9944, 11528, 11408; 90.35429, 11560, 10800, 11536, 9944, 11536, 10720; 90.35429, 11560, 10800, 11536, 10992, 11528, 10800; 90.35429, 11560, 11160, 11536, 11080, 11528, 10800; 90.35429, 11568, 10832, 11536, 11080, 11520, 11624; 90.35429, 11568, 10832, 11536, 11296, 11536, 10944; 90.35429, 11568, 11936, 11544, 10888, 11536, 10368; 90.35429, 11560, 12080, 11544, 9992, 11536, 10368; 90.35429, 11560, 12080, 11536, 9992, 11528, 11232; 90.35429, 11568, 11912, 11536, 10096, 11528, 11688; 90.35429, 11560, 11480, 11536, 10856, 11528, 10672; 90.35429, 11560, 10952, 11536, 10856, 11536, 10672; 90.35429, 11560, 10952, 11536, 11584, 11528, 10776; 90.35429, 11560, 10672, 11544, 10824, 11528, 11720; 90.35429, 11560, 10792, 11544, 10784, 11528, 11720; 90.35429, 11560, 10352, 11544, 10784, 11528, 10864; 90.35429, 11560, 10352, 11544, 10136, 11536, 10128; 90.35429, 11560, 11320, 11536, 11224, 11536, 10128; 90.35429, 11560, 11904, 11536, 11224, 11528, 11248; 90.35429, 11560, 11904, 11536, 10872, 11528, 11392; 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92.25906, 11560, 10968, 11528, 10832, 11528, 10376; 92.25906, 11560, 11400, 11536, 10832, 11520, 10184; 92.25906, 11560, 11400, 11536, 10872, 11520, 10344; 92.25906, 11560, 11592, 11536, 10952, 11520, 10232; 92.25906, 11560, 10752, 11536, 10072, 11520, 10232; 92.25906, 11560, 10752, 11536, 10072, 11520, 10680; 92.25906, 11560, 11032, 11528, 11072, 11528, 10320; 92.25906, 11560, 11216, 11536, 11184, 11528, 10320; 92.25906, 11560, 11368, 11536, 11184, 11520, 10288; 92.25906, 11552, 11368, 11536, 10904, 11520, 10680; 92.25906, 11560, 11784, 11536, 10200, 11520, 10680; 92.25906, 11560, 11152, 11536, 10200, 11528, 10416; 92.25906, 11560, 11152, 11536, 11304, 11520, 10680; 92.25906, 11560, 11720, 11536, 11040, 11520, 11336; 92.25906, 11560, 11144, 11544, 10824, 11520, 11336; 92.25906, 11560, 11144, 11544, 10824, 11528, 10592; 92.25906, 11560, 11400, 11536, 10312, 11520, 11448; 92.25906, 11552, 11592, 11536, 11208, 11520, 11464; 92.25906, 11560, 11352, 11536, 11208, 11528, 11464; 92.25906, 11560, 11352, 11536, 10856, 11520, 11064; 92.25906, 11560, 11520, 11544, 10904, 11520, 11824; 92.25906, 11560, 11440, 11544, 10536, 11520, 11824; 92.25906, 11560, 11480, 11536, 10536, 11528, 11800; 92.25906, 11560, 11480, 11536, 10024, 11528, 11360; 92.25906, 11560, 11144, 11536, 11008, 11528, 11360; 92.25906, 11552, 11408, 11536, 11008, 11528, 11776; 92.25906, 11552, 11408, 11544, 10816, 11528, 11912; 92.25906, 11560, 11976, 11536, 10288, 11528, 11416; 92.25906, 11552, 11648, 11536, 10288, 11528, 11416; 92.25906, 11552, 11648, 11536, 10000, 11528, 12336; 92.25906, 11560, 11560, 11536, 10928, 11536, 11736; 92.25906, 11560, 11136, 11544, 11312, 11536, 11736; 92.25906, 11560, 11528, 11544, 11312, 11528, 11088; 92.25906, 11560, 11528, 11536, 10696, 11536, 12096; 92.25906, 11560, 12000, 11536, 10312, 11536, 11112; 92.25906, 11552, 11848, 11536, 10992, 11536, 11112; 92.25906, 11552, 11848, 11536, 10992, 11528, 11376; 92.25906, 11560, 11568, 11528, 11128, 11536, 11224; 92.25906, 11560, 11152, 11528, 11376, 11536, 11224; 92.25906, 11560, 11064, 11536, 11376, 11528, 10352; 92.25906, 11560, 11064, 11536, 9776, 11528, 10464; 92.25906, 11560, 10840, 11528, 10560, 11528, 10448; 92.25906, 11552, 11192, 11528, 11088, 11520, 10448; 92.25906, 11552, 11192, 11536, 11088, 11520, 10376; 92.25906, 11560, 12144, 11544, 10984, 11520, 10504; 92.25906, 11560, 11424, 11544, 10208, 11520, 10504; 92.25906, 11560, 10720, 11536, 10208, 11528, 10272; 92.25906, 11560, 10720, 11536, 10800, 11520, 10656; 92.25906, 11560, 11152, 11536, 11144, 11520, 10656; 92.25906, 11560, 10992, 11536, 11144, 11520, 10656; 92.25906, 11560, 10992, 11536, 10816, 11528, 10728; 92.25906, 11560, 12072, 11536, 11024, 11528, 10864; 92.25906, 11560, 11512, 11536, 10872, 11520, 10864; 92.25906, 11560, 11512, 11536, 10872, 11520, 11312; 92.25906, 11560, 10928, 11536, 10680, 11528, 10912; 92.25906, 11560, 11008, 11536, 10800, 11528, 10912; 92.25906, 11560, 10896, 11536, 10800, 11520, 11160; 92.25906, 11560, 10896, 11544, 11512, 11520, 11360; 92.25906, 11552, 11368, 11536, 10152, 11520, 10976; 92.25906, 11560, 11712, 11536, 10880, 11528, 10976; 92.25906, 11560, 11712, 11536, 10880, 11520, 11648; 92.25906, 11560, 11248, 11544, 11408, 11520, 11432; 92.25906, 11560, 11704, 11544, 10912, 11520, 11432; 92.25906, 11560, 11048, 11544, 10912, 11528, 11456; 92.25906, 11552, 11048, 11536, 9960, 11528, 12000; 92.25906, 11560, 11256, 11536, 10768, 11528, 12000; 92.25906, 11552, 11432, 11536, 10768, 11528, 12112; 92.25906, 11552, 11432, 11536, 10728, 11528, 11464; 92.25906, 11552, 11608, 11536, 10336, 11528, 12056; 92.25906, 11552, 12112, 11536, 10528, 11528, 12056; 92.25906, 11552, 12112, 11536, 10528, 11528, 11792; 92.25906, 11560, 11712, 11528, 10984, 11528, 11512; 92.25906, 11560, 11696, 11536, 10896, 11528, 11936; 92.25906, 11560, 11008, 11536, 10896, 11528, 11936; 92.25906, 11560, 11008, 11536, 11360, 11536, 11152; 92.25906, 11560, 11088, 11536, 11160, 11536, 11080; 92.25906, 11552, 11328, 11536, 9952, 11536, 11080; 92.25906, 11552, 11328, 11528, 9952, 11536, 11008; 92.25906, 11560, 11104, 11528, 10960, 11528, 10848; 92.25906, 11560, 12104, 11536, 11272, 11528, 10848; 92.25906, 11560, 11736, 11536, 11272, 11528, 10640; 92.25906, 11560, 11736, 11536, 10728, 11536, 11008; 92.25906, 11560, 10944, 11536, 9928, 11536, 10560; 92.25906, 11560, 10904, 11536, 11528, 11528, 10560; 92.25906, 11560, 10904, 11536, 11528, 11528, 10880; 92.25906, 11560, 11288, 11536, 11536, 11528, 10968; 92.25906, 11560, 11344, 11536, 11248, 11528, 10968; 92.25906, 11560, 11560, 11536, 11248, 11528, 10400; 92.25906, 11560, 11560, 11536, 10736, 11528, 10816; 92.25906, 11560, 11144, 11528, 10736, 11528, 10480; 92.25906, 11560, 10976, 11528, 10736, 11528, 10480; 92.25906, 11560, 10976, 11536, 11192, 11520, 10424; 92.25906, 11560, 10912, 11536, 10520, 11520, 10728; 92.25906, 11560, 11136, 11536, 10968, 11520, 10728; 92.25906, 11560, 11840, 11536, 10968, 11528, 10504; 92.25906, 11552, 11840, 11536, 10976, 11520, 10552; 92.25906, 11560, 11296, 11536, 10760, 11520, 10760; 92.25906, 11560, 11184, 11536, 10760, 11520, 10760; 92.25906, 11560, 11184, 11536, 10712, 11528, 10560; 92.25906, 11560, 11096, 11536, 10808, 11520, 10624; 92.25906, 11560, 11368, 11536, 10512, 11520, 10624; 92.25906, 11560, 11776, 11536, 10512, 11520, 11488; 92.25906, 11560, 11776, 11536, 10256, 11528, 10592; 92.25906, 11560, 11056, 11536, 11048, 11528, 10592; 92.25906, 11560, 11872, 11536, 11048, 11520, 11144; 92.25906, 11560, 11872, 11544, 11240, 11520, 11144; 92.25906, 11560, 11120, 11536, 9936, 11528, 10616; 92.25906, 11560, 11120, 11536, 9936, 11528, 10616; 92.25906, 11560, 11120, 11536, 10912, 11520, 11128; 92.25906, 11560, 11128, 11544, 11440, 11520, 11120; 92.25906, 11560, 11328, 11544, 11176, 11520, 11120; 92.25906, 11560, 11808, 11544, 11176, 11520, 10440; 92.25906, 11560, 11808, 11536, 10000, 11520, 11520; 92.25906, 11560, 11496, 11536, 10744, 11520, 11352; 92.25906, 11560, 11320, 11536, 10744, 11528, 11352; 92.25906, 11560, 11320, 11544, 10760, 11528, 11224; 92.25906, 11560, 11360, 11536, 10488, 11528, 11704; 92.25906, 11560, 11992, 11536, 10632, 11528, 11704; 92.25906, 11560, 12272, 11536, 10632, 11528, 11560; 92.25906, 11552, 12272, 11536, 11024, 11528, 11576; 92.25906, 11560, 11696, 11536, 10880, 11528, 11576; 92.25906, 11560, 11416, 11536, 10880, 11528, 11728; 92.25906, 11560, 11416, 11536, 11048, 11528, 11640; 92.25906, 11560, 11528, 11536, 11504, 11528, 11568; 92.25906, 11560, 11312, 11536, 11504, 11528, 11568; 92.25906, 11560, 11312, 11528, 10512, 11536, 11704; 92.25906, 11560, 11888, 11536, 10472, 11528, 11384; 92.25906, 11552, 12032, 11536, 11200, 11528, 11384; 92.25906, 11560, 11640, 11536, 11200, 11528, 11416; 92.25906, 11560, 11640, 11536, 11240, 11536, 11376; 92.25906, 11560, 11272, 11536, 9824, 11536, 11168; 92.25906, 11560, 11024, 11536, 9824, 11536, 11168; 92.25906, 11560, 11024, 11528, 11008, 11528, 11424; 92.25906, 11560, 11272, 11536, 11568, 11536, 11144; 92.25906, 11552, 11696, 11536, 10952, 11536, 11144; 92.25906, 11552, 11720, 11536, 10952, 11528, 11184; 92.25906, 11560, 11720, 11536, 10664, 11528, 11496; 92.25906, 11560, 11648, 11536, 11264, 11528, 11032; 92.25906, 11560, 10672, 11536, 10952, 11536, 11032; 92.25906, 11560, 10672, 11528, 10952, 11528, 11152; 92.25906, 11560, 11216, 11536, 10976, 11528, 11168; 92.25906, 11552, 10744, 11536, 11008, 11528, 11168; 92.25906, 11552, 11528, 11536, 11008, 11536, 10480; 92.25906, 11552, 11528, 11528, 10408, 11528, 10616; 92.25906, 11560, 11560, 11528, 11456, 11528, 10616; 92.25906, 11560, 11080, 11528, 11456, 11520, 10728; 92.25906, 11560, 11080, 11544, 11008, 11528, 10168; 92.25906, 11560, 11136, 11536, 10648, 11528, 10672; 92.25906, 11560, 11272, 11536, 10392, 11528, 10672; 92.25906, 11560, 11272, 11528, 10392, 11520, 10368; 92.25906, 11560, 11496, 11528, 11024, 11528, 10216; 92.25906, 11560, 11408, 11544, 11488, 11528, 10216; 92.25906, 11560, 11088, 11544, 11488, 11520, 10224; 92.25906, 11560, 11088, 11528, 10920, 11520, 10384; 92.25906, 11560, 11664, 11528, 10896, 11520, 10200; 92.25906, 11560, 11288, 11528, 11544, 11520, 10200; 94.16382, 11552, 11864, 11536, 10824, 11520, 11288; 94.16382, 11552, 11864, 11536, 10416, 11536, 12408; 94.16382, 11552, 11664, 11536, 11352, 11536, 11048; 94.16382, 11552, 11448, 11536, 11408, 11520, 11048; 94.16382, 11552, 11448, 11528, 11408, 11512, 10184; 94.16382, 11552, 11632, 11528, 10216, 11528, 11448; 94.16382, 11560, 11856, 11528, 11264, 11528, 11448; 94.16382, 11560, 11504, 11528, 11264, 11536, 12616; 94.16382, 11552, 11504, 11536, 11104, 11520, 11728; 94.16382, 11552, 11528, 11520, 10848, 11520, 11728; 94.16382, 11552, 11240, 11520, 10848, 11512, 10192; 94.16382, 11552, 11240, 11528, 11920, 11528, 10704; 94.16382, 11552, 11328, 11536, 10944, 11528, 12208; 94.16382, 11560, 11760, 11536, 11160, 11536, 12208; 94.16382, 11560, 11760, 11528, 11160, 11528, 12232; 94.16382, 11560, 11664, 11536, 11904, 11512, 9976; 94.16382, 11552, 11856, 11536, 10624, 11512, 9976; 94.16382, 11552, 11464, 11528, 10624, 11528, 10912; 94.16382, 11552, 11464, 11528, 11368, 11536, 12240; 94.16382, 11552, 10792, 11536, 11072, 11536, 11336; 94.16382, 11552, 11192, 11536, 10640, 11520, 11336; 94.16382, 11552, 11192, 11528, 10640, 11512, 10344; 94.16382, 11552, 11312, 11528, 11792, 11520, 10216; 94.16382, 11552, 11408, 11528, 11048, 11520, 10216; 94.16382, 11552, 11576, 11544, 11048, 11536, 12672; 94.16382, 11560, 11576, 11528, 10224, 11528, 12168; 94.16382, 11552, 11424, 11528, 11992, 11528, 12168; 94.16382, 11552, 12088, 11528, 11992, 11512, 10232; 94.16382, 11552, 12088, 11528, 11248, 11520, 10528; 94.16382, 11552, 10920, 11528, 10864, 11536, 11872; 94.16382, 11560, 10880, 11536, 11520, 11536, 11872; 94.16382, 11560, 10880, 11536, 11520, 11528, 12080; 94.16382, 11552, 11376, 11536, 11616, 11512, 10168; 94.16382, 11560, 11888, 11528, 11024, 11512, 10472; 94.16382, 11552, 11088, 11528, 11024, 11520, 10472; 94.16382, 11552, 11088, 11528, 11408, 11536, 12064; 94.16382, 11552, 11544, 11536, 10088, 11536, 11928; 94.16382, 11552, 11944, 11536, 11384, 11536, 11928; 94.16382, 11552, 11424, 11520, 11384, 11512, 10656; 94.16382, 11552, 11424, 11528, 12208, 11520, 10280; 94.16382, 11552, 11280, 11536, 11056, 11520, 10280; 94.16382, 11552, 11888, 11536, 11056, 11528, 11224; 94.16382, 11552, 11888, 11528, 11576, 11528, 12416; 94.16382, 11552, 11472, 11536, 12568, 11520, 11232; 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99.87810, 11536, 11792, 11520, 12584, 11504, 12056; 99.87810, 11536, 11792, 11520, 11200, 11504, 12056; 99.87810, 11536, 11568, 11504, 11200, 11504, 12288; 99.87810, 11544, 11568, 11520, 12176, 11504, 11624; 99.87810, 11544, 11624, 11512, 11856, 11504, 11624; 99.87810, 11544, 12104, 11512, 11856, 11504, 11912; 99.87810, 11536, 12104, 11520, 11144, 11520, 11944; 99.87810, 11544, 12488, 11520, 12136, 11512, 10920; 99.87810, 11536, 11840, 11520, 12136, 11512, 10920; 99.87810, 11536, 11840, 11512, 10984, 11504, 10408; 99.87810, 11536, 12296, 11520, 10936, 11512, 12184; 99.87810, 11536, 11576, 11520, 10824, 11512, 12184; 99.87810, 11544, 11768, 11520, 10824, 11504, 11400; 99.87810, 11544, 11768, 11512, 10800, 11504, 12000; 99.87810, 11544, 12112, 11528, 12400, 11504, 11952; 99.87810, 11544, 11896, 11528, 12400, 11512, 11952; 99.87810, 11544, 11896, 11512, 11352, 11504, 10976; 99.87810, 11536, 11624, 11512, 10888, 11504, 11760; 99.87810, 11536, 11896, 11512, 12520, 11504, 11760; 99.87810, 11536, 11992, 11528, 12520, 11512, 12288; 99.87810, 11536, 11992, 11512, 11200, 11504, 11864; 99.87810, 11544, 11928, 11520, 11384, 11504, 12144; 99.87810, 11544, 11904, 11520, 11616, 11504, 12144; 99.87810, 11544, 11904, 11520, 11616, 11512, 12456; 99.87810, 11536, 12096, 11512, 10064, 11504, 11456; 99.87810, 11544, 12304, 11512, 11800, 11504, 11456; 99.87810, 11544, 11288, 11520, 11800, 11512, 12216; 99.87810, 11536, 11288, 11520, 12032, 11504, 11224; 99.87810, 11536, 11792, 11520, 10544, 11504, 11224; 99.87810, 11544, 12240, 11520, 10544, 11504, 11784; 99.87810, 11544, 12240, 11520, 12016, 11512, 11576; 99.87810, 11544, 12424, 11512, 10952, 11512, 11792; 99.87810, 11544, 11664, 11512, 11888, 11512, 11792; 99.87810, 11544, 11664, 11520, 11888, 11512, 10760; 99.87810, 11544, 12008, 11520, 11992, 11504, 11184; 99.87810, 11544, 12072, 11512, 10816, 11504, 11184; 99.87810, 11536, 11544, 11512, 10816, 11504, 11712; 99.87810, 11536, 11544, 11520, 12616, 11512, 11832; 99.87810, 11544, 12304, 11512, 11744, 11512, 11976; 99.87810, 11544, 11880, 11512, 10600, 11512, 11976; 99.87810, 11544, 11880, 11520, 10600, 11512, 12248; 99.87810, 11544, 11920, 11520, 11848, 11504, 10952; 99.87810, 11536, 11664, 11512, 10712, 11504, 10952; 99.87810, 11536, 12368, 11512, 10712, 11504, 12208; 99.87810, 11536, 12368, 11512, 11464, 11512, 11944; 99.87810, 11544, 12160, 11520, 12216, 11512, 11944; 99.87810, 11544, 12200, 11520, 12216, 11504, 12072; 99.87810, 11544, 12200, 11512, 10664, 11512, 12200; 99.87810, 11536, 12136, 11520, 11848, 11512, 11304; 99.87810, 11544, 12440, 11512, 11328, 11512, 11304; 99.87810, 11544, 12440, 11512, 11328, 11504, 10768; 99.87810, 11536, 11800, 11512, 11088, 11512, 11312; 99.87810, 11544, 11448, 11520, 12384, 11512, 12184; 99.87810, 11536, 11632, 11520, 12384, 11504, 12184; 99.87810, 11536, 11632, 11512, 11120, 11504, 11432; 99.87810, 11544, 12840, 11520, 11224, 11504, 11904; 99.87810, 11544, 11704, 11520, 11784, 11512, 11904; 99.87810, 11544, 11960, 11520, 11784, 11512, 11296; 99.87810, 11544, 11960, 11512, 10080, 11504, 11424; 99.87810, 11544, 11848, 11528, 12320, 11504, 11960; 99.87810, 11544, 11240, 11528, 12320, 11512, 11960; 99.87810, 11536, 11240, 11520, 11504, 11504, 12352; 99.87810, 11544, 12112, 11512, 10560, 11512, 11624; 99.87810, 11544, 12232, 11512, 12008, 11512, 11624; 99.87810, 11544, 12064, 11520, 12008, 11512, 11224; 99.87810, 11544, 12064, 11512, 11064, 11512, 11888; 99.87810, 11536, 12008, 11520, 11240, 11512, 11888; 99.87810, 11536, 12480, 11520, 11240, 11512, 11080; 99.87810, 11536, 12480, 11520, 11536, 11512, 11824; 99.87810, 11536, 11248, 11512, 10728, 11512, 11792; 99.87810, 11544, 12216, 11512, 10728, 11504, 11792; 99.87810, 11544, 12216, 11520, 12280, 11512, 11832; ];
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// Problem no 7.14,Page no.194 clc;clear; close; d=10 //cm //Diameter of shaft r=5 //cm //radius of shaft P=100 //KW //Power N=120 //r.p.m n=6 L_k=14 //cm //Length of key B_k=2.5 //cm //width of key n=6 d_b=2 //cm //Diameter of bolt D_b=30 //cm //Diameter of bolt circle R_b=15 //cm //radius //Calculations T=(P*60000*(2*%pi*N)**-1)*10**2 //N*m //Torque I_p=%pi*32**-1*d**4 //Polar M.I of shaft sigma_s=T*r*(I_p)**-1 //N/cm**2 sigma_k=T*(L_k*B_k*r)**-1 //N/cm**2 sigma_b=T*4*(n*%pi*d_b**2*R_b)**-1 //N/cm**2 //Result printf("shear stress in shaft %.2f",sigma_s);printf(" N/cm**2") printf("\n Key %.2f",sigma_k);printf(" N/cm**2") printf("\n bolts %.2f",sigma_b);printf(" N/cm**2")
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clear; clc; //Example - 6.9 //Page number - 226 printf("Example - 6.9 and Page number - 226\n\n"); //Given T_1 = 298.15;//[K] - Standard temperature T_2 = 1000;//[K] - Reaction temperature //At 298.15 K delta_H_C_for_298 = 0.00;//[cal/mol] - Enthalpy of formation of C(s,graphite) at 298.15 K delta_H_H2O_for_298 = -57.7979*10^(3);//[cal/mol] - Enthalpy of formation of H2O at 298.15 K delta_H_CO_for_298 = -26.4157*10^(3);//[cal/mol] - Enthalpy of formation of CO at 298.15 K delta_H_H2_for_298 = 0.00;//[cal/mol] - Enthalpy of formation of H2 at 298.15 K delta_G_C_for_298 = 0.00;//[cal/mol] - Gibbs free energy change for formation of C(s, graphite) at 298.15 K delta_G_H2O_for_298 = -54.6357*10^(3);//[cal/mol] - Gibbs free energy change for formation of H2O at 298.15 K delta_G_CO_for_298 = -32.8079*10^(3);//[cal/mol] - Gibbs free energy change for formation of CO at 298.15 K delta_G_H2_for_298 = 0.00;//[cal/mol] - Gibbs free energy change for formation of H2 at 298.15 K ///Standaerd heat capacity data in cal/mol-K are given below, T is in K //Cp_0_C = 3.519 + 1.532*10^(-3)*T - 1.723*10^(5)*T^(-2) //Cp_0_H2O = 7.7 + 0.04594*10^(-2)*T + 0.2521*10^(-5)*T^(2) - 0.8587*10^(-9)*T^(3) //Cp_0_CO = 6.726 + 0.04001*10^(-2)*T + 0.1283*10^(-5)*T^(2) - 0.5307*10^(-9)*T^(3) //Cp_0_H2 = 6.952 - 0.04576*10^(-2)*T + 0.09563*10^(-5)*T^(2) - 0.2079*10^(-9)*T^(3) //Therefore standard heat capacity of reaction is given by, //Cp_0_rkn = Cp_0_H2 + Cp_0_CO - Cp_0_C - Cp_0_H2O //On simplification,we get the relation //Cp_0_rkn = 2.459 - 2.0489*10^(-3)*T - 2.817*10^(-7)*T^(2) + 1.201*10^(-10)*T^(3) + 1.723*10^(5)*T^(-2) delta_H_rkn_298 = delta_H_CO_for_298 + delta_H_H2_for_298 - delta_H_C_for_298 - delta_H_H2O_for_298;//[cal] - Enthalpy of reaction at 298.15 K delta_G_rkn_298 = delta_G_CO_for_298 + delta_G_H2_for_298 - delta_G_C_for_298 - delta_G_H2O_for_298;//[cal] - Gibbs free energy of the reaction at 298.15 K delta_H_rkn_1000 = delta_H_rkn_298 + integrate('2.459-2.0489*10^(-3)*T-2.817*10^(-7)*T^(2)+1.201*10^(-10)*T^(3)+1.723*10^(5)*T^(-2)','T',T_1,T_2);//[cal] printf(" Standard enthalpy change of reaction at 1000 K is %f cal\n\n",delta_H_rkn_1000); //Now determining the standard entropy change of reaction at 298.15 K delta_S_rkn_298 = (delta_H_rkn_298 - delta_G_rkn_298)/298.15;//[cal/K] delta_S_rkn_1000 = delta_S_rkn_298 + integrate('(2.459-2.0489*10^(-3)*T-2.817*10^(-7)*T^(2)+1.201*10^(-10)*T^(3)+1.723*10^(5)*T^(-2))/T','T',T_1,T_2);//[cal/K] //Therefore,the standard Gibbs free energy change of the reaction is given by, delta_G_rkn_1000 = delta_H_rkn_1000 - 1000*delta_S_rkn_1000;//[cal] printf(" Standard Gibbs free energy change of reaction at 1000 K is %f cal\n",delta_G_rkn_1000);
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Ex1_5.sce
clc clear //Initialization of variables F=5e-9 //lbf/ft^2 hr g=32.1739 //calculations F2=F*3600*g //results printf("Force without dimensions = %.2e lbm/ft sec",F2)
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//********************************************************************** // Plots the frequency contents of the given signal //********************************************************************** function fourier (t, y) SampleRate = 1 / (t(2) - t(1)); N = size (t, '*'); y = fft (y) * 2 / N; Freq = SampleRate * (0:int (N/2)) / N; N = size (Freq, '*'); plot (Freq, abs (y (1:N))); endfunction
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Chapter9_example1.sce
clc clear //Input data t=0.2//Thickness of film in micro m r=1.25//Refractive index of liquid w=[4000,5000]//Range of wavelength in Angstrom q=35//Angle observed in degrees //Calculations u=asind(sind(q)/r)//Angle of reflection in degrees w1=(2*t*10^-6*r*cosd(u))/10^-10//Wavelength in Angstrom w2=w1/2//Wavelength in Angstrom //Output printf('Wavelength absent in reflected light is %i Angstrom',w2)
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Ex8_1_1.sce
clc //initiliazation of variables Vap = (0.05/22.4)*23.8/760 // Vapour concentration V = 18.4*10^3 // Air Volume in cc A = 150 // Liquid Area in Cm^2 t1 = 180 // Time in sec N1 = (Vap*V)/(A*t1) k = 3.4*10^-2 // cm/sec C = 0.9 //Calculations t = (-V/(k*A))*log(1 - C) thr = t/3600 //Results printf("the time taken to reach 90 percent saturation is %.3f hr",thr)
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ex9_2.sce
clc; r=18; // Compression ratio of an engine p1=100; // Pressure of air before compression in lPa T1=300; // Temperature air before compression in kelvin qH=1800; // Heat added to the air in kJ/kg k=1.4; // Index of reversible adiabatic process Cvo=0.7165; // Specific heat at constant volume in kJ/kg K Cpo=1.0035; // Specific heat at constant pressure in kJ/kg K R=0.287; // characteristic gas constant of air in kJ/kg K // Diesel cycle // state 2 T2=T1*(r)^(k-1); // Temperature at the end of compression p2=p1*(r)^k; // Pressure at the end of compression // state 3 T3=(qH/Cpo)+T2; // Temperatue after heat addition p3=p2; //constant pressure Tmax=T3; // maximum temperature Pmax=p3; // Maximum pressure // state 4 v3=R*T3/p3; // Specific volume at state 3 v4=R*T1/p1; // Specific volume at state 4 T4=T3*(v3/v4)^(k-1); // Temperature after expansion p4=p3*(v3/v4)^k; // Pressure after expansion qL=Cvo*(T4-T1); // Heat rejected wnet=qH-qL; // net work eff_th=wnet/qH; // thermal efficiency v1=R*T1/p1; // Specific volume at state 1 v2=v1/r; // Specific volume at state 2 pm=wnet/(v1-v2); // Mean effective pressure disp ("kPa",pm,"Mean effective pressure = (Error in textbook) ","%",eff_th*100,"Thermal efficienvy = ","K",Tmax,"Maximum Temperature = ","kPa",Pmax,"Maximum pressure = ");
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gaussP.sci
function [x, indx] = gaussP(A,b) n=length(b); x=zeros(n,1); indx=1:n; // índices sin permutar for (k=1:n-1) // busca el pivot mas grande [val,p]=max(abs(A(indx(k:n),k))); p=p+(k-1); if (val==0) then mprintf('No existe solución única.\n\n') abort; end if (indx(p)<>indx(k)) temp=indx(p); indx(p)=indx(k); indx(k)=temp; end // eliminación de gauss for (i=k+1:n) m=A(indx(i),k)/A(indx(k),k); A(indx(i),k)=0; A(indx(i),k+1:n)=A(indx(i),k+1:n)-m*A(indx(k),k+1:n); b(indx(i))=b(indx(i))-m*b(indx(k)); end end // sustituyo hacia atrás con índices x=ibackSub(A,b,indx); endfunction
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// find closed-loop total harmonic distortion // Electronic Principles // By Albert Malvino , David Bates // Seventh Edition // The McGraw-Hill Companies // Example 19-4, page 714 clear; clc; close; // Given data R1=10^2;// in ohms from the given figure Rf=3.9*10^3;// in ohms from the given figure Avol=10^5;// Avol of 741C THDol=7.5;// open loop total harmonic distortion in % // Calculations B=R1/(R1+Rf);// feedback fraction THDcl=THDol/(1+(Avol*B));// closed loop total harmonic distortion in % disp("%",THDcl,"closed-loop total harmonic distortion=") // Result // closed-loop total harmonic distortion is 0.003%
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// Script to load the serial gateway dynamic library. // Author: Errico Guidieri, Evidence Srl. // -------- Modules to be imported ---------- // Link to import the selected modules of the library serial_gateway_link_num = link(get_absolute_file_path('loader.sce') + 'Release\lib_serial_gateway.dll', 'serial_gateway_block', 'c');
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shreniknambiar/FOSSEE-DSP-Toolbox
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// Test # 1 : No Input Arguments exec('./allpasslp2lp.sci',-1); [n,d]=allpasslp2lp(); //!--error 10000 //Number of input arguments should be 2 //at line 28 of function allpasslp2lp called by : //[n,d]=allpasslp2lp();
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## Copyright (C) 2006-2017 John W. Eaton ## ## This file is part of Octave. ## ## Octave is free software; you can redistribute it and/or modify it ## under the terms of the GNU General Public License as published by ## the Free Software Foundation; either version 3 of the License, or (at ## your option) any later version. ## ## Octave is distributed in the hope that it will be useful, but ## WITHOUT ANY WARRANTY; without even the implied warranty of ## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU ## General Public License for more details. ## ## You should have received a copy of the GNU General Public License ## along with Octave; see the file COPYING. If not, see ## <http://www.gnu.org/licenses/>. %!shared x, a, b %! x = [1,2]; %! a = 1; %! b = 2; %!test %! y = [a... # comments here ok %! b]; %! assert (y, x); ## FIXME: Next 3 tests use '\' continuation outside of a double-quoted string ## This behavior is deprecated and will be removed at some point. ## When it does these %!test %! x = [1;2]; %! y = [a... # comments here ok %! ;\ %! %! b]; %! assert (y, x); %!assert (1 + ... %! 2 - \# comments here ok %! 3 / ... # comments here ok %! -1,6); %!function y = f (a,... %! b, ... %! c, ... % comments ok %! x, # continuation characters not required in parens %! y, \# but they should work too. %! z) %! %! y = 1; %!endfunction %! %!assert (f (), 1) # String continuation using '\' %!assert (["abc\ %! def"], "abc def") %!test %!assert (1 == 1 %! && 2 == 2 %! || 3 == 5); %!test %! x = [1, ... %! %! ... %! %! 2]; %! y = [1;2]; %! assert (y, x); %!test %! x = [1 ,... %! 2]; %! y = [1,2]; %! assert (y, x); %!test %! x = [ 1 , ... %! 2]; %! y = [1,2]; %! assert (y, x); %!test %! x = [ 1 , ...anything after the ... is ignored %! 2]; %! y = [1,2]; %! assert (y, x);
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boardsize 10 play w s10 play b r11 play w q12 play b p13 play w o14 play b n15 play w m16 play b l17 play w k18 play b j19 play w i18 play b h17 play w g16 play b f15 play w e14 play b d13 play w c12 play b b11 play w a10 play b a9 play w a8 play b a7 play w a6 play b a5 play w a4 play b a3 play w a2 play b a1 play w b1 play b c1 play w d1 play b e1 play w f1 play b g1 play w h1 play b i1 play w j1 play b k1 play w l1 play b m1 play w n1 play b o1 play w p1 play b q1 play w r1 play b s1 play w s2 play b s3 play w s4 play b s5 play w s6 play b s7 play w s8 play b s9 play w r10 play b q11 play w p12 play b o13 play w n14 play b m15 play w l16 play b k17 play w j18 play b i17 play w h16 play b g15 play w f14 play b e13 play w d12 play b c11 play w b10 play b b9 play w b8 play b b7 play w b6 play b b5 play w b4 play b b3 play w b2 play b c2 play w d2 play b e2 play w f2 play b g2 play w h2 play b i2 play w j2 play b k2 play w l2 play b m2 play w n2 play b o2 play w p2 play b q2 play w r2 play b r3 play w r4 play b r5 play w r6 play b r7 play w r8 play b r9 play w q10 play b p11 play w o12 play b n13 play w m14 play b l15 play w k16 play b j17 play w i16 play b h15 play w g14 play b f13 play w e12 play b d11 play w c10 play b c9 play w c8 play b c7 play w c6 play b c5 play w c4 play b c3 play w d3 play b e3 play w f3 play b g3 play w h3 play b i3 play w j3 play b k3 play w l3 play b m3 play w n3 play b o3 play w p3 play b q3 play w q4 play b q5 play w q6 play b q7 play w q8 play b q9 play w p10 play b o11 play w n12 play b m13 play w l14 play b k15 play w j16 play b i15 play w h14 play b g13 play w f12 play b e11 play w d10 play b d9 play w d8 play b d7 play w d6 play b d5 play w d4 play b e4 play w f4 play b g4 play w h4 play b i4 play w j4 play b k4 play w l4 play b m4 play w n4 play b o4 play w p4 play b p5 play w p6 play b p7 play w p8 play b p9 play w o10 play b n11 play w m12 play b l13 play w k14 play b j15 play w i14 play b h13 play w g12 play b f11 play w e10 play b e9 play w e8 play b e7 play w e6 play b e5 play w f5 play b g5 play w h5 play b i5 play w j5 play b k5 play w l5 play b m5 play w n5 play b o5 play w o6 play b o7 play w o8 play b o9 play w n10 play b m11 play w l12 play b k13 play w j14 play b i13 play w h12 play b g11 play w f10 play b f9 play w f8 play b f7 play w f6 play b g6 play w h6 play b i6 play w j6 play b k6 play w l6 play b m6 play w n6 play b n7 play w n8 play b n9 play w m10 play b l11 play w k12 play b j13 play w i12 play b h11 play w g10 play b g9 play w g8 play b g7 play w h7 play b i7 play w j7 play b k7 play w l7 play b m7 play w m8 play b m9 play w l10 play b k11 play w j12 play b i11 play w h10 play b h9 play w h8 play b i8 play w j8 play b k8 play w l8 play b l9 play w k10 play b j11 play w i10 play b i9 play w j9 play b k9 1 havannah_winner #? [none] play w j10 2 havannah_winner #? [white]
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//Example 2.9 clc disp("The given values are,") disp(" L1 = 0.5 mH, L2 = 1 mH, C = 0.2 uF") disp("Now f = 1 / 2*pi*sqrt(C*L_eq)") leq=0.5+1 // in mH disp(leq,"and L_eq(in mH) = L1 + L2 =") f=(1/(2*%pi*sqrt(1.5*0.2*10^-9)))*10^-3 // in kHz format(5) disp(f,"Therefore, f(in kHz) =")
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test = list() test(1) = list("Kasia","robi","herbatę") test(2) = list("ktoś","dzwoni") test(3) = list("ona","ma","dzieci") test(4) = list("Wojtek","jest","uczniem") test(5) = list("chorzy","coś","robią") test(6) = list("oni","są","zadowoleni") test(7) = list("on","ma","lekcje") test(8) = list("on","cię","lubi") test(9) = list("Wacek","jest","uczniem") test(10) = list("ktoś","robi","herbatę") test(11) = list("oni","robią","coś","bez","ciebie") test(12) = list("on","woli","pierogi") test(13) = list("Kasia","lubi","brata") test(14) = list("mama","ma","dużo","dzieci") test(15) = list("Kasia","piła","wodę") test(16) = list("piła","jest","bardzo","ostra") parts = list() parts(1) = list(1,3,1) parts(2) = list(5,3) parts(3) = list(5,3,1) parts(4) = list(1,3,1) parts(5) = list(1,5,3) parts(6) = list(5,3,2) parts(7) = list(5,3,1) parts(8) = list(5,5,3) parts(9) = list(1,3,1) parts(10) = list(5,3,1) parts(11) = list(5,3,5,7,5) parts(12) = list(5,3,1) parts(13) = list(1,3,1) parts(14) = list(1,3,4,1) parts(15) = list(1,3,1) function err = makeTest() err=0 nr=0 for i=1:length(test) result = findSequence(test(i)) nr = nr+length(test(i)) for j=1:length(result) if result(j)<>parts(i)(j) then err=err+1 end end end err = err/nr endfunction
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//CHAPTER 5 ILLUSRTATION 3 PAGE NO 161 //TITLE:Inertia Force Analysis in Machines clc clear pi=3.141 D=.3// Diameter of steam engine in m L=.5// length of stroke in m r=L/2 mR=100// equivalent of mass of reciprocating parts in kg N=200// speed of engine in rpm teeta=45// angle of inclination of crank in degrees p1=1*10^6// gas pressure in N/m^2 p2=35*10^3// back pressure in N/m^2 n=4// ratio of crank radius to the length of stroke //================================= w=2*pi*N/60// angular speed in rad/s Fl=pi/4*D^2*(p1-p2)// Net load on piston in N Fi=mR*w^2*r*(cosd(teeta)+cosd(2*teeta)/(2*n))// inertia force due to reciprocating parts Fp=Fl-Fi// Piston effort T=Fp*r*(sind(teeta)+(sind(2*teeta))/(2*(n^2-(sind(teeta))^2)^.5)) printf('Piston effort = %.3f N\n Turning moment on the crank shaft = %.3f N-m',Fp,T)
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// Exa 6.7 // Using the data given in Exa 6.4 and 6.6, compare the capacity of the DS-CDMA and TDMA omnidirectional cell. clc; clear all; //Given Data from Exa 6.4 and Exa 6.6 Cd=0.8; //capacity degradation factor R=16.2;//Data rate in kbps Eb_I0=7; //in dB Eb_I=10^(Eb_I0*0.1);//To convert from dB to a normal value Vf=0.4;//voice activity factor u=2; // Bit Efficiency IR=16.2; // in kbps N=19; //frequency reuse factor nf=0.45;//frequency reuse efficiency //solution Ncdma_by_Ntdma=Cd*N*nf*IR/(Eb_I*Vf*u*R); printf('The ratio of capacity of DS-CDMA to TDMA is %.3f\n',Ncdma_by_Ntdma);
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//Chapter 15, Problem 3 clc; f=50; //frequency in hertz f2=20e3; //frequency in hertz C=10e-6; //capacitance in farad Xc=1/(2*%pi*f*C); //capacitive reactance Xc2=1/(2*%pi*f2*C); //capacitive reactance printf("(a) Capacitive reactance Xc = %.1f ohm\n\n",Xc); printf("(b) Capacitive reactance Xc = %.3f ohm\n\n",Xc2); printf("Hence as the frequency is increased from 50 Hz to 20 kHz, XC decreases from %.1f to %.3f (see Fig. 15.5)",Xc,Xc2);
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[1,2] * [1,2,-5] = [1,4,-1,-10] initial: [1,4,-1,-10] / [1,2], rem1=[1,4,-1,-10], div2=[1,2], lenq=3, len1=4, len2=2 step end: quot=[0,0,0]/qden=1, rem1=[1,4,-1,-10]/rden=1, div2=[1,2], bquot=-5, lenq=3, len1=4, len2=2 while end: quot=[0,0,-5]/1, rem1=[1,4,4]/1 step end: quot=[0,0,-5]/qden=1, rem1=[1,4,4]/rden=1, div2=[1,2], bquot=2, lenq=3, len1=3, len2=2 while end: quot=[0,2,-5]/1, rem1=[1,2]/1 step end: quot=[0,2,-5]/qden=1, rem1=[1,2]/rden=1, div2=[1,2], bquot=1, lenq=3, len1=2, len2=2 while end: quot=[1,2,-5]/1, rem1=[0]/1 / vect1 = [1,2,-5] initial: [1,4,-1,-10] / [1,2,-5], rem1=[1,4,-1,-10], div2=[1,2,-5], lenq=2, len1=4, len2=3 step end: quot=[0,0]/qden=1, rem1=[1,4,-1,-10]/rden=1, div2=[1,2,-5], bquot=2, lenq=2, len1=4, len2=3 while end: quot=[0,2]/1, rem1=[1,2,-5]/1 step end: quot=[0,2]/qden=1, rem1=[1,2,-5]/rden=1, div2=[1,2,-5], bquot=1, lenq=2, len1=3, len2=3 while end: quot=[1,2]/1, rem1=[0]/1 / vect2 = [1,2]
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//check o/p if i/p arg y contains imaginary elements x=[0 1 2]; y=[1 0 1*%i]; xx=-3:1:3; v=pchip(x, y,xx); disp(v); //output // - 8. 0 2. 1. 0 i 2.i
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// scilab Code Exa 3.2 Gas Turbine Plant with an exhaust HE T1=300; // Minimum cycle Temperature in Kelvin funcprot(0); pr=10; // pressure ratio of the turbine and compressor T3=1500; // Maximum cycle Temperature in Kelvin m=10; // mass flow rate through the turbine and compressor in kg/s e(1)=0.8; // thermal ratio of the heat exchanger e(2)=1; n_c=0.82; // Compressor Efficiency n_t=0.85; // Turbine Efficiency gamma=1.4; // Specific Heat Ratio cp=1.005; // Specific Heat at Constant Pressure in kJ/(kgK) beeta=T3/T1; T2s=T1*(pr^((gamma-1)/gamma)); T2=T1+((T2s-T1)/n_c); T4s=T3*(pr^(-((gamma-1)/gamma))); T4=T3-((T3-T4s)*n_t); for i=1:2 T5=T2+e(i)*(T4-T2); T6=T4-(T5-T2); Q_s=cp*(T3-T5); Q_r=cp*(T6-T1); // part(a) Determining power developed w_p=Q_s-Q_r; P=m*w_p; printf("for effectiveness=%f, \n (a)the power developed is %f kW",e(i),P) // part(b) Determining thermal efficiency of the plant n_th=1-(Q_r/Q_s); disp ("%",n_th*100,"(b)thermal efficiency of the plant is") end // part(c) Determining efficiencies of the ideal Joules cycle n_Joule=1-(pr^((gamma-1)/gamma)/beeta); disp("%",n_Joule*100,"(c)efficiency of the ideal Joules cycle with perfect heat exchange is") n_Carnot=1-(T1/T3); disp("%",n_Carnot*100,"and the Carnot cycle efficiency is")
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//variable initialization x1=20 //position of event 1 in meters(frame s) t1=2*10^(-8); //time of event 1 in seconds(frame s) x2=60 //position of event 2 in meters(frame s) t2=3*10^(-8); //time of event 2 in seconds(frame s) c=3*10^8; //speed of light in meter/second v=0.6*c; //speed of frame s' relative to frame s (meter/second) Beta=0.6 Gamma=1/((1-Beta^2)^(1/2)); //part(i):spatial separation of the events in frame s' separation=Gamma*((x2-x1)-v*(t2-t1)); //spatial separation of the events in frame s' (meter) //part(ii):time interval between the two events in frame s' interval=Gamma*((t2-t1)-(v*(x2-x1))/(c^2)); //time interval between the two events in frame s' (second) printf("\nIn frame s`:\n\t (i)spatial separation=%.2f meter\n\t (ii)time interval=%.2e second",separation,interval);
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a=0.095;b=0.181; c=a+b; //say c=sum of radii of Na+ and Cl- d=c*10; Z1=1; Z2=-1; e=1.6; pi=3.14; f=8.85; //say f=Є0 Fa=-(Z1)*(Z2)*(e^2)/(4*pi*f*(d^2)); printf('\n The force of attraction is %f*10^-6 N',Fa); printf('\n The force of repulsion is -%f*10^-6 N',Fa);
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jhasler/rasp30
9a7c2431d56c879a18b50c2d43e487d413ceccb0
3612de44eaa10babd7298d2e0a7cddf4a4b761f6
refs/heads/master
2023-05-25T08:21:31.003675
2023-05-11T16:19:59
2023-05-11T16:19:59
62,917,238
3
3
null
null
null
null
UTF-8
Scilab
false
false
21,380
sce
sci2blif.sce
//*********************************** //SCRIPT TO READ FROM XCOS MODEL FILE //*********************************** vpr_path='/home/ubuntu/rasp30/vtr_release/vtr_flow/' clear blk blk_objs jlist cat_num loctmp loctmp2; global file_name jlist cat_num board_num addvmm plcvpr pass_num chip_num cap_info show_dsgnmatrics; global sft_chk ramp_chk; importXcosDiagram(file_name); disp("Compiling..."); select board_num case 2 then arch = 'rasp3'; brdtype = ''; loc_num=1; case 3 then arch = 'rasp3a'; brdtype = ' -'+arch; loc_num=2; case 4 then arch = 'rasp3n'; brdtype = ' -'+arch; loc_num=3; case 5 arch = 'rasp3h'; brdtype = ' -'+arch; loc_num=4; else disp("1111");messagebox('Please select the FPAA board that you are using.', "No Selected FPAA Board", "error"); abort; end if chip_num == [] then messagebox('Please enter the FPAA board number that you are using.', "No FPAA Board Number Entered", "error"); abort; end [path,fname,extension]=fileparts(file_name); //get filename, path and extension cd(path); deletefile(fname+'.blif'); deletefile(fname+'.blk'); deletefile('info.txt'); hid_dir=path+'.'+fname; unix_s('mkdir -p '+hid_dir); deletefile(hid_dir + '/' + fname + '.pads'); global dac_array dac_array_map gpin_array gpin_array_map number_samples period b_elements; b_elements = tlist(['b_element','b_ota', 'b_fgota', 'b_nfet', 'b_pfet', 'b_cap', 'b_tgate', 'b_nmirror', 'b_ble','b_ibias'],0,0,0,0,0,0,0,0,0) dac_array = [0]; dac_array_map = ""; gpin_array = [0]; gpin_array_map = ""; number_samples = 0; period = "0x03e8"; blname = ""; numofip=0; numofop=0; numofblk=0; numoflink=0; inps=0; accblk=1; blk_name=cell([1,1]); link_blk=cell([1,1]); spl_blk=cell([1 1]); cat_num =cell([1 1]); junc_unq = cell([1 1]); arb_gen = cell([1 1]); gpin = cell([1 1]); ga_idx = cell(); gpin_idx = cell(); no=length(scs_m.objs); link_name=zeros(1,no); numipsofblk=zeros(no,2); j=1; net=1; objnum=1; ip_count=1; op_count=1; prime_ips=[]; prime_ops=[]; blk_objs=[]; vmm_ct=0; split = %f; spl_src = []; ga_blk_num= 0; gpin_blk_num= 0; genarb_dac=[]; genarb_gpin=[]; dc_dac=[]; fix_gnd=0; fix_vdd=0; ramp_adc=0; mite_adc=0; global RAMP_ADC_check sftreg_check Signal_DAC_check GPIO_IN_check MITE_ADC_check plcloc ladder_count ONchip_ADC Onchip_ADC_num Counter_class mite_count lpf_ota_count mite_adc_number; RAMP_ADC_check=0; sftreg_check=0; Signal_DAC_check=0; GPIO_IN_check=0; MITE_ADC_check=0; ladder_count=0; ONchip_ADC =0; sftreg_count=0;Onchip_ADC_num(1,1:2) =0;Counter_class=0;mite_count=0;lpf_ota_count=0;mite_adc_number=0; add_clk=[]; dig_blk=0; netout=[]; addvmm = %f; plcvpr = %f; plcloc = []; nfetloc = 1; pfetloc = 1; chgnet = [0,0,0,0,0,0]; //gnd_i gnd gnd_dig vdd vdd_o vdd_dig chgnet_dict= []; chgnet_tf= %f; makeblk = %f; spl_fix = []; spl_fix_chg= %f; blk_in=[]; blk_out=[]; internal_number = 1; add_tgates4logic = 0; number_tgates = 0; dac_loc_idx=0; dac_buf_loc_idx=0; gpin_loc_idx=0; adc_loc_idx=0; adc_ip_idx1=1; adc_ip_idx2=1; adc_ip_net=[1 2]; dac_loc= cell(); dac_buf_loc= cell(); gpin_loc= cell(); adc_locin= cell(); adc_loc= cell(); iopad_loc= cell(); exec("/home/ubuntu/rasp30/sci2blif/io_info/io_info_rasp30.sce",-1); exec("/home/ubuntu/rasp30/sci2blif/io_info/io_info_rasp30a.sce",-1); // Get net & block information (connection, block parameters) for i =1:no if(length(scs_m.objs(i) )==8) then numoflink=numoflink+1; link_name(1,numoflink)=i; else blk(j,1)=i; if(scs_m.objs(i).gui== "dac") then prime_ips(ip_count)=j; ip_count=ip_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "dc_out1") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "dac_o") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; // elseif (scs_m.objs(i).gui== "adc1") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; // elseif (scs_m.objs(i).gui== "adc2") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "adc_ip") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "pad_in") then prime_ips(ip_count)=j; ip_count=ip_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "pad_ina") then prime_ips(ip_count)=j; ip_count=ip_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "pad_ind") then prime_ips(ip_count)=j; ip_count=ip_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "pad_out") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "pad_outa") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; elseif (scs_m.objs(i).gui== "pad_outd") then prime_ops(op_count)=j; op_count=op_count+1; blk_name.entries(j)= scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; else blk_name.entries(j)=scs_m.objs(i).gui; blk_objs(objnum)=j; objnum=objnum+1; //counting extra primary inputs for references of output otas of vmm if (scs_m.objs(i).gui =='vmm_4') then vmm_ct= vmm_ct+8; elseif (scs_m.objs(i).gui =='meas_volt') then mite_adc = 1; elseif (scs_m.objs(i).gui =="sr_ni_1o")|(scs_m.objs(i).gui== "sr_4i_1o") then sft_chk = 1; elseif (scs_m.objs(i).gui =='Ramp_ADC') then ramp_chk = 1;ramp_adc=1; elseif (scs_m.objs(i).gui =='TIA') then mite_adc = 1; elseif (scs_m.objs(i).gui =='GENARB_f') then ga_blk_num = ga_blk_num+1; ga_idx(ga_blk_num,1).entries(1,1)=i; ga_idx(ga_blk_num,1).entries(1,2)=size(evstr(scs_m.objs(i).model.opar(1)), "r"); elseif (scs_m.objs(i).gui =='gpio_in' | scs_m.objs(i).gui =='gpio_in_fixloc') then gpin_blk_num = gpin_blk_num+1; gpin_idx(gpin_blk_num,1).entries(1,1)=i; gpin_idx(gpin_blk_num,1).entries(1,2)=size(evstr(scs_m.objs(i).model.opar(1)), "r"); elseif (scs_m.objs(i).gui== "vdd_i") then fix_vdd = 1; elseif (scs_m.objs(i).gui== "gnd_i") then fix_gnd = 1; elseif (scs_m.objs(i).gui== "lkuptb") then if scs_m.objs(i).model.ipar(1) ~= 4 then fix_gnd = 1; fix_vdd = 1; add_tgates4logic = 1; number_tgates = max(4-scs_m.objs(i).model.ipar(1),number_tgates); end elseif (scs_m.objs(i).gui== "gnd_dig") then fix_gnd = 1; fix_vdd = 1; elseif (scs_m.objs(i).gui== "vdd_dig") then fix_vdd = 1; elseif (scs_m.objs(i).gui== "dc_in") then fix_vdd = 1; elseif (scs_m.objs(i).gui== "generic_dig") then dig_blk = 1; elseif (scs_m.objs(i).gui== "nfet_gldn") | (scs_m.objs(i).gui== "pfet_gldn") | (scs_m.objs(i).gui== "speech")|(scs_m.objs(i).gui== "sr_16i_1o") then plcvpr = %t; elseif (scs_m.objs(i).gui== "vmm_wta") then fix_gnd = 1; elseif (scs_m.objs(i).gui== "Ramp_ADC") | (scs_m.objs(i).gui== "TIA_ramp") then ramp_adc = 1; elseif (scs_m.objs(i).gui== "vmmwta") then plcvpr = %t; elseif (scs_m.objs(i).gui== "in_port") then makeblk = %t; elseif (scs_m.objs(i).gui== "hystdiff") then fix_gnd = 1; fix_vdd = 1; end end j=j+1; numofblk=numofblk+1; //save the number of inputs for each block if((length(scs_m.objs(i).model.in2)==1)&(scs_m.objs(i).model.in2 ~= -1)) then numipsofblk(i,2)= scs_m.objs(i).model.in*scs_m.objs(i).model.in2; elseif((length(scs_m.objs(i).model.in2)==1)&(scs_m.objs(i).model.in2 == -1)) then numipsofblk(i,2)=1; else numipsofblk(i,2)=length(scs_m.objs(i).model.in); end if(length(scs_m.objs(i).model.in)>numofip) then numofip=length(scs_m.objs(i).model.in); end; if(length(scs_m.objs(i).model.out)>numofop) then numofop=length(scs_m.objs(i).model.out); end; end; end; // Get pad information from pad blocks file_list=listfiles("/home/ubuntu/rasp30/sci2blif/sci2pads_added_blocks/*.sce"); size_file_list=size(file_list); if file_list ~= [] then for bl=1:length(blk_objs) for i=1:size_file_list(1) exec(file_list(i),-1); end end end numofio=numofip+numofop;//blknumber+ip+op blk=[blk,zeros(numofblk,numofio)]; link_blk=link_name(1, 1:numoflink); for m=1:numoflink curblk=scs_m.objs(link_blk(1,m)).from(1,1); for r=1:numofblk if(blk(r,1)==curblk) then outofblk=scs_m.objs(link_blk(1,m)).from(1,2); idx=1+numofip+outofblk; if(scs_m.objs(curblk).gui=='SPLIT_f') then spl_net=spl_blk(curblk,1).entries; blk(r,idx)=spl_net; split = %t; if pass_num == 1 then c_splt = scs_m.objs(link_blk(1,m)).to(1,1); if scs_m.objs(c_splt).model.sim(2) ~= 4 then cap_info(spl_src(curblk))(2,1) = cap_info(spl_src(curblk))(2,1)+ 1; elseif scs_m.objs(c_splt).model.equations ~= list() then modblk = scs_m.objs(c_splt).model.equations.model; mod_blk = isfile(%MODELICA_USER_LIBS+'/'+modblk+'.mo'); if mod_blk == %t then cap_info(spl_src(curblk))(2,1) = cap_info(spl_src(curblk))(2,1)+ 1; end end end elseif(scs_m.objs(curblk).gui=='join') then blk(r,idx)=net; if pass_num == 1 then c_splt = scs_m.objs(link_blk(1,m)).to(1,1); if scs_m.objs(c_splt).model.sim(2) == 4 then cap_info(spl_src(curblk))(2,1) = cap_info(spl_src(curblk))(2,1)- 1; elseif scs_m.objs(c_splt).model.equations ~= list() then modblk = scs_m.objs(c_splt).model.equations.model; mod_blk = isfile(%MODELICA_USER_LIBS+'/'+modblk+'.mo'); if mod_blk == %f then cap_info(spl_src(curblk))(2,1) = cap_info(spl_src(curblk))(2,1)- 1; end end end else blk(r,idx)=net; if pass_num == 1 then cap_info(1) = [cap_info(1), 'net'+string(net)]; cap_info('net'+string(net))(1,1) = curblk; cap_info('net'+string(net))(1,2) = 0; end end break; end end curblk=scs_m.objs(link_blk(1,m)).to(1,1); for r=1:numofblk if(blk(r,1)==curblk) then inofblk=scs_m.objs(link_blk(1,m)).to(1,2); idx=1+inofblk; c_fpaa=size(scs_m.objs(curblk).model.sim); outblk=scs_m.objs(link_blk(1,m)).from(1,1); if(scs_m.objs(curblk).gui=='SPLIT_f') then spl_blk(curblk,1).entries=net; if pass_num == 1 then cap_info('net'+string(net))(2,1) = 0; spl_src(curblk)= 'net'+string(net); end elseif(scs_m.objs(curblk).gui=='join') then if pass_num == 1 then cap_info('net'+string(net))(2,1) = scs_m.objs(curblk).model.rpar; spl_src(curblk)= 'net'+string(net); end elseif pass_num == 1 & split == %f & c_fpaa(1) == 2 & scs_m.objs(outblk).gui ~= 'join' then if scs_m.objs(curblk).model.sim(2) ~= 4 then cap_info('net'+string(net))(2,1) = 1; end end if(split == %t) then blk(r,idx)=spl_net; split = %f; else blk(r,idx)=net; net=net+1; end break; end end end // primary input string if dig_blk==1 then prime_ip_string= '.inputs rst'; else prime_ip_string= '.inputs'; end pad_in_string="#"; //prime_ipnet=string(blk(prime_ips(1),2+numofip)); if ga_blk_num ~= 0 then for ga = 1:ga_blk_num ga_blk_num2 =ga_idx(ga,1).entries(1,2); for ga2 = 1:ga_blk_num2 prime_ip_string=strcat([prime_ip_string," net",string(blk(ga_idx(ga,1).entries(1,1),2+numofip)), "_",string(ga2) ]); end end end if gpin_blk_num ~= 0 then for gpin = 1:gpin_blk_num gpin_blk_num2 =gpin_idx(gpin,1).entries(1,2); for gpin2 = 1:gpin_blk_num2 prime_ip_string=strcat([prime_ip_string," net",string(blk(gpin_idx(gpin,1).entries(1,1),2+numofip)), "_",string(gpin2) ]); end end end for s=1: length(prime_ips) for ss=1:scs_m.objs(prime_ips(s)).model.ipar(1) prime_ip_string=strcat([prime_ip_string," net",string(blk(prime_ips(s),2+numofip)),"_",string(ss) ]); pad_in_string=pad_in_string+" "+string(scs_m.objs(prime_ips(s)).model.rpar(ss)); end end pad_in_string = pad_in_string + " pad_in"; orignet = net; //extra primary inputs for vmm output ota for s=1: vmm_ct prime_ip_string=strcat([prime_ip_string," net",string(net)]); net = net+1; end // adding gnd/vdd as an input if fix_vdd == 1 then prime_ip_string=strcat([prime_ip_string," vcc"]); end if fix_gnd == 1 then prime_ip_string=strcat([prime_ip_string," gnd"]); end if (ramp_adc==1)|(ramp_chk==1) then prime_ip_string=strcat([prime_ip_string," clear"]); end prime_op_string= '.outputs'; //primary o/p string pad_out_string="#"; for s=1: length(prime_ops) if blk_name(prime_ops(s)).entries == 'dc_out1' then for ss=1:scs_m.objs(prime_ops(s)).model.ipar(1) prime_op_string= prime_op_string + ' net'+ string(blk(prime_ops(s),2+numofip))+ "_" + string(ss); end elseif blk_name(prime_ops(s)).entries == 'pad_in' then for ss=1:scs_m.objs(prime_ops(s)).model.ipar(1) prime_op_string= prime_op_string + ' net'+ string(blk(prime_ops(s),2+numofip))+ "_" + string(ss); end // elseif blk_name(prime_ops(s)).entries == 'adc1' then // prime_op_string= prime_op_string + ' out_adc_1'; // elseif blk_name(prime_ops(s)).entries == 'adc2' then // prime_op_string= prime_op_string + ' out_adc_2'; elseif blk_name(prime_ops(s)).entries == 'adc_ip' then prime_op_string= prime_op_string + ' out_adc_'+string(adc_ip_net(adc_ip_idx1)); adc_ip_idx1=adc_ip_idx1+1; else for ss=1:scs_m.objs(prime_ops(s)).model.ipar(1) prime_op_string= prime_op_string + ' net'+ string(blk(prime_ops(s),2)) + "_" + string(ss); pad_out_string=pad_out_string+" "+string(scs_m.objs(prime_ops(s)).model.rpar(ss)); end end //assuming need to account for a dac for the voltage measurement and net is the next wire number end pad_out_string = pad_out_string + " pad_out"; // adding gnd/vdd as an output if mite_adc == 1 then for i=1:numofblk if blk_name.entries(i)=='meas_volt' then if mite_adc_number==0 mite_adc_number=1; prime_op_string=strcat([prime_op_string," out_mite_adc_"+string(mite_adc_number)]); else mite_adc_number=mite_adc_number+1; prime_op_string=strcat([prime_op_string," out_mite_adc_"+string(mite_adc_number)]); end end end end//needs to be generalized if ramp_adc == 1 then prime_op_string=strcat([prime_op_string," out_ramp_adc"]); end //Writing output to blif file and make pads file if makeblk == %f then fd_w= mopen (fname+'.blif','wt'); mputl(strcat([".model"," ",fname]) ,fd_w); mputl(prime_ip_string,fd_w); mputl(prime_op_string,fd_w); mputl(pad_in_string,fd_w); mputl(pad_out_string,fd_w); mputl(" ",fd_w); mclose(fd_w); // restrict the one digital component (ex. inverter) that vpr needs to work fd_io= mopen(fname+'.pads','wt'); mclose(fd_io); if fix_gnd == 1 then fd_io= mopen (fname+'.pads','a+'); mputl('gnd 7 0 4 #int[4]',fd_io); mclose(fd_io); end if fix_vdd == 1 then fd_io= mopen (fname+'.pads','a+'); mputl('vcc 7 0 5 #int[5]',fd_io); mclose(fd_io); end if dig_blk == 1 then fd_io= mopen(fname+'.pads','a+'); mputl('rst 8 0 0 #tgate[0]',fd_io); mclose(fd_io); end end if makeblk then // tgates for logics fl_name= basename(file_name)+'.blk'; fd_w= mopen (fl_name,'a'); if add_tgates4logic == 1 then mputl("# tgates for logic",fd_w); for i=1:number_tgates tg4logic_str=".subckt tgate in[0]=vcc in[1]=gnd out=tg4logic_"+string(i);mputl(tg4logic_str,fd_w);mputl(" ",fd_w); end end else // tgates for logics fl_name= basename(file_name)+'.blif'; fd_w= mopen (fl_name,'a'); if add_tgates4logic == 1 then mputl("# tgates for logic",fd_w); for i=1:number_tgates tg4logic_str=".subckt tgate in[0]=vcc in[1]=gnd out=tg4logic_"+string(i);mputl(tg4logic_str,fd_w);mputl(" ",fd_w); end end end // write blif information file_list=listfiles("/home/ubuntu/rasp30/sci2blif/sci2blif_added_blocks/*.sce"); size_file_list=size(file_list); if file_list ~= [] then for bl=1:length(blk_objs) for i=1:size_file_list(1) exec(file_list(i),-1); end end end if makeblk == %f then mputl(".end",fd_w); end mclose(fd_w); if makeblk then ext = '.blk '; else ext = '.blif '; end exec('~/rasp30/sci2blif/retool.sce',-1); if chgnet_tf == %t then retool(chgnet_dict,path,fname,ext); end if spl_fix_chg == %t then retool(spl_fix,path,fname,ext); retool(spl_fix,path,fname,'.pads '); end exec("~/rasp30/prog_assembly/libs/scilab_code/make_input_vector_file.sce",-1); make_input_vector_file(); if(makeblk) then exec('~/rasp30/sci2blif/blif4blk.sce',-1); mkblk(fd_w,blk,blk_objs); disp('Done!'); else if plcvpr then if addvmm then unix_s('/home/ubuntu/rasp30/vtr_release/vpr/vpr /home/ubuntu/rasp30/vpr2swcs/./arch/'+arch+'_arch.xml ' + path + fname + ' -route_chan_width 17 -timing_analysis off -fix_pins ' + path + fname + '.pads -nodisp'); else unix_s('/home/ubuntu/rasp30/vtr_release/vpr/vpr /home/ubuntu/rasp30/vpr2swcs/./arch/'+arch+'_arch.xml ' + path + fname + ' -route_chan_width 17 -timing_analysis off -fix_pins ' + path + fname + '.pads -nodisp'); end plcfile=mopen(path + fname + '.place','r'); tmpplc=mgetl(plcfile); mclose(plcfile); for plcidx=6:size(tmpplc,'r') if size(strsplit(tmpplc(plcidx),"/\s\s/")','c') == 1 then loctmp(plcidx-5,:)=strsplit(tmpplc(plcidx),"/\s/")'; //has net names loctmp2(plcidx-5) = strcat(loctmp(plcidx-5,2:4), ' '); else loctmp(plcidx-5,:)=[strsplit(tmpplc(plcidx),"/\s\s/")' ' ' ' ' ' ']; //has net names tmploc =strsplit(loctmp(plcidx-5,2), '/\t/'); tmploc = strcat(tmploc, ' '); tmploc = strsubst(tmploc,"/#.*/",'','r'); loctmp2(plcidx-5) = stripblanks(tmploc) end end loc_matrix=[loctmp(:,1) loctmp2]; //disp(loc_matrix) l_loc_matrix=size(loc_matrix,"r"); l_plcloc=size(plcloc,"r"); for i_plcloc=1:l_plcloc for i_loc_matrix=1:l_loc_matrix if loc_matrix(i_loc_matrix,1) == plcloc(i_plcloc,1) then for j_loc_matrix=1:l_loc_matrix if loc_matrix(j_loc_matrix,2) == plcloc(i_plcloc,2) then loc_matrix(j_loc_matrix,2) = loc_matrix(i_loc_matrix,2); end end loc_matrix(i_loc_matrix,2) = plcloc(i_plcloc,2); end end end loc_matrix(:,3)=loc_matrix(:,1)+" "+loc_matrix(:,2); plcfile=mopen(path + fname + '.place','wt'); mputl(tmpplc(1:5),plcfile); mclose(plcfile); plcfile=mopen(path + fname + '.place','a'); mputl(loc_matrix(:,3),plcfile); mclose(plcfile); // generate switches unix_s('python /home/ubuntu/rasp30/vpr2swcs/genswcs.py -c ' + path + fname + ' -d '+ path + ' -route' + brdtype); else unix_s('python /home/ubuntu/rasp30/vpr2swcs/genswcs.py -c ' + path + fname + ' -d '+ path + brdtype); end unix_s('mv ' + fname' + '.pads ' + fname + '.place ' + fname + '.net ' + fname + '.route ' +hid_dir); if show_dsgnmatrics == 1 then cap_info = caps4sim(cap_info); end unix_s('mv ' + fname' + '.caps ' +hid_dir); if show_dsgnmatrics == 1 & pass_num == 2 then exec("~/rasp30/prog_assembly/libs/scilab_code/MakeProgramlilst_CompileAssembly.sce",-1); end if show_dsgnmatrics == 0 then exec("~/rasp30/prog_assembly/libs/scilab_code/MakeProgramlilst_CompileAssembly.sce",-1); end disp("Compilation Completed. Ready to Program."); end if show_dsgnmatrics == 1 then cap_infos = cap_info; end
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// Pressure decay in composition clc k = 0.6 // given constant mu = 0.4// given constant d = 10 // diameter in mm px = 0 // pressure measure in N/mm^2 px_p0 = 0.5 // pressure ratio printf("\n Example 11.3") printf("\n\n Part A:") if px==0 then // no function deals with the calculation for an infinite number so if statement is used here printf("\n Value of X must approach infinity for pressure to decay to zero.") end printf("\n Part B:") X = - log(px_p0)/(4*k*mu/d) printf("\n Value of X, required to get pressure to decay to %.1f is %.2f mm. ",px_p0,X)
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//Example 1.13<i> //Check whether the given signal is periodic or not clc; t1=-10:.01:10; y1=2*cos(10*t1+1)-sin(4*t1-1); subplot(221) plot(t1,y1); disp('(a) The following signal is periodic with period %pi' ); //Example 1.13<ii> //Show whether the given signal is periodic or not clc; t2=-1:.01:1; x2=cos(60*%pi*t2)+sin(50*%pi*t2); subplot(222) plot(t2,x2); disp('(b)Ther following figure shows that the given signal is periodic with the following period'); //Example1.13<iv> //Check whether the given signal is periodic or not clc; t3=-10:0.01:10; x3=3*cos(4*t3)+2*sin(%pi*t3); subplot(223) plot(t3,x3); disp('(c)The signal is not periodic since ratio of two time periods is %pi/4 which is not rational number'); //Example 1.13<v> //Check whether the given signal is periodic or not clc; t=0:10; for i=1:length(t) u(i)=1; x(i)=u(i)-(1/2); end subplot(224) plot(t,x); disp('(d)The signal is not periodic as seen from figure'); disp('In the figure we have the plots of part (a) - (d) in clockwise order strating from the top left')
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//Find (a) VGSQ; ðbÞ IDQ, and (c) VDSQ. //Solved Example Ex4.11 page no 121 clear clc Vt=4//V R1=50//k ohm R2=0.4//M ohm Rs=0 Rd=2 //k ohm Vdd=15//V Vgsq=(R1/(R1+R2*10^3))*Vdd printf("\n Vgsq = %0.2f V",Vgsq) Idon=10//*10^-3 Idq=Idon*((1-(Vgsq/Vt))^2) printf("\n Idq = %0.2f mA",Idq) Vdsq=Vdd-(Idq*Rd) printf("\n Vdsq = %0.2f V",Vdsq)
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T1=20 //F T2=80 //F
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// Pole placement controller, with internal model of a step, for the magnetically suspended ball problem, as discussed in Example 9.8 on page 339. // 9.9 // PP control with internal model for ball problem exec('desired.sci',-1); exec('pp_im.sci',-1); exec('myc2d.sci',-1); exec('polsplit3.sci',-1); exec('zpowk.sci',-1); exec('rowjoin.sci',-1); exec('left_prm.sci',-1); exec('t1calc.sci',-1); exec('indep.sci',-1); exec('cindep.sci',-1); exec('seshft.sci',-1); exec('makezero.sci',-1); exec('move_sci.sci',-1); exec('colsplit.sci',-1); exec('clcoef.sci',-1); exec('polmul.sci',-1); exec('polsize.sci',-1); exec('xdync.sci',-1); exec('cosfil_ip.sci',-1); exec('polyno.sci',-1); // Operating conditions M = 0.05; L = 0.01; R = 1; K = 0.0001; g = 9.81; // Equilibrium conditions hs = 0.01; is = sqrt(M*g*hs/K); // State space matrices a21 = K*is^2/M/hs^2; a23 = - 2*K*is/M/hs; a33 = - R/L; b3 = 1/L; a1 = [0 1 0; a21 0 a23; 0 0 a33]; b1 = [0; 0; b3]; c1 = [1 0 0]; d1 = 0; // Transfer functions G = syslin('c',a1,b1,c1,d1); Ts = 0.01; [B,A,k] = myc2d(G,Ts); // Transient specifications rise = 0.1; epsilon = 0.05; phi = desired(Ts,rise,epsilon); // Controller design Delta = [1 -1]; //internal model of step used [Rc,Sc,Tc,gamm] = pp_im(B,A,k,phi,Delta); // simulation parameters for c_ss_cl.xcos st = 0.0001; //desired change in h, in m. t_init = 0; // simulation start time t_final = 0.5; //simulation end time xInitial = [0 0 0]; N = 1; C = 0; D = 1; N_var = 0; [Tcp1,Tcp2] = cosfil_ip(Tc,1); // Tc/1 [Np,Rcp] = cosfil_ip(N,Rc); // 1/Rc [Scp1,Scp2] = cosfil_ip(Sc,1); // Sc/1 [Cp,Dp] = cosfil_ip(C,D); // C/D
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//Example 19.11 //Finite Difference Method //Page no. 670 clc;clear;close; deff('y=f(x)','y=sin(%pi*x)') deff('y=g(x)','y=0') a=1;b=1;c=1;n=5;m=10; h=a/n;k=b/m;r=c*k/h; r1=r^2;r2=r1/2;s1=1-r1;s2=2*(1-r2) printf('\n i ') for i=1:n printf('\t %i',i) end printf('\n-----------------------------------------------\nfi') for i=1:n f1(i)=f(h*(i-1)) printf('\t%.3f',f1(i)) end printf('\ngi') for i=1:n g1(i)=g(h*(i-1)) printf('\t %g',g1(i)) end printf('\n\n\n i / j --> ') for i=1:m printf('\t %i',i) end printf('\n-------------------------------------------------------------------------------------------------') for j=1:m for i=1:n if i==1 | i==n then u(i,j)=0; elseif j==1 u(i,j)=f1(i) elseif j==2 u(i,j)=s1*f1(i)+k*g1(i)+r2*(f1(i+1)+f1(i-1)) else u(i,j)=s2*u(i,j-1)+r1*u(i-1,j-1)+u(i+1,j-1)-u(i,j-2) end end end for i=1:n printf('\n %i\t',i) for j=1:m printf('\t%.3f',u(i,j)) end end
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clc // initialization of variables // The reaction equation is //C3H8 + 5(O2+3.76N2)---> 3CO2 + 18.8N2 + 4H2O // All the enthalpy of formation values are taken from Table B.5 with units in kJ/mol hfCO2=-393520 // enthalpy associated with CO2 hfH2O=-285830 // enthalpy associated with H2O(l) hfC3H8=-103850// ehthalpy associated with C3H8 // by first law Q= Hproducts - Hreactants Qg=3*(hfCO2)+4*(hfH2O)-(hfC3H8) // enthalpy of combustion for gaseous propane printf("The enthalpy of combustion for gaseous propane is %i kJ\n",Qg) hv=15060 // enthalpy of vaporization for propane Ql=3*(hfCO2)+4*(hfH2O)-(hfC3H8-hv) // enthalpy of combustion for liquid propane printf(" The enthalpy of combustion for liquid propane is %i kJ\n",Ql) //The answers are slightly different in textbook as they have approximated the result while in SCILAB results are precise
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function y = upsamplefill (x, v, c) //This function upsamples a vector interleaving given values or copies of the vector elements. //Calling Sequence // //y = upsamplefill (x, w, cpy) //Parameters //x: scalar, vector or matrix of real or complex numbers //w: scalar or vector of real or complex values //cpy: can take in "true" or "false", default is false //Description //This is an Octave function. //This function upsamples a vector interleaving given values or copies of the vector elements. //The second argument has the values in the vector w that are placed in between the elements of x. //The third argument, if true, means that w should be scalar and that each value in x repeated w times. //Examples //1.upsamplefill([1,3,5],2,%f) //ans:1. 1. 1. 3. 3. 3. 5. 5. 5. //2.upsamplefill([1,3,5],2,%t) //ans:1. 2. 3. 2. 5. 2. if argn(2)<2 error("wrong no. of input arguments") end [nr,nc] = size (x); if c==%f if (nr==1 | nc==1) y = kron (x(:), ones(v+1,1)); if nr == 1 y = y.'; end else y = kron (x, ones(v+1,1)); end return else //Assumes 'v' row or column vector n = length(v) + 1; N = n*nr; if (nr==1 | nc==1) N = N*nc; idx = 1:n:N; idx_c = setdiff (1:N, 1:n:N); y = zeros (N,1); y(idx) = x'; y(idx_c) = repmat (v(:), max(nr,nc), 1); if nr == 1 y = y.'; end else idx = 1:n:N; idx_c = setdiff(1:N,1:n:N); y = zeros (N,nc); y(idx,:) = x'; y(idx_c,:) = repmat (v(:), nr, nc); end end endfunction
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b = 6 ; // Outer dimension of the pole in inch t = 0.5 ; // thickness of the pole P1 = 20*(6.75*24); // Load acting at the midpoint of the platform d = 9 ; // Distance between longitudinal axis of the post and midpoint of platform P2 = 800; // Load in lb h = 52 ; // Distance between base and point of action of P2 M1 = P1*d; // Moment due to P1 M2 = P2*h; // Moment due to P2 A = b^2 - (b-2*t)^2; // Area of the cross section sp1 = P1/A ; // Comoressive stress due to P1 at A and B I = (1/12)*(b^4 - (b-2*t)^4); // Moment of inertia of the cross section sm1 = (M1*b)/(2*I);// Comoressive stress due to M1 at A and B Aweb = (2*t)*(b-(2*t)); // Area of the web tp2 = P2/Aweb ; // Shear stress at point B by lpad P2 sm2 = (M2*b)/(2*I);// Comoressive stress due to M2 at A sa = sp1+sm1+sm2 ; // Total Compressive stress at point A sb = sp1+sm1; // Total compressive at point B tb = tp2; // Shear stress at point B // Principle stresses sxa = 0 ; sya = -sa ; txya = 0; sxb = 0 ; syb = -sb ; txyb = tp2 ; // Stresses at A s1a = (sxa+sya)/2 + sqrt(((sxa-sya)/2)^2 + (txya)^2); // Maximum tensile stress s2a = (sxa+sya)/2 - sqrt(((sxa-sya)/2)^2 + (txya)^2); // Maximum compressive stress tmaxa = sqrt(((sxa-sya)/2)^2 + (txya)^2); // Maximum in plane shear stress disp("Psi",s1a,"Maximum tensile stress at point A is") disp("Psi",s2a,"Maximum compressive stress at point A is") disp("Psi",tmaxa,"Maximum in plane shear stress at point A is") // Stress at B s1b = (sxb+syb)/2 + sqrt(((sxb-syb)/2)^2 + (txyb)^2); // Maximum tensile stress s2b = (sxb+syb)/2 - sqrt(((sxb-syb)/2)^2 + (txyb)^2); // Maximum compressive stress tmaxb = sqrt(((sxb-syb)/2)^2 + (txyb)^2); // Maximum in plane shear stress disp("Psi",s1b,"Maximum tensile stress at point B is") disp("Psi",s2b,"Maximum compressive stress at point B is") disp("Psi",tmaxb,"Maximum in plane shear stress at point B is")
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//clc(); clear; //To determine critical temperature Tc1=5; //first critical temperature in K P1=1; //first pressure in mm P2=6; //second pressure in mm Tc2=Tc1*(P2/P1); printf("critical temperature is %f K",Tc2);
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function [zetamf, wnmf, wdmf, sigmamf] = pontoDesejado(Mp, T5) //Mp=exp(-pi*(zeta/sqrt(1-zeta^2))) zetamf = abs(log(Mp/100))/((%pi^2)+(log(Mp/100))^2)^(1/2); //T5 = 3/(wn*zeta) wnmf = 3/(T5*zetamf);//wn //Polos malha fechada Smf = -(zeta*wn)+/- i(wn*sqrt(1-zeta^2)) wdmf = (wnmf*sqrt(1-zetamf^2)); sigmamf = zetamf*wnmf; endfunction
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function [s2]=%lssir(i,j,s1,s2) //s2=%lssir(i,j,s1,s2) <=> s2(i,j)=s1 //! // origin s. steer inria 1992 [s1 s2]=sysconv(s1,s2) s2(i,j)=s1
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/* Objetivo: Calcular a raiz de uma equação pelo método de Newton Parâmetros de entrada: x0, Toler, IterMax Parâmetros de saída: Raiz, Iter, CondErro Pierre Vieira */ function [Raiz, Iter, CondErro] = NewtonRaphson(xi, Toler, IterMax) deff('y = f(x)','y = x^4 + 2*x^3 - 13*x^2 - 14*x + 24') deff('y1 = g(x)', 'y1 = 4*x^3 + 6*x^2 - 26*x - 14') // Derivada da f Fx = f(xi) DFx = g(xi) x = xi Iter = 0 printf("Iter\t x\t\t DFx\t\t Fx\n") printf("%d\t%f\t%f\t%f\n", Iter, x, DFx, Fx) while 1 do DeltaX = - Fx/DFx x = x + DeltaX Fx = f(x) DFx = g(x) Iter = Iter + 1 printf("%d\t%f\t%f\t%f\n", Iter, x, DFx, Fx) if abs(DeltaX) <= Toler & abs(Fx) <= Toler | DFx == 0 | Iter >= IterMax then break end end Raiz = x //Teste de convergência if abs(DeltaX) <= Toler & abs(Fx) <= Toler then CondErro = 0 //Raíz não foi encontrada else CondErro = 1//Raíz foi encontrada end endfunction
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// Example 9-14 // State and ouput controllability and observability clear; clc; xdel(winsid()); //close all windows A = [1 1; -2 -1]; B = [0;1]; C = [1 0]; D = [0]; G =syslin('c',A,B,C,D); ssprint(G); Cc = cont_mat(A,B); disp(Cc,'state controllability matrix ='); c = [C*B C*A*B]; disp(c,'output controllability matrix ='); Ob = obsv_mat(A,C); disp(Ob,'observability matrix =');
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// Ex14_1 Page:272 (2014) clc;clear; mu_0 = 4*%pi*1e-007; // Absolute magnetic permeability of free space, N/Sq.A r = 2e-003; // Radius of tin wire, m T = 2; // Temperature of tin wire, K T_c = 3.722; // Critical temperature of tin, K B_c0 = 0.0305; // Critical field at 0 K, T B_cT = B_c0*(1-(T/T_c)^2); // Critical field at T K, T I_c = 2*%pi*r*B_cT/mu_0; // Critical current through the tin wire from Ampere's Law, A printf("\nThe critical current through the tin wire = %5.1f A", I_c); // Result // The critical current through the tin wire = 216.9 A
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clear; close; clc; n=-10:10; x=ones(1,length(n)); figure subplot(2,1,1) plot2d3(n,x) plot(n,x,'r.') xtitle('x[n]','n') w=-5:0.01:5; for i=1:length(w) if w(i)==0 then delta(i)=1; else delta(i)=0; end end Xw=2*%pi*delta'; subplot(2,1,2) plot(w,Xw); xtitle('X(w)','w')
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function [tree] = sci_MATfem(tree) // Generated by M2SCI // Conversion function for Matlab MATfem // Input: tree = Matlab funcall tree // Ouput: tree = Scilab equivalent for tree tree=Funcall("exec",1,Rhs(tree.name),tree.lhs) endfunction
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N=100 l1=0.15 l2=0.3 l3=0.45 A=0.001 u0 = 4*%pi*10^−7; ur1=1447 ur2=5969 ur3=47750 flux=0.6E-3 B=flux/A H1=B/(uo*ur1) H2=B/(uo*ur2) H3=B/(uo*ur3) disp(H1,H2,H3) F=H1*l1+H2*l2+H3*l3 disp(F) I=F/N disp(I)
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// Example 24_29 clc;funcprot(0); //Given data T_1=15+273;// K p_1=1;// bar T_5=1000;// K dp_in=0.07;// bar dp_re=0.1;// bar R_c1=2;// Compression ratio n_c=0.80;// Efficiency of compressor n_c1=n_c; n_c2=n_c; dp_com=0.15;// bar dp_rh=0.1;// bar n_t1=0.87;// Efficiency of turbine 1 n_t2=0.7;// Efficiency of turbine 2 e=0.75;// Effectiveness of heat exchanger n_com=0.98;// Combustion efficiency n_m=0.99;// Mechanical efficiency of compressor-turbine m_a=20;// kg/sec C_pa=1;// kJ/kg.K C_pg=1.1;// kJ/kg.K r_a=1.4;// Specific heat ratio for air r_g=1.33;// Specific heat ratio for gases CV=43.5;// MJ/kg //Calculation p_2=p_1*R_c1;// bar p_3=p_2-dp_in;// bar p_4=2*p_3;// bar p_5=p_4-dp_in-dp_re;// bar p_8=1+dp_rh;// bar T_2=T_1+((T_1/n_c1)*(((R_c1)^((r_a-1)/r_a))-1));// K T_3=T_1;// K T_4=T_3+((T_3/n_c2)*(((R_c1)^((r_a-1)/r_a))-1));// K // as T_4-T_3=T_2-T_1 W_1=2*m_a*C_pa*(T_2-T_1);// Power required to run the compressor in kW W_t1=W_1/n_m;// Power developed by compressor turbine in kW W_t1=W_t1/m_a;// The work developed by the turbine per kg of air in kJ/kg dT_56=W_t1/C_pg;//(dT_56=T_5-T_6) K R_t1=1/(1-((dT_56/(T_5*n_t1))))^(r_a/(r_a-1)); p_6=p_5/R_t1;// bar p_7=p_6-dp_rh;// bar R_t2=p_7/p_8;// bar T_7=T_5;// K dT_78=T_7*n_t2*(1-((1/R_t2)^((r_a-1)/r_a)));// K T_8=T_7-dT_78;// K W=m_a*C_pa*(T_7-T_8);// Net output of the plant in kW T_9=T_4+(e*(T_8-T_4));// K Q_s=C_pa*((T_5-T_9)+(dT_56));// The total heat supplied in the plant per kg of air in kJ/kg m_f=((m_a*Q_s)/(CV*10^3*n_com))*3600;// The mass of fuel supplied in kg/hr Sfc=m_f/W;// Specific fuel consumption in kg/kWh n_th=(W/(Q_s*m_a))*100;// Thermal efficiency in % printf('\nThe specific fuel consumption of the plant=%0.2f kg/kWh \nPlant capacity=%0.0f kW \nOver all efficiency of the plant=%0.1f',Sfc,W,n_th); // The answer provided in the textbook is wrong
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//Chapter-2, Illustration 4, Page 58 //Title: Gas Power Cycles //============================================================================= clc clear //INPUT DATA rv=9.5;//Compression ratio P1=100;//Air pressure in kPa T1=290;//Air temperature in K V1=600*(10^-6);//Volume of air in m^3 T4=800;//Final temperature in K R=287;//Universal gas constan in J/kg.K Cv=0.718;//Specific heat at constant volume in kJ/kg.K y=1.4;//Ratio of specific heats //CALCULATIONS T3=T4*(rv^(y-1));//Temperature at the end of constant volume heat addition in K P2=P1*(rv^y);//Pressure at point 2 in kPa T2=T1*(rv^(y-1));//Temperature at point 2 in K P3=P2*(T3/T2);//Pressure at point 3 in kPa m=(P1*1000*V1)/(R*T1);//Specific mass in kg/s Q=m*Cv*(T3-T2);//Heat transferred in kJ n=(1-(1/rv^(y-1)))*100;//Thermal efficiency Wnet=(n*Q)/100;//Net workdone in kJ MEP=Wnet/(V1*(1-(1/rv)));//Mean effective pressure in kPa //OUTPUT mprintf('Maximum pressure of the cycle is %3.2f kPa \n Maximum temperature of the cycle is %3.1f K \n Amount of heat transferred is %3.2f kJ \n Thermal efficiency is %3.1f percent \n Mean effective pressure is %3.1f kPa',P3,T3,Q,n,MEP) //==============================END OF PROGRAM=================================
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function r = metodoBiseccion(f, a, b, eps) fa = f(a) fb = f(b) if f(a)*f(b) >= 0 then r = %nan else c = (a + b)/2 while (abs(b - c) > eps) fc = f(c) if f(b) * f(c) <= 0 then a = c else b = c end c = (a + b)/2 end r = c end endfunction function r = metodoSecante(f, xm, xn, eps, maxIter) iter = 1 while (abs(f(xn)) > eps) && (iter < maxIter) temp = xn xn = xm - f(xm) *(xm - xn) / (f(xm) - f(xn)) xm = temp iter = iter + 1 end if iter == maxIter then r = %nan else r = xn end endfunction function r = metodoPuntoFijo(f, x, eps, maxIter) iter = 1 x1 = f(x) while (abs(x1 - x) > eps) && (iter < maxIter) x = x1 x1 = f(x1) end if iter == maxIter then r = %nan else r = x1 end endfunction function r = metodoNewton(f, x, eps, maxIter) iter = 1 x1 = x - f(x)/numderivative(f, x) while (abs(x1 - x) > eps) && (iter < maxIter) x = x1 x1 = x - f(x)/numderivative(f, x) end if iter == maxIter then r = %nan else r = x1 end endfunction function r = metodoNewtonMulti(f, x, eps, maxIter) iter = 1 J = numderivative(f, x) x1 = x - inv(J) * f(x) while (norm(x1 - x) > eps) && (iter < maxIter) x = x1 J = numderivative(f, x) x1 = x - inv(J) * f(x) end if iter == maxIter then r = %nan else r = x1 end endfunction function z = ej9(x) z(1) = 1 + x(1)**2-x(2)**2+exp(x(1))*cos(x(2)) z(2) = 2 *x(1)*x(2) + exp(x(1))*sin(x(2)) endfunction function z = ej10(x) z(1) = x(1)**2 + x(1)*(x(1)**3) - 9 z(2) = 3*(x(1)**2)*x(2) - 4 - x(2)**3 endfunction
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//chapter 2:THE DEVICE //Example 2.1 Vpiv=1500;//peak inverse voltage// V=415;//main supply// Vf=Vpiv/(sqrt(2)*V);//voltage safety factor// printf('value of voltage safety factor=%fv',Vf);
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//=========================================================================== //chapter 9 example 3 clc;clear all; //variable declaration H = 120; //number of holes on the rotating disc f = 5400; //frequency of output pulses in per second //calculations N = (f/(H))*60; //rotational speed in rpm //result mprintf("rotational speed = %3.2f rpm",N);
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//Example 8.2 (b) //Program to find the Voltage Gain of the Amplifier clear; clc ; close ; //Given Circuit Data Beeta=100; ri=2*10^3; //Ohms Rac=5*10^3; //Ohms //Calculation Av=Beeta*Rac/ri; //Displaying The Results in Command Window printf("\n\t The Voltage Gain of the Amplifier is Av = %f with phase of 180 degrees .",Av);
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#------------------------------------------------------------------------------- # Test proper redtest.rexx handling of *If/*Else/*Fi directives #------------------------------------------------------------------------------- #--------------------- # Testcase PLAIN #--------------------- *Testcase IF-ELSE-01 script "$(testpath)/dummy.subtst" *Done #----------------------- # Testcase WITHIN if #----------------------- *If 1 *Testcase IF-ELSE-02 script "$(testpath)/dummy.subtst" *Done *Else *Message SKIPPING: Testcase IF-ELSE-02 *Message REASON: If condition is false *Fi #----------------------------- # Testcase OUTSIDE of if #----------------------------- *Testcase IF-ELSE-03 *If 1 script "$(testpath)/dummy.subtst" *Else *Message SKIPPING: Testcase IF-ELSE-03 *Message REASON: If condition is false *Fi *Done #----------------------------------------- # TWO if conditions, one after the other # Testcase WITHIN second if #----------------------------------------- *If 1 *If 1 *Testcase IF-ELSE-04 script "$(testpath)/dummy.subtst" *Done *Else *Message SKIPPING: Testcase IF-ELSE-04 *Message REASON: Nested if condition is false *Fi *Else *Message SKIPPING: Testcase IF-ELSE-04 *Message REASON: First if condition is false *Fi #----------------------------------------- # TWO if conditions, second within ELSE # Testcase WITHIN second if #----------------------------------------- *If 0 *Message SKIPPING: Testcase IF-ELSE-05 *Message REASON: First if condition is true *Else *If 1 *Testcase IF-ELSE-05 script "$(testpath)/dummy.subtst" *Done *Else *Message SKIPPING: Testcase IF-ELSE-05 *Message REASON: Nested if condition is false *Fi *Fi #----------------------------------------- # TWO if conditions, one after the other # Testcase OUTSIDE of both ifs #----------------------------------------- *Testcase IF-ELSE-06 *If 1 *If 1 script "$(testpath)/dummy.subtst" *Else *Message SKIPPING: Testcase IF-ELSE-06 *Message REASON: Nested if condition is false *Fi *Else *Message SKIPPING: Testcase IF-ELSE-06 *Message REASON: First if condition is false *Fi *Done #----------------------------------------- # TWO if conditions, second within ELSE # Testcase OUTSIDE of both ifs #----------------------------------------- *Testcase IF-ELSE-07 *If 0 *Message SKIPPING: Testcase IF-ELSE-07 *Message REASON: First if condition is true *Else *If 1 script "$(testpath)/dummy.subtst" *Else *Message SKIPPING: Testcase IF-ELSE-07 *Message REASON: Nested if condition is false *Fi *Fi *Done
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clc; clear; f=400 //focal length of lens in cm myu=1.50 //refractive index lambda=5460*10^-6 //wavelength in cm n=5 //fifth bright ring //calculation R=(myu-1)*2*f //radius of curvature in cm D5=sqrt(2*((2*n)-1)*lambda*R) mprintf("The diameter of the fifth bright ring is = %1.2f cm",D5) //The answer provided in the textbook is wrong.
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clc clear W=50; S=7; D=1.25; N=450; Mf=4; CV=43000; Em=0.7; Reff=9.81*(D/2); BP=[2*(22/7)*N*(W-S)*Reff]/(60*1000); Ebth=(BP*3600)/(Mf*CV); printf('Ebth= %3.2f Percent',Ebth*100); printf('\n'); Eith=Ebth/Em; printf('Eith= %3.2f Percent',Eith*100); printf('\n');
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clc; clear; S0=1/500; n1=0.02; z1=0.6;//ft n2=0.015; n3=0.03; z2=0.8;//ft l1=3;//ft l2=2;//ft l3=3;//ft y=z1+z2;//ft K=1.49; A1=l1*(z1);//ft^2 A2=l2*(y);//ft^2 A3=l3*(z1);//ft^2 P1=l1+z1;//ft P2=l2+(2*z2);//ft P3=l3+z1;//ft Rh1=A1/P1;//ft Rh2=A2/P2;//ft Rh3=A3/P3;//ft Q=K*(S0^0.5)*((A1*(Rh1^(2/3))/n1)+(A3*(Rh3^(2/3))/n3)+(A2*(Rh2^(2/3))/n2));//(ft^3)/sec disp("(ft^3)/sec",Q,"The flowrate=")
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clc clear clf() x = [0:0.1:2*%pi]'; plot(x, [sin(x) sin(2*x) sin(3*x)]) legend('sin x','sin 2*x','sin 3*x') xlabel('x')
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//Example 10 // Frequencies clc; clear; close; //given data : l=2;// in m v=3560;// in m/s r=0.004;// in m k=r/2; v1=%pi*v*k*3.011^2/(8*l^2); disp(v1,"The frequency,v1(Hz) = ") v2=%pi*v*k*5^2/(8*l^2); disp(v2,"The frequency of first overtone,v2(Hz) = ") v3=%pi*v*k*7^2/(8*l^2); disp(v3,"The frequency of second overtone,v3(Hz) = ")
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clc;funcprot(0); //Example 3.5 //Initializing the variables B = 6; // Width of pontoon L = 12; //Length of pontoon D = 1.5; //Draught of pontoon Dmax = 2; //Maximum permissible draught rhoW = 1000; //Density of fresh water rhoS = 1025; //Density of sea water g = 9.81; //Acceleration due to gravity //Calculations function[W]=Weight(D) W = rhoW*g*B*L*D; endfunction W = Weight(D); // Weight of pontoon in fresh water = weight of water displaced Ds = W/(rhoS*g*B*L); //Draught in sea water L = Weight(Dmax) - Weight(D); // maximum load that can be supported disp(L/1000,"Load (kN) :",Ds,"Draught in sea (m):",W/1000,"Weight of pontoon (kN): ");
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clear; clc; //ENCODING k = 4; //message bits length n = 7; // block length m = n-k;//Number of parity bits I = eye(k,k); // identity matrix disp(I,'identity matrix') P = [1 1 0;0 1 1 ;1 1 1;1 0 1];// coefficient matrix disp(P,'coefficient matrix ') G = [P I]; // generator matrix disp(G, 'generator matrix G') H = [eye(k-1,k-1) P'];// parity check matrix disp(H, 'parity check matrix H') //message bits m = [0 0 0 0;0 0 0 1;0 0 1 0;0 0 1 1; 0 1 0 0;0 1 0 1;0 1 1 0;0 1 1 1; 1 0 0 0;1 0 0 1;1 0 1 0;1 0 1 1; 1 1 0 0;1 1 0 1;1 1 1 0;1 1 1 1] ; C = m*G; C = modulo(C,2); disp(C, 'Code words of Hamming code') weight=[] for i=1:16 count =0 for j=1:7 if C(i,j)==1 //C is Code Word matrix count=count+1 end end weight=[weight;count] end disp(weight,'Hamming weight') MinHamDist= weight(2)-weight(1) //Calculation of error detection capability (t) ErrDet=(MinHamDist -1)/2 disp (ErrDet,'error correction capability - t :' ) //1 for Hamming codes //Calculation of error correction capability ErrCorr= (MinHamDist -1) disp(ErrCorr, "error detection capability") //2 for Hamming codes // Create recieved code word ReceivedCodeWordMat=C R= [ReceivedCodeWordMat(round(16*rand()),:)] disp(R,'Randomly generated Recieved Code word R') // Generate error at random bit position ErrPos=round(8*rand()) //Get random number between 0 to 7 disp(ErrPos,"error position") if ErrPos==0 then else if R(ErrPos)==0 then R(ErrPos)=1// Invert bit at Erroneous Bit Position else R(ErrPos)=0// Invert bit at Erroneous Bit Position end end y=R //Received code word with error //DECODING //Error correction //Find syndrome for finding out the error syndrome=modulo(y*(H)',2) //Add the correction factor according to the syndrome achieved if(syndrome==[0 0 0]) then q=modulo([0 0 0 0 0 0 0]+y,2) message=[q(4) q(5) q(6) q(7)] elseif(syndrome==[1 0 0]) then q=modulo([1 0 0 0 0 0 0]+y,2) message=[q(4) q(5) q(6) q(7)] elseif(syndrome==[0 1 0]) then q=modulo([0 1 0 0 0 0 0]+y,2) message=[q(4) q(5) q(6) q(7)] elseif(syndrome==[0 0 1]) then q=modulo([0 0 1 0 0 0 0]+y,2) message=[q(4) q(5) q(6) q(7)] elseif(syndrome==[1 1 0]) then q=modulo([0 0 0 1 0 0 0]+y,2) message=[q(4) q(5) q(6) q(7)] elseif(syndrome==[0 1 1]) then q=modulo([0 0 0 0 1 0 0]+y,2) message=[q(4) q(5) q(6) q(7)] elseif(syndrome==[1 1 1]) then q=modulo([0 0 0 0 0 1 0]+y,2) message=[q(4) q(5) q(6) q(7)] else q=modulo([0 0 0 0 0 0 1]+y,2) message=[q(4) q(5) q(6) q(7)] end //Display messages disp("The syndrome is:") disp(syndrome) disp("The corrected sequence is:") disp(q) disp("The message decoded is:") disp(message)
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// Grob's Basic Electronics 11e // Chapter No. 29 // Example No. 29_9 clc; clear; // Calculate the following: Ie, Vcb, r'e, Av, vout and zin. // Given data Rc = 1.5*10^3; // Collector resistance=1.5 kOhms Re = 1.8*10^3; // Emitter resistance=1.8 kOhms Rl = 1.5*10^3; // Load resistance=1.5 kOhms Vcc = 15; // +ve Supply Voltage=15 Volts Vee = 9; // -ve Supply Voltage=9 Volts Vbe = 0.7; // Voltage Base-Emitter=0.7 Volts vin = 25*10^-3; // Input Voltage=25 mVolts(p-p) Ie = (Vee-Vbe)/Re; disp (Ie,'The Emmiter current in Amps') disp ('i.e 4.61 mApms') Ic = Ie; // Ic =~ Ie Vcb = Vcc-(Ic*Rc); disp (Vcb,'The Collector-Base Voltage in Volts') disp ('Appox 8.09 Volts') a = 25*10^-3; re = a/Ie; disp (re,'The AC emmiter resistance in Ohms') b = Rc*Rl; c = Rc+Rl; rl = b/c; Av = rl/re; disp (Av,'The Voltage gain is') vout = Av*vin; disp(vout,'The AC output voltage in Volts(p-p)') disp ('Appox 3.46 Volts(p-p)') d = Re*re e = Re+re Zin = d/e; disp (Zin,'The Input Impedence in Ohms')
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//Electric Drives:concepts and applications by V.subrahmanyam //Publisher:Tata McGraw-Hill //Edition:Second //Ex4_3 clc; clear; P=10000; V=240;// voltage in V N=1000;//Speed in rpm Eff1=0.87;//Efficiency in % Vs=250;// voltage in V f=50;//frequency in Hz Alpha=0.5;//angle R=0.40;// Resistance in ohm Fdf=1;//fundamental displacement factor df=0.9;//distortion factor pf=0.9;//the power factor Pi=P/Eff1; I=Pi/V; Eb=V-(I*R); Vi=0.9*Vs; Eb1=Vi-(I*R); N1=(Eb1/Eb)*N; Pi1=V*I*pf*(10)^(-3); Pi2=(Pi1*N1)/N; Vc=0.9*Vs*Alpha; Eb2=Vc-(I*R); N2=(N*Eb2)/Eb; P0=((Pi1*N2)/N)*1000; Pi0=Vc*I; Eff=(P0/Pi0)*100; disp(Eff,"Efficiency in % is:") //Result vary due to roundoff error