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//determine the value of slip nd speed of motor P=6 f=50 Ns=120*f/P f1=1.5 s=f1/f N=Ns*(1-s) disp('speed of motor='+string(N)+'RPM')
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//Example 9.7 The following figures give the number of defectives in 20 sample clc; clear; Total=40000; Def=sum([425 430 216 341 225 322 280 306 337 305 356 402 216 264 126 409 193 326 280 390]); p=Def/Total; CL=p; n=2000; UCL=p+3*(sqrt((p*(1-p)/n))); LCL=p-3*(sqrt((p*(1-p)/n))); disp(LCL,"Lower Control Limit...
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clc D=0.120; // m h=0.08; // m c=0.001; // m t=0.01875; // m rev=65; // revolutions per min T=4*10^-3; // N.m K1=%pi*h/4/c; K2=%pi/32/t; u=T/(rev*2*%pi/60)/(K1*D^3+K2*D^4); disp("viscosity of the liquid =") disp(u) disp("Pa.s")
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//example 4.5 //calculate average rainfall using //arithmatic average method //isohytel method //thiesson polygon method clc;funcprot(0); //given p=[58 61 69 56 84 86 69 79 71]; //values of precipitation s=0; for i=1:9 s=s+p(i); end ar=s/9; ar=round(ar*10)/10; mprintf("using arithmatic average m...
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//Example 21.1 R1=1;//Resistance of resistor 1 (ohm) R2=6;//Resistance of resistor 2 (ohm) R3=13;//Resistance of resistor 3 (ohm) R_s=R1+R2+R3;//Equivalent resistance for series combination (ohm) printf('a.Total resistance = %0.1f ohm',R_s) V=12;//Voltage (V) I=V/R_s;//Current (A) printf('\nb.Current = %0.3f ...
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// Exa 14.1 // To determine the minimum possible latency amd the minimum window size that achieves this latency. clc; clear all; O=800*1000; //Object size(Bytes) S=536*8; //max Segment Size(in bits) RTT=0.1; //Round trip-time in sec R=1*10^6; //Transmission rate of the link from the server to the client in ...
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dV = 0.5; // Change in volume in m3 P = 101.325e03; // Atmospheric pressure in N/m2 Wd = P*dV; // Work done in J disp("KJ",Wd/1000,"The amount of work done upon the atmosphere by the ballon is")
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clc //initialisation of variables W= 10*10^3 //KN L= 500 //mm D= 200 //mm T= 2 //mm G= 25000 //N/mm^2 //CALCULATIONS Tav= W/(D*T) gama= Tav/G deltas= gama*L //RESULTS printf ('Tav= %.2f N/mm^2',Tav) printf (' \n gama=%.3f rad',gama) printf (' \n deltas=%.2f mm',deltas)
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// Exa 11.7 // To find power value to be set as a first approximation ans time required by mobile station to make changes as directed by base station. clc; clear all; Prm=-97;//the signal strength from the base stations in dBm //The constant ( K ) is the part of the broadcast message that is sent to the mob...
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function result = dsp_signal(sig_id, sig_size) result = signal_register(sig_id, sig_size) endfunction
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//Example 15.33 //Lipunov's method clear;clc; xdel(winsid()); x1=poly(0,'x1'); x2=poly(0,'x2'); x11=poly(0,'x11'); x22=poly(0,'x22'); x2=x11 disp("x22+x2+x2^3+x1=0") //(x1,x2) has singular point at (0,0) disp("V=x1^2+x2^2") //"V=x1^2+x2^2" is Liapunov's function //V is positive for all values of x1 and ...
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clear; function e = G(a, z) e = z(2) - a(1)*z(1) - a(1)*a(2)*exp(-z(1)/a(2)) + a(1)*a(2); endfunction function [tm, speed] = plt(data, color_real, color_model) time = data(:,1); time = time -time(1); data(:,2) = data(:,2) * %pi / 180; angle = data(:,2); a0 = [0; 10]; [aa, er] = datafit(G, ...
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function [ok,fminnyq,fmaxnyq,nyqstep]=nyqsettings(); // This program 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 2 of the License, or // (at your option) any later version. // //...
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//Example 16.3 //Multiple Shooting Method //Page no. 577 clc;close;clear; h=0.25;x=0;y1=0; deff('y=f(x)','y=-(4*h^2)/(1+x)^2') deff('y=f1(x)','y=-2*(1+(h^2)/(1+x)^2)') for i=1:4 x=x+h B(i)=f(x); for j=1:4 if i==4 & i==j A(i,j)=f1(x)+1/4 A(i,j-1)=2 el...
