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2_3.sce
clc //initialisation of variables d= 2 //in F= 1000 //lb t= 10 //sec L= 48 //in S= 24 //in //CALCULATIONS ohp= F*L/(t*6600) Ac= %pi*d^2/4 P= ohp*t*6600/(S*Ac) //RESULTS printf ('Pressure within the system = %.f psi',P)
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//clear// clear; clc; //Example 28.1 //Given rho_p = 0.002650; //[g/mm^3] a = 2; phi_s = 0.571; //Solution //(a) //For the 4/6-mesh increment, from Table 28.2 x = [0,2.51,12.5,32.07,25.7,15.9,5.38,2.10,1.02,0.77,0.58,0.41,0.31,0.75]'*10^-2; //[mass fraction] Dp = [4.699,3.327,2.362,1.651,1.168,0.833,0.589,0.417,0.295,0.208,0.147,0.104,0.074,0.0]'; //[mm] Dpbar(1) = 10^-5; for i =2:length(Dp) Dpbar(i) = (Dp(i-1)+Dp(i))/2; end //(a) //Using Eq.(28.4) Aw = 6/(phi_s*rho_p)*sum(x(1:$-1)./Dpbar(1:$-1))/(1-x($)); //[mm^2/g] Nw = 1/(a*rho_p)*sum(x(1:$-1)./Dpbar(1:$-1)^3)/(1-x($)); //[particles/g] disp('particles/g',Nw,'Nw = ','mm^2/g',Aw,'Aw = '); //(b) //Using Eq.(28.9) Dvbar = (1/sum(x(1:$-1)./Dpbar(1:$-1)^3)/(1-x($)))^(1/3); //[mm]; disp('mm',Dvbar,'Dvbar = '); //(c) //Using Eq.(28.6) Dsbar = 1/sum(x(1:$-1)./Dpbar(1:$-1))/(1-x($)); //[mm] disp('mm',Dsbar,'Dsbar = '); //(d) //Using Eq.(28.8) and Table 28.3 Dwbar = sum(x.*Dpbar); //[mm] disp('mm',Dwbar,'Dwbar = '); //(e) //Using Eq.(28.11) N2 = x($-1)/(a*rho_p*Dpbar($-1)^3); //[particles/g] disp('particles/g',N2,'Nt = '); fra = N2/Nw; disp(fra,'Fraction of the particles in te top 12 increments = ');
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errcatch(-1,"stop");mode(2); //example 3.3 //page 120 ; funcprot(0); // Initialization of Variable pi=3.14; Q=integrate('10*r-1000*r^3','r',0,0.1); V=2*Q/0.1^2; disp(V,"velocity(m/s)="); exit();
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example14_11.sce
clear clc //Example 14.11 FRANCIS TURBINE r1=0.6; //[m] beta1=110; //degrees w=600*(2*%pi)/60 //angular speed[rad/s] Q=4; //discharge[m^3/s] B=0.1; //blade height[m] //Radial velocity at inlet Vr1=Q/(2*%pi*r1*B) //[m/s] //Inlet guide vane angle alpha1=acotd((r1*w/Vr1)+cotd(beta1)) printf("\nThe guide vane angle for non seperating flow condition at runner entrance = %.1f°.\n",alpha1)
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clc; printf("\n Example 4.2\n"); l=30;//Length of the tube d=150e-3;//Diameter of the tube P1=0.4e3;//Initial Pressure P2=0.13e3;//final Pressure //X=e/d, Relative roughness //Y=R/(rho*u^2) = 0.004 X=0.003; Y=0.005; v1=21.15e1; G_A=poly([0],'G_A'); f=(G_A^2*log(P1/P2))+((P2^2-P1^2)/(2*P1*v1))+(4*(Y*l/d)*G_A^2); A=roots(f); printf("\n The approximate flow rate = %.2f kg/m^2 s",A(1));
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clc; clear; vis=0.4;//Ns/(m^2) d=900;//kg/(m^3) D=0.02;//m Q=2.0*(10^-5);//(m^3)/s x1=0; x2=10;//m p1=200;//kPa x3=5;//m V=Q/(%pi*(D^2)/4);//m/s Re=d*V*D/vis; disp("Hence the flow is laminar.",Re,"a) Reynolds number =") pdiff=128*vis*(x2-x1)*Q/(%pi*(D^4)*1000); //for part b0 p1=p2; Q=%pi*(pdiff-(sw*l*sin(ang)))*(D^4)/(128*vis*l) ang=(asin(-128*vis*Q/(%pi*d*9.81*(D^4))))*180/%pi; //since sin(ang) doesn= not depend on pdiff, the the pressure is constant all along the pipe //hence for c) p3=p1;//kPa disp("kPa.",pdiff,"The pressure drop required if the pipe is horizontal=") disp("degrees.",ang,"b) The angle of the hill the pipe must be on if the oil is to flow at the same rate as a) but with (p1=p2) =") disp("kPa",p3,"c) For conditions of part b), the pressure at x3=5 m = ")