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//page 70 //Example 3.6 clc; clear; close; a1 = [1 2]; a2 = [3 4]; disp(a1,'a1 = '); disp(a2,'a2 = '); disp('a1 and a2 are linearly independent and hence form a basis for R^2'); disp('According to theorem 1, there is a linear transformation from R^2 to R^3 with the transformation functions as:'); Ta1 = [3 2 ...
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errcatch(-1,"stop");mode(2);//Example12.2// Na=22.99;//amu //atomic mass of sodium O=16.00;//amu //atomic mass of Oxygen a=2;//Number of atoms Na2O=c*Na+O mprintf("Na2O = %f amu",Na2O) d=3;//Number of atoms C=12.00;//amu //atomic mass of Carbon Na2CO3=c*Na+C+d*O mprintf("\nNa2CO3 = %f amu",Na2CO3) Ca=40.08;//...
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Test médiamétrie P2 Janvier Février 98 010,CSPC+ 101 -1 1 1 1,4 1,B198,101 f:\source\SFR01 13360000 1 1 2,750,8,1,0,2.2,---,1 2,2045,8,1,0,5.8,---,1 3,2235,8,1,0,1.9,---,1 3,2130,16,1,0,6.7,---,1 1,1900,64,1,0,5.1,---,1 2,1940,64,1,0,6.5,---,1 1,2340,1,1,0,2.7,---,1 3,1300,2,1,0,3.4,---,1 3,2255,2,1,0,3.0,---,1 2,73...
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clear; clc; //To find Approx Value function[A]=approx(V,n) A=round(V*10^n)/10^n;//V-Value n-To what place funcprot(0) endfunction //Example 12.4 //Caption : Program to Find the Heat of Formation of LiCl // Li + 0.5Cl2 --> LiCL(s) (A) // LiCl(s) + 12H2O(l) --> LiCl(12H2O) (B) ...
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function n=%s_i_i(i,j,f2,n) [lhs,rhs]=argn(0) if rhs==3 then n=f2;f2=j is=inttype(n) n(i)=iconvert(f2,is) else is=inttype(n) n(i,j)=iconvert(f2,is) end
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// Example A-7-8 // Stability check clear; clc; xdel(winsid()); //close all windows s = %s; K = 2; P = s*(s+1)*(2*s+1) + K; disp(routh_t(P)) // unstable since two roots are in RHP
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function sens(g,k) // This program 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 2 of the License, or // (at your option) any later version. // // This program is distributed in t...
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clc; a=63.54; //atomic mass of Cu m=100; //mass of Cu moles=m/a; //calculating moles of U n=6.023*10^23; //avogadro's no. no=moles*n; //calculating no. of atoms disp(moles,"Maoles of U = "); //displaying result disp(no,"No. of atoms = "); //displaying result
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// Example 10.8, page no-272 clear clc T=300//K rho=2.12//ohm-m mue=0.36//m^2/V-s muh=0.17 e=1.6*10^-19//C m=9.1*10^-31//kg h=6.626*10^-34 sig=1/rho ni=sig/(e*(muh+mue)) printf("\nConductivity = %.6f per Ohm-m\nIntrinsic carrier concentration, ni=%.5f*10^18",sig,ni*10^-18) k=1.38*10^-23 Nc=2*(2*%pi*k*...
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4*a^2 + 4*b^2 - 4*c^2 getVariablePowers(a,b)=a^2 + b^2 groupBy(a,b)= + 4*a^2*(1) + 4*b^2*(1) + 1*( - 4*c^2)
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clc clear //INPUT DATA Tc=3.7//critical temperature of superconducting Sn in K t=2//temperature of critical field in K Ho=0.0306//The critical field at 0K in T //CALCULATION Hc=(Ho*(1-(t/Tc)^2))//The critical field at 6K in T //OUTPUT printf('The critical field at %iK is %3.6f tesla',t,Hc)
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T1=430 //C T2=100 //C ndot=15 //Kmol/min
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clc v2=60 //speed of gladiator in km/h v2=(v2*10^3)/3600 //speed of gladiator in metre/second mprintf("v2=%fm/s\n",v2)//ans may vary due to roundoff error v1=0 //initial speed of gladiator m=150 //mass of gladiator in kg W=m*((v2*v2)-(v1*v1))/2 //work done on gladiator mprintf("W=%fkJ\n",W/1000)//ans varies due...
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function b = appartenancePointTruc(Pt, Truc, nb) b = ( Truc(1:nb) * [Pt(1:nb-1) 1]' == 0 ) endfunction function b = appartenancePointPlan(Pt, Pl) b = appartenancePointTruc(Pt, Pl, 4) endfunction function b = appartenancePointDroite(Pt, Dt) b = appartenancePointTruc(Pt, Dt, 3) endfunction function nb = ra...
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clc T1=293; //K V1=0.025; //m^3 V3=V1; p1=1.05*10^5; //N/m^2 p2=4.5*10^5; //N/m^2 R=0.287*10^3; cv=0.718; cp=1.005; T3=293; //K disp("(i)Net heat flow") m=p1*V1/R/T1; T2=p2/p1*T1; Q_12=m*cv*(T2-T1); Q_23=m*cp*(T3-T2) disp("Net heat flow = ") Q_net=Q_12+Q_23; disp(Q_net) disp("kJ") disp("(ii)...
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//Example 6.12 clc;clear;close; N=4; n=0:N-1; x=cos(%pi/4*n); //Calculation of DFT X=dft(x,-1); X=clean(X); disp(x,'Given Sequence is x(n): '); disp(X,'DFT of the Sequence is X(k): ');
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function cmap = hotcolormap(n) //graycmap yellow to red color map. // Copyright INRIA if size(n,'*')<>1|or(n<3) then error('hotcolormap : n must be an integer greater than 3') end n1=fix(3/8*n); n2=n1 n3=n-(n1+n2) // cmap=[(1:n1)'/n1 zeros(n1,1) zeros(n1,1); ones(n2,1) (1:n2)'/n2 zeros(n2,1); ones(...
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//Chapter-5,Example 5_14_3,Page 5-37 clc() //Given Values: m=1.676*10^-27 //mass of neutron h=6.634*10^-34 //Planck's constant //Calculations: E1=0.025 //Energy in eV of neutron E=E1*(1.6*10^-19) //Energy in joules //As E=m*v^2/2 v=sqrt(2*E/m) //Velocity of neutron beam ...
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function [alphan,ok]=Wolfe(alpha,x,D,Oracle) ////////////////////////////////////////////////////////////// // // // RECHERCHE LINEAIRE SUIVANT LES CONDITIONS DE WOLFE // // // // ...
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clc syms x1 x2 x3 y1=(x2*x3)/x1 y2=(x3*x1)/x2 y3=(x1*x2)/x3 a=diff(y1,x1) b=diff(y1,x2) c=diff(y1,x3) d=diff(y2,x1) e=diff(y2,x2) f=diff(y2,x3) g=diff(y3,x1) h=diff(y3,x2) i=diff(y3,x3) A=[a b c;d e f;g h i] det(A)
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//Example 3-06 Measuring Fluid with Multifluid Manometer P_atm = 85.6 //Atmospheric pressure at 1400m altitude [kPa] h_1 = 0.1 //differnce of water and oil level in manometer [m] h_2 = 0.2 //difference between water and mercury level in manometer [m] h_3 = 0.35 //difference between oil and mercury level in manometer [m...
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// chapter 2 // example 2.9 // fig. 2.5 // Find deflections at C and B // page-19-20 clear; clc; // given l=16; // in m (length of the wire) A=4; // in mm^2 (cross-sectional area of the wire) W=20; // in N(weight of the wire) E=200; // in GPa (modulus of elasticity) // calculate l=l*1E3; // changing unit from m to mm E...
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clear; clc; // Example 10.8 printf('Example 10.8\n\n'); // Page no. 287 // Solution F = 16 ;// feed of CH4 -[kg] CH4p = 100 ;//[%] m_CH4 = 16 ;// mass of kmol of CH4-[kg] mol_CH4 = (F*CH4p/100)/m_CH4;//k moles of CH4 in feed-[kmol] air = 300 ;// Air given -[kg] m_air = 29 ;// molecular wt. of 1kmol air-[kg] mol_air =...
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errcatch(-1,"stop");mode(2);//caption:find value of unknown inductance,resistance and Q for maxwell bridge //Ex4.7 R1=220//resistance of first arm(in ohm) C1=0.22*10^-6//capacitance of first arm(in F) R2=1000//resistance of second arm(in ohm) R3=1000//resistance of third arm(in ohm) f=1000//frequency of arm...
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clc; clear; close; gate_cap=2*0.5;//in fF wire_cap1=30*0.2/20;//in fF drain_cap=0.5*0.5;//in fF wire_cap2=40*0.2*0.1/2;//in fF con_cap=0.5/2;//in fF row_cells=256; col_cells=256; Cword=row_cells*(2*gate_cap+wire_cap1); disp(Cword,'Capacitance of wordline(in fermifarads)='); Cbit=col_cells*(drain_cap+wire_ca...
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clear; clc; //Example 7.17 V1=5; V=-5; Rs=0.1; R1=40; R2=5.720; Re=0.5; Rc=5; Rl=10; b=150; Vbe=0.7; C1=35; C2=4; Vt=0.026; Icq=1.02; gm=39.2; r=3.820; t=r/(1+b); t=t*0.001; f=1/(2*%pi*C1*t); printf('\nthe zero occurs at this frequency=%.2f MHz\n',f) x=1+gm*Re*Rl/(Re+Rl); Rb=R1*R2/(R1+R2) d=x*r...
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errcatch(-1,"stop");mode(2); syms x y u=x^y a=diff(u,y) b=diff(a,x) c=diff(b,x) d=diff(u,x) e=diff(d,y) f=diff(e,x) disp('ly,c=f') exit();
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// A program to save a matrix of random numbers as a CSV data file. M = rand(3,3); filename = "data.csv"; // Use tabs as the separator csvWrite(M, filename,ascii(9),[],'%.3g'); disp('Read as numeric values'); //Read a CSV file M1=csvRead(filename,ascii(9),[],"double"); disp(M1); disp('Read as string values'); ...
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// Scilab Code Ex8.13: Page-176 (2010) c = 3e+008; // Speed of light in vacuum, m/s E = 4.5e+017; // Total energy of object, J px = 3.8e+008; // X-component of momentum, kg-m/s py = 3e+008; // Y-component of momentum, kg-m/s pz = 3e+008; // Z-component of momentum, kg-m/s p = sqrt(px^2+py^2+px^2); ...
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x0 = 10; c = 10; d=1/1000; function e=E(x, l, m) e = (0.25 * (x-x0)^4 - 0.5 * l * (x-x0)^2 - m * (x-x0))*d + c endfunction n = 20 t = [1:1:n] l = (7-3)^2*0.25; m = 0; ee1 = zeros(1,n) for i = 1:n ee1(i) = E(i) end l = (9.9-0.1)^2*0.25; m = 0; ee2 = zeros(1,n) for i = 1:n ee2(i) = E(i) end l = (9.9-0....
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// ELECTRICAL MACHINES // R.K.Srivastava // First Impression 2011 // CENGAGE LEARNING INDIA PVT. LTD // CHAPTER : 5 : INDUCTION MACHINES // EXAMPLE : 5.12 clear ; clc ; close ; // Clear the work space and console // GIVEN DATA m = 3; // Total Number of phase in Induction M...
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// Initilization of variables W1=2000 //N // load at joint D of the truss W2=4000 //N // load at joint E of the truss Lac=6 //m // length of the tie Lab=3 //m Lbc=3 //m theta=60 //degree // interior angles of the truss // Calculations // Here A is simply supported & B is roller support. Now the SUPPORT REACTIO...
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//chapter13 //example13.17 //page291 Es=10d-3 // V Rs=3d3 // ohm Rin=7d3 // ohm Rout=15 // ohm Rl=35 // ohm Ao=1000 I1=Es/(Rs+Rin) V1=I1*Rin Av=Ao*Rl/(Rout+Rl) // since V2/V1=Av, we get V2=V1*Av P2=V2^2/Rl P1=V1^2/Rin Ap=P2/P1 printf("magnitude of output voltage = %.2f V \n",V2) printf("power...
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//clear// // clc; s = sym('s'); B = sym('B'); Eo = sym('Eo'); z = sym('z'); ax = sym('ax'); EsL = Eo*(ax+%i*ay)*exp(%i*s)*exp(-%i*B*z); EsR = Eo*(ax-%i*ay)*exp(-%i*B*z); Est = Eo*exp(%i*s/2)*(2*cos(s/2)*ax-%i*2*%i*sin(s/2)*ay)*exp(-%i*B*z); disp(EsL,'Left circularly polarized field EsL=') disp(EsR,'Right ci...
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//Finding of Pressure Gradienr,Avg velocity,Reynolds number //Given mu=.5; spgr=1.2; rho=1200; D=.1; x=147.15; //To Find dp=-(x*4)/D; dp1=-dp; v=(1/(32*mu))*(-dp)*D^2; R=(rho*v*D)/mu; disp("Pressure Gradient ="+string(dp1)+" N/m^3"); disp("Average Velocity ="+string(v)+" N/m^3"); disp("Reynolds Number ="+...
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//chapter-4 page 156 example 4.23 //============================================================================== clc; clear; //For an air filled rectangular waveguide a=0.023;//Length of an air filled Rectangular Waveguide in m b=0.01;//breadth of an air filled Rectangular Waveguide in m c=3*10^8;//Velocity...
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function [M, Q1, QL1, QR1] = solveStep(M, M1cache, dt1, h, Q, QL, QR) M = M.*M1cache frac = dt1/(h^2); N = length(Q) tri = diag(sparse(1+2*frac*M))+diag(sparse(-frac*M(1:N-1)),-1)+diag(sparse(-frac*M(2:N)),1) tri(1,:) = zeros(1,N); tri(1,1:2)= [M(1) M(2)] tri(N,:)= zeros(1,N); tri(N,N-1:N)=[M($-1) M($)] Q(1...
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function [sis,mes] =finddis() for ka=1:pop temp=zeros(pop,x) dis=zeros(pop,x) po=zeros(x,z) mo=zeros(z,z,x) prob=rand if(prob<0.8) kom=1+round((z-1)*rand(1,(x-1))) kop=kom else kop=kom end i=1 for...
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function [stk,txt,top]=sci_global() // Copyright INRIA txt=[] vars=[] vnms;vtps; for k=1:rhs s=stk(top)(1) if s<>'''''' then nam=part(s,2:length(s)-1) if find(nam==vnms(:,2))==[] then vnms($+1,:)=[nam,nam] vtps($+1)=list('?','?','?',0) end vars=[s,vars] end top=top-1 end stk=list('...
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//Ex10_16 // Optimum Global Thresholding using Otsu's Method // Version : Scilab 5.4.1 // Operating System : Window-xp, Window-7 //Toolbox: Image Processing Design 8.3.1-1 //Toolbox: SIVP 0.5.3.1-2 //Reference book name : Digital Image Processing //book author: Rafael C. Gonzalez and Richard E. Woods clc; cl...
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clc;clear;close // FOR ANY ORDER [NxM] MATRIX A=input("enter the matrix [ANY ORDER [NxM] MATRIX]") disp(A); [m,n]=size(A); [v,pivot]=rref(A); disp(v,'v'); disp(pivot,'p'); r=length(pivot); disp(r,'rank=') cs=A(:,pivot); disp(cs,'column space='); ns=kernel(A); disp(ns,'null space=');...
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//det... clc //solution //given do=50//mm u=0.15//tan(q) p1=16//mm p2=12//mm tmax=28//N/mm^2 d1=do-p1/2 d2=do-p2/2 //tan(a1)=p/(%pi/d1)=b1=0.1212 b1=0.1212 //tan(a2)=p/(%pi/d2)=b2=0.0868 b2=0.0868 //let W be load //T1=W*[(b1+u)/(1-(b1*u))]*d1/2=5.8*W//N-mm //T2=W*[(u-b2)/(1+(b2*u))]*d2/2=-.37*W//N-mm ...
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sos=[7.62145490093100e-05 0.000152429098018620 7.62145490093100e-05 1 -1.23878126513852 0.390316716554844; 1 2 1 1 -1.34896774525279 0.513981894219676; 1 2 1 1 -1.59464056877719 0.789706949934816]; flag=isminphase(sos); disp(flag); //output // 0. //matlab o/p // 1
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// This file is part of www.nand2tetris.org // and the book "The Elements of Computing Systems" // by Nisan and Schocken, MIT Press. // File name: projects/08/FunctionCalls/DoubleCall/DoubleCall.tst // DoubleCall.asm results from translating both Main.vm and Sys.vm into // a single assembly program, stored in the file...
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clear //Given v=1.5*10**8 c=3.0*10**8 //Calculation // a=v/c C=asin(a)*180/3.14 //Result printf("\n Value of critical angle is %0.0f Degree",C)
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ex18.sce
clc clear //Input data p=5000;//Power output of an adiabatic steam turbine in kW p1=2000;//Pressure at the inlet in kPa p2=0.15;//Pressure at the exit in bar t1=400;//temperature at the inlet in degree centigrade x=0.9;//Dryness at the exit c1=50;//Velocity at the inlet in m/s c2=180;//Velocity at the exit in ...
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errcatch(-1,"stop");mode(2);//Caption: Calculate (a)Total armature current (b)Current per armature path (c)Generated e.m.f //Exa:7.8 ; ; p=4//Number of poles P=4000//Power of generator(in watts) V=230//Voltage of generator(in volts) r_f=115//Field resistance(in ohms) r_a=0.1//Armature resistance(in ohms) a=p...
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14_15.sce
clear; clc; fc=5000;fi=1.25*fc;Rk=600; //fi=frequency at which infinite attenuation occus L0=Rk/(%pi*fc); C0=1/(%pi*fc*Rk); m=sqrt(1-((fc/fi)^2)); L1=m*L0/2; L2=(1-(m*m))*L0/(4*m); C1=m*C0; printf("The elements of the m-derived L.P.T. filter are:\n"); printf(" mL/2 = %f mH\n",round(L1*(10^5))/100); printf("...
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//Chapter 2,Ex2.60,Pg2.76 clc; disp("Refer to diagram shown in the question") A=[-7 1 0;-1 6 -3;0 3 -3] B=[-10;0;20] I=A\B printf("\n I3=%.2f A \n",I(3)) printf("\n In= %.2f A \n",-I(3)) Rn=[(6*1/(6+1)+2)]*3/(3+[(6*1/(6+1)+2)]) printf("\n Rn=%.2f A \n",Rn) //Calculation of Il Il=13.17*(1.46/(1.46+10)) print...
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// Examle 18.1 I=0.015; // Current in a coil B=0.2; // Megnetic flux density l=0.02; // Length of megnetic field n1=42; // No.Of turns N1 r=0.0125; // radius of coil n2=43; // No.Of turns N2 F1=I*B*l*...
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// Updated(18-7-07) // 2.3 F = [-1 0;1 0]; G = [1; 0]; C = [0 1]; D = 0; Ts=1; sys = syslin('c',F,G,C,D); sysd = dscr(sys,Ts)
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clear clc DelG1=-237.23;//in kJ DelG2=79.71;//in kJ n=2;// DelG=(DelG1+(n*DelG2));//in kJ F=96500;//in C T=298;//in K E=-((DelG*10^3)/(n*F));//in V printf('E=%.3f V',E) DelH1=-285.85;//in kJ DelH2=56.9;//in kJ DelH=(DelH1+(n*DelH2));//in kJ dEdT_p=((DelH-DelG)*10^3)/(n*F*T);//in V/K printf('\ndEdT_p=%.5f ...
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//Example No. 3_24 //Distributive law //Pg No. 58 clear ;close ;clc ; x = 0.400000*10^1 ; fx = 0.400000 Ex = 1 y = 0.200001*10^0 ; z = 0.200000*10^0 ; x_yz = x*(y-z) x_yz = x_yz*10^6 x_yz = floor(x_yz) //considering only six significant digits n = length(string(x_yz)) fx_yz = x_yz/10^n Ex_yz = n - 6 x_...
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//Chapter 1: Structure and Bonding //Problem: 11 clc; //Declaration of Constants c = 3 * 10 ** 8 // Speed of light, m/sec m = 9.1 * 10 ** -31 // Mass of electron, kg h = 6.626 * 10 ** -34 // Plank's constant, J.sec // Variables lamda = 200 * 10 ** -7 // Wavelen...
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err_setOption.tst
; tests that we catch bad kind of data to options (set-option :print-success 0) (set-option :verbosity true) (set-option :regular-output-channel true) (set-option :diagnostic-output-channel false) (set-option :expand-definitions 0) (set-option :produce-proofs 0) (set-option :produce-models 0) (set-option :produce-assig...
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//Exa 3.6 clc; clear; close; //Given data : A=poly(0,'A');//cross section area I=poly(0,'I');//Current Cc=500+2000*A//Rs/km load_factor=0.12; i=12;//%(depreciation) E_lost_cost=0.05;//Rs/kWh R=0.17/A;//ohm/km Cc_var=2000*A//Rs/km(variable cost) P2A=Cc_var*i/100;//Rs/km P2=P2A/A; R_into_A=R*A;//ohm W_i...
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//Example 7.5.5: supply voltage clc; clear; close; //given data : R=120;//in ohm del_r=1;// in ohm E_th=10*10^-3;//in V E=(E_th*4*R)/del_r; disp(E,"supply voltage,E(volts) = ")
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countby.tst
DECLARE results grp.results_tt; indx PLS_INTEGER; minrow PLS_INTEGER; maxrow PLS_INTEGER; BEGIN results := grp.countby ('employee', 'department_id'); indx := results.FIRST; LOOP EXIT WHEN indx IS NULL; IF minrow IS NULL OR minrow > results(indx).countby THEN ...
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Z0=50; //oscillation frequency f=2*10^9; w=2*%pi*f; //transistor S-parameters at oscillation frequency s_tr=[0.94*exp(%i*174/180*%pi),0.013*exp(-%i*98/180*%pi);1.9*exp(-%i*28/180*%pi),1.01*exp(-%i*17/180*%pi)]; s11=ss2tf(1,1); s12=ss2tf(1,2); s21=ss2tf(2,1); s22=ss2tf(2,2); //find the Z-parameters of the ...
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// Exa 3.1 clc; clear; close; // Given data V_E= -0.7;// in V Bita=50; RC= 5;// in kΩ RE= 10;// in kΩ RE= RE*10^3;// in Ω RC= RC*10^3;// in Ω V_CC= 10;// in V V_BE= -10;// in volt I_E= (V_E-V_BE)/RE;// in A disp(I_E*10^3,"Emitter current in mA is : ") // I_E= I_B+I_C and I_C= Bita*I_B, so I_B= I_E/(1+B...
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11_6.sce
clc //Initialization of variables y1=[1.5 1.48] V1=[2.22 2.29] d=1.2 //calculations q=y1.*V1 V2=q/d Vm=[2.5 2.56] Rh1=[0.9 0.89] Rh2=[0.88 0.78] Rhm=(Rh1+Rh2)/2 S=(q.*Vm/ Rhm.^(2/3)).^2 dx=[358 226] yavg=(y1(1) + y1(2))/2 qavg=(q(1) + q(2))/2 B=4.5 Q=qavg*B //results printf("Flow rate = %.1f m^3/s",Q...
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clc clear //INPUT DATA //0.8062 CH4+0.0541 C2H6 +0.0187C3H8+0.0160C4H10+0.1050N2+a (O2+3.76 N2)=b (0.078 CO2+0.002 CO +0.07 O2 +0.85N2)+ c H2O ;//Combustion equation for 1 kmol of fuel mixture //b*(0.078+0.002)=0.8062+2*(0.0541)+3*(0.0160);//by carbon balance c=1.93;//Carbon balance a=2.892;//Oxygen balance //...
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Example_5_23.sce
//A Textbook of Chemical Engineering Thermodynamics //Chapter 5 //Some Applications of the Laws of Thermodynamics //Example 23 clear; clc; //Given: r = 15; //compression ratio P1 = 100; //pressure in the beginning (kPa) T1 = 300; //temperature in thebeginning (K) Q1 = 500; //heat transfer rate (kJ/kg)...
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//Chapter-11 example 21 //============================================================================= clc; clear; //input data Noise_power = -50;//noise power in dBm Fl = 1*10^6;//lower cutoff frequency in Hz Fh = 21*10^6;//upper cutoff frequency in Hz //calculation BW = Fh-Fl;//bandwidth NP =10^-8//noise...
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// scilab Code Exa 18.9 Constant Pressure Gas Turbine Plant T1=298; // Minimum Temperature in Kelvin beeta=4.5; // Maximum to Minimum Temperature ratio(T_max/T_min) m=115; // mass flow rate through the turbine and compressor in kg/s n_C=0.79; // Compressor Efficiency n_T=0.83; // Turbine Efficiency gamma_g=1.33...
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clc //initialisation of variables R1= 9.5 //lbf f1= 0.01 S1= 22 //ft^2 U1= 5.3 n= 1.825 l= 540//ft l1= 15 //ft C= 0.0087//lbf/ft^2 //CALCULATIONS Rr1= R1-f1*S1*U1^n U= U1*sqrt(l/l1) r= (l/l1)^3 Rr= r*Rr1 Rf= C*(l/l1)^2*S1*U^n R= Rr+Rf P= R*U*1.69/550 //RESULTS printf (' propulsive power= %.f h.p',P) ...
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Traversing group using alphabetical indices: Index 0: 5 Index 1: D Index 2: F Index 3: H Traversing group using creation order indices: Index 0: H Index 1: D Index 2: F Index 3: 5
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//Example 16.1 x=-1.20*10^-2;//Displacement (m) m=80;//Mass of the person (kg) g=9.80;//Acceleration due to gravity (m/s^2) w=m*g;//Weight of the man (N) F=w;//Force (N) k=-F/x;//Force constant (N/m) printf('The force constant of the suspension system = %0.2e N/m',k) //Openstax - College Physics //Download for...
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// Example 1.29 clear; clc; close; format('v',7); // Given data PA=12;//no. of poles Ns=500;//in rpm N=1440;//in rpm //Calculations //Formula : Ns=120*f/PA f=Ns/120*PA;//in Hz PM=4;//assumed for motor Ns=120*f/PM;//in rpm(For motor) S=(Ns-N)/Ns*100;//slip in % disp(S,"Slip in % :");
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mode(2);errcatch(-1,"stop");driver("GIF");clear; clc; Vm = 20; Vdc = -0.318*Vm; disp(Vdc,'Dc volatge for ideal diode :'); t = 0:0.1:4*%pi; x = 20*sin(t); for i=1:length(t) if(x(i)<=0) y(i) = x(i); else y(i)=0 end end plot(t,y) xtitle('output for ideal diode','t','...
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//example a=realp('a',5,-14,15,10) //non zero free values considered as 1(true) disp(a) b=realp('b',10) disp(b) b.value=50 disp(b)
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//Example 10.8 //User defined functions for string length and sring copy function[count] = strlength(str) count = 0; count=length(str); return count; endfunction function[dst] = strcopy(dst, src) Length = strlength(src); for i = 1 : Length dst(i) = part(src,i); end...
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function [r]=horner(p,x) // horner(P,x) evaluates the polynomial or rational matrix P = P(s) // when the variable s of the polynomial is replaced by x // x can be a scalar or polynomial or rational matrix. // Example: bilinear transform; Assume P = P(s) is a rational matrix // then the rational matrix P((1+s)/(1-s)) i...
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//Function migration (image list to matrix) for: erode //Generated by migrate.cpp //Author: Anirudh Katoch function res = erode(varargin) select length(varargin) case 05 then res = il2mat(raw_erode(mat2il(varargin(01)), varargin(02), varargin(03), varargin(04), varargin(05))) else error(39) end endfunction
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//to find transfer function using mason gain formula printf("syms G1 G2 G3 G4 H1 H2 H3 H4\n//gains of forward paths\nP1=G1*G2*G3*G4;//forward path1 gain\nP2=G1*G5;//forward path2 gain\n//gain of individual loops\nL1=-G1*H1;\nL2=-G3*H2;\nL3=-G1*G2*G3*H3;\nL4=-H4;\n//gain of two non touching loops\ng1=G1*G3*H1*H2;\ng2...
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//Example 1_11 clc(); clear; //To find the refractive index of oil v=0.2 //units in cm area=1 //units in m^2 area=area*10^4 //units in cm^2 t=v/area //units in cm n=1 lamda=5.5*10^-5 //units in cm r=0 //units in degrees u=(n*lamda)/(2*t*cos(r)) printf("Refractive index of oil is u=%.2f"...
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//Chapter 12 : Solutions to the Exercises //Scilab 6.0.1 //Windows 10 clear; clc; //Solution for 7.1 //(a) A=[1 2;2 -1;-1 0] disp(A) //(b) B=[1 -2;-3 -2;2 3] disp(B)
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clear// //Variables n = 0.62 //Ratio of peak-peak voltage to the supply voltage R = 5.0 * 10**3 //Resistance (in ohm) C = 0.05 * 10**-6 //Capacitor (in Farad) //Calculation T = 2.3 * R * C * log10(1/(1-n)) ...
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//Chapter26 //Example 2 clc F=4.5 //Force of attraction in nt q=1.3*10^5 //total charge in coul r=q*sqrt((9*10^9)/F); disp(r,"Seperation between total positive and negative charges in meters is")
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function []=Simpson(x,funcioncita) h=x(2)-x(1); //suma de pares i=2; sumapares=0; while (i<length(x)) sumapares=sumapares+funcioncita(x(i)); i=i+2; end // printf('resultado %f',sumapares); //suma de impares i=3; sumaimpares=0; while ...
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clear;lines(0); X=[0;1;0;0]; Y=[0;0;1;0]; Z=[0;0;0;1]; deff('v=f(xyz,numfun)','v=exp(xyz''*xyz)') [RESULT,ERROR]=int3d(X,Y,Z,'int3dex') // computes the integrand exp(x*x+y*y+z*z) over the //tetrahedron (0.,0.,0.),(1.,0.,0.),(0.,1.,0.),(0.,0.,1.)
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// Display mode mode(0); // Display warning for floating point exception ieee(1); clc; disp("Principles of Heat Transfer, 7th Ed. Frank Kreith et. al Chapter - 2 Example # 2.1 ") //Heat generation rate in W/m3 qg = 1000000; //Length along which heat will be dissipated in m (thickness) L = 0.01; //Th...
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clc; CV=43; // Calorific value of fuel in MJ/kg mf=0.18*9000/3600; // Fuel consumption in kg/s F=9; // Thrust in kN ci=500; // Aircraft velocity in m/s ma=27; // Mass of air passing through compressor in kg/s A_F=ma/mf; // Air fuel ratio PT=F*ci; // Thrust power Q=mf*(CV*10^3); // Heat supplied eff=PT/Q; // ...
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