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example_3_2.sce
//Chapter 3 //Example 3.2 //page 88 //To claculate the capacitance to neutral and charging current of a three phase transmission line clear;clc; d=350; //distance between adjacent lines r=1.05/2; //radius of the conductor v=110e3; //line voltage; f=50; Deq=(d*d*2*d)^(1/3); //GMD or equivalent Cn=(0.0242/log10(Deq/r)); Xn=1/(2*%pi*f*Cn*10^(-6)); // Cn is in uF hence we add 10^6 while printing Ic=(v/sqrt(3))/Xn; printf("\nCapacitance to neutral is = %f uF/km\n\n",Cn); printf("Capacitive rectance of the line is = %f ohm/km to neutral\n\n",Xn); printf("Charging Current = %0.2f A/km\n\n",Ic);
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clear clc x0 = [39.8858212875252,0.1,0,0]; u0 = [-0.15625,1112.82]; //C=[1 0;0 1] A = [-0.05321913896678525,-7.309325638062395,-0,-0,-9.809999999999766,-0,-0,-0.1176174797773325,-0,-0,-0,-0;-0.01219893117742086,-1.718678333264892,0,0,-5.377762026288438e-08,0,0,0.972369652215591,0,0,0,0;0,0,-0.1173471007801458,0,0,0.2459520622449354,0.0979177134828252,0,-0.9841312554283186,0,0,0;0,0,0,0,0,-9.989611474825684e-15,0,0,1.000000000000024,0,0,0;0,0,0,0,0,0,0,1,0,0,0,0;0,0,0,0,0,-2.184236747451698e-21,1,0,2.186508207006984e-07,0,0,0;0,0,-11.9005831358691,0,0,0,-8.595915052137459,0,1.755761372351488,0,0,0;8.72055317654725e-15,-23.19570991744142,0,0,0,0,0,-2.990667436458215,0,0,0,0;0,0,4.188841114696014,0,0,0,-0.2644343119382115,0,-8.726332293961047,0,0,0;0.9999999999999761,0,0,0,-8.721067558838564e-06,0,0,0,0,0,0,0;0,0,0,39.88582128752424,0,0,0,0,0,0,0,0;-2.186508207006932e-07,-0,-0,-0,-39.88582128752424,-0,-0,-0,-0,-0,-0,-0]; A_lon = [-295.560744910425, -1545.45800952009, 0, -9.79067257150221; -0.341690129530101, -1.75231245122795, 1, 0; -85.9987076618936, -25.0079177937799, 0, 0; 0, 0, 1, 0]; B = [-0.5601131348246953,0.0009537451500853349;-0.1315801081873247,-2.399191085901589e-06;0,0;0,0;0,0;0,0;0,0;-16.49472705240279,-0;0,0;0,0;0,0;0,0]; B_lon = [-120.180539581675, 0.000954886316059032; -0.136623425884905, -2.01720474449102e-06; -17.7834082089102, 0; 0, 0]; C_lon = [1, 0, 0, 0; 0, 1, 0, 0; 0, 0, 1, 0; 0, 0, 0, 1]; D_lon = [0, 0, 7.20000000000000, 0]; k_place=ppol(A_lon,B_lon,x0); Acl=A_lon-B_lon*k_place cl_poles=spec(Acl) Kr=-1/(C_lon*inv(A_lon-B_lon*k_place)*B_lon);
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clc //Example 4.1 //calculate change in pot. energy per unit mass and total change in pot. energy g=9.81;//m/s^2 acc. due to gravity dh=23;//m change in height dpe=g*dh//m^2/s^2 change in pot energy per unit mass printf("change in pot. energy per unit mass is %f m^2/s^2\n",dpe); m=10;//kg dPE=m*dpe//kgm^2/s^2 or J change in pot. energy printf("The total change in potential energy is %f J",dPE);
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errcatch(-1,"stop");mode(2);//Example 2_23 ; ; //To calculate the possible order of spectra N=5.095*10^3 //units in lines per inch lemda=6000*10^-8 //units in cm m=(1/N)/lemda printf("The possible order of the spectra is %.0f",m) exit();
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// find frequency and peak-to-peak voltage // Electronic Principles // By Albert Malvino , David Bates // Seventh Edition // The McGraw-Hill Companies // Example 22-12, page 873 clear;clc; close; // Given data Vsat=13;// in volts R1=1*10^3;// resistance in ohms R2=100*10^3;// resistance in ohms R3=10*10^3;// resistance in ohms R4=100*10^3;// resistance in ohms C=10*10^-6;// capacitance in faraday // Calculations UTP=(R1/R2)*Vsat;// upper trip point in volts H=2*UTP;// hysteresis in volts Vout=H;// peak to peak voltage in volts f=R2/(4*R1*R3*C);// frequency in hertz disp("hertz",f,"Frequency=") disp("Volts",Vout,"output voltage=") // Result // Peak-to-peak output is 0.26 Volts // frequency is 250 Hertz
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function [t,x] = alpha_mixed_euler(f, x0, ti, tf, h, alpha) t=[ti:h:tf]; x=zeros(length(x0),length(t)); x(:,1)=x0; k=0 for tk=ti:h:tf-h k = k+1; // forward euler xf = step_feuler(f, x(:,k), tk, h); // backward euler xb = step_beuler(f, x(:,k), tk, h); // alpha blending x(:,k+1) = alpha*xf + (1-alpha)*xb; end endfunction
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//Problem 1.02: A mass of 5000 g is accelerated at 2 m/s2 by a force. Determine the force needed. //initializing the variables: M = 5; // in Kg a = 2; // in m/s2 //calculation: F = M*a printf("\n\nResult\n\n") printf("\nForce: %.0f Newton(N)\n",F)
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Example14_13.sce
// A Texbook on POWER SYSTEM ENGINEERING // A.Chakrabarti, M.L.Soni, P.V.Gupta, U.S.Bhatnagar // DHANPAT RAI & Co. // SECOND EDITION // PART II : TRANSMISSION AND DISTRIBUTION // CHAPTER 7: UNDERGROUND CABLES // EXAMPLE : 7.13 : // Page number 219 clear ; clc ; close ; // Clear the work space and console // Given data V = 11.0*10**3 // Line Voltage(V) f = 50.0 // Frequency(Hz) C_c = 3.7 // Measured capacitance(µF) // Calculations C_0 = 2*C_c // Capacitance(µF) I_ch = 2*%pi*f*C_0*V/3**0.5*10**-6 // Charging current per phase(A) // Results disp("PART II - EXAMPLE : 7.13 : SOLUTION :-") printf("\nCharging current drawn by a cable = %.2f A", I_ch)
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FOSSEE/Scilab-TBC-Uploads
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// (PG 607) A = [1 2 3;2 3 4;3 4 5] lam = spec(A)' lam1 = lam(1,3) lam2 = lam(1,1) lam3 = lam(1,2) // Theoretical ratio of convergence lam2/lam1 b = 0.5*(lam2+lam3) B = A-b*eye(3,3) // Eigen values of A-bI are: lamb = spec(B)' lamb1 = lamb(1,3) lamb2 = lamb(1,2) lamb3 = lamb(1,1) // Ratio of convergence for the power method applied to A-bI will be: lamb2/lamb1 // This is less than half the magnitude of the original ratio.
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/sci/Golfball_v10.sci
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philippematthieu/GolfBall
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fe75825b89187dc68e78fe8d60c1a9f5596db075
refs/heads/master
2021-07-25T22:54:22.866727
2020-12-16T10:06:40
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sci
Golfball_v10.sci
// Copyright (C) 2016 - Corporation - Author // // About your license if you have any // // Date of creation: 16 juin 2016 // //SCI2C: DEFAULT_PRECISION= DOUBLE // // ReadWave : FFT_Mat.sce // function Sac = GetSac() Type = ['D' ;'W5' ;'H3' ;'5' ;'6' ;'7' ;'8' ;'9' ;'PW' ;'AW' ;'SW' ;'LW' ;'PU' ]; Loft = [11 ;18 ;18 ;23 ;26 ;30 ;34.5 ;39 ;44 ;52 ;54 ;60 ;3 ]; Poids = [0.300 ;0.250 ;0.250 ;0.200 ;0.200 ;0.200 ;0.200 ;0.200 ;0.200 ;0.200 ;0.200 ;0.200 ;0.300 ]; ecoeff = [.83 ;0.78 ;0.76 ;0.87 ; 0.84 ;0.73 ;0.7 ;0.6 ;0.78 ;0.68 ;0.68 ;.4 ;0.68 ]; // Smash Factor mais plus conplexe (voir formule qui prend en compte m M et miss ) Augmentation = Vitesse Ball plus mportante coeffSpin = [180 ;280.6435 ;250.000 ;300.0000 ;240 ;650 ;300.7425 ;400.99 ;501.2375 ;441.089 ;452.51722 ;500 ;501.2375 ]; // Capacite du club a addherer et fournir du backspin. dependant des marques de clubs. diminution = moins haut et un choui moins loin coeffSpinLift = [500 ;500 ;500 ;420 ;420 ;400 ;420 ;308 ;308 ;308 ;308 ;308 ;308] // Capacite du club a addherer et fournir du liftspin. dependant des marques de clubs. diminu = moins latérale Cl1 = [0.64 ;0.65 ;0.54 ;0.54 ;0.83 ;0.52 ;0.53 ;0.53 ;0.52 ;0.52 ;0.51 ;0.51 ;0]; // coefficent de proportionnalite ,diminu = moins haut et moins Cm = [4.3e-2 ;2.8e-2 ; 2.6e-2 ;1.8e-2 ; 1.6e-2 ;1.1e-2 ;1.1e-2 ;0.9e-2 ;0.62e-2 ;0.5e-2 ;0.45e-2 ;0.4e-2 ;0.0e-2 ]; // coefficent de proportionnalite ,diminu = moins haut et moins Sac = struct('Type', Type, 'Loft' ,Loft ,'Poids',Poids, 'ecoeff',ecoeff,'coeffSpin',coeffSpin,'Cm',Cm,'Cl1',Cl1,'coeffSpinLift',coeffSpinLift); endfunction function [t,VOL,Res] = Golfball(Tfin, V0Club, Club, alphaClubPath,gamaFacePath,ShafLeanImp,GraphOn) // [t,x]=ode45(@flightg,[t0,tfin],[0,V0x,0,V0y,0,V0z], [W_I, W_J, W_K]); // Doc de depart "Golf Ball Flight Dynamics Brett Burglund Ryan Street" // et Vol de la balle ""The physics of golf: The optimum loft of a driver A. Raymond Penner"" // Tfin=18.3, V0Club=151, Club='D', alphaClubPath=-4,gamaFacePath=2 // W_i ; Effet Magnus sur Axe X, impossible avec la frappe en direction X // W_j Slice > 0 / Hook < 0; Effet MAgnus sur Axe Y // W_k BackSpin > 0 / TopSpin < 0 ==> effet Magnus sur Axe Z // [50, 19, 0] ==> Fade // je rentre V0 en kilometre / h, alphaClubPath et gamaFacePath en degré // ball : 0.04593 grams et diametre 0.04267 m, rayon 0.021335 // r = 1.225 kg/m^3 air density // Rho Air = 1.292*273.15/(273.15+ Temperature) // formule de la résistance de l''air en fonction de la vitesse² // R =1/2 . p . Cd . S . V^2 // R = résistance de l''air // p = masse volumique de l''air // S = Air de la section droite perpendiculaire au mouvement (m²) // Cd = le coefficient de résistance aérodynamique // Fd(x) = 0.5 * Cd * p * A * sqrt(V(x)^2+V(y)^2+V(z)^2) * Vhat(x)) // vhat est le vecteur unitaire de la vitesse dans les 3 dimensions. // V0Ballbfnms = V0Clubms * cos(thetaLoft)*(1+e)/(1+m/M) ; // Conversion Vitesse Club en vitesse balle // V0Ballbfpms = -V0Clubms * sin(thetaLoft)/(1+m/M + 5/2); // Conversion Vitesse Club en vitesse balle // V0Ballms = sqrt(V0Ballbfnms^2 + V0Ballbfpms^2)* (1 - 0.3556*miss); // LaunchAngle = thetaLoft + atan(V0Ballbfpms/V0Ballbfnms); // LaunchAngledeg = LaunchAngle*180/%pi; // en radian // here miss is the amount (in cm) by which the sweet spot is missed // e = The Coefficient of Restitution (COR), // e=0.78 pour les club // e=0.83 pour les Drives // m = Mass of the ball (typically 46 grams or 1.62 ounces). // M = Mass of the clubhead (typically 200 grams or 7 ounces for driver) // D = 0.043 m // A 10% increase in clubhead speed with no change in clubhead weight increases ball velocity 10%. // A 10% increase in clubhead weight with no change in clubhead speed increases ball velocity only 1.7%. // // Coefficient Magnus en kg/rad // 1 rad/sec? The answer is 9.54929659643 RPM // spin rate in rpm // ou approximation Spin = Coef * V0 * sin(thetaLoft) // on considerera que la décélération de W est negligeable sur le temps de vol. // On recalculera le spin au contact du sol. // // nombre de Reynolds pour un golfeur professionnel 220000, (src // http://press.princeton.edu/chapters/s6-6_10592.pdf) // CM = 1/(2 + (v/R*sin)) // CD = C + (1/(A + (B *v/R*? *sin(pi/2))^5/2))^2/5 // Re = rho*UD/µ = VitesseBalle*Diametre/1.5e-5 // µ = 1.5x10^-6 m^2/s // G. Palmer, "Physics for game programmers," Apress, 2005. donne ls CL = r.w.sin(alpha))/V (w en rad/s, V en m/s, alpha angle en tre w et V = pi/2) // V= C*(1-Femise/Fpercue)/cos(theta) // theta = angle de propagation // // Nombre d'alveoles moyen est de 432 // //////////////////////////////////////////////// // Trace cumulée de coups // somme des coups xx = [x9+ones(size(x9,1),1)*xd($,:)]; xx = [xd; xx]; // [t,xd] = Golfball(18.3,141,'D',-0,-2,0,0); [t,x7] = Golfball(18.3,121,'7',-4,1,0,0);[t,xlw] = Golfball(18.3,50.9,'LW',3,-1,0,0); [t,xp] = Golfball(18.3,10.9,'PU',0,0,0,0); // figure; xx = [xp+ones(size(xp,1),1)*xlw($,:)]; xx = [xlw; xx]; xx = [xx+ones(size(xx,1),1)*x7($,:)]; xx = [x7; xx]; xx = [xx+ones(size(xx,1),1)*xd($,:)]; xx = [xd; xx]; // param3d(VOL(:,1),VOL(:,5),VOL(:,3),'foreground',23); e=gce(); e.foreground = color('red'); e.mark_style = 0; e.thickness = 2; a = gca(); a.data_bounds =[ 0 , 500 ,-70, 70 , 0, 70]; // // /////////////////////////////////////////////////////////////////////////// // Rebond de la balle de golf sur le green / Fairway // The run of a golf ball A. Raymond Penner // ImpactAngle = tan−1(|vix/viy|); // prendre vix = sqrt(vx^2+vz^2)) // ThetaRebond = 15.4*(|vi|/18.6)*(ImpactAngle/44.4); // en m/s et degre // |vixprime| = vix * cos(ThetaRebond) − |viy| * sin(ThetaRebond) // |viyprime|= vix * sin(ThetaRebond) + |viy| * cos(ThetaRebond) // eball = 0.510 − 0.0375 * |viyprime| + 0.000903 * |viyprime|^2; // si |viyprime| < 20 m/s // eball = 0.120; // si |viyprime| >= 20 m/s // muFriction = 0.40; // mu limite, mu < muc alors la balle va glisser, si mu > muc alors la balle va rouler sur la collision // pour un green plus ferme, on peut prendre un mu inférieur, par exemple 0.25 sur les tournoie pro? // il faut alors aussi ajuster muFrictionCritic // muFrictionCritic = 2*(|vixprime| + r*|wi|) / (7*(1+e)*|viyprime|) // // // Vitesse apres rebond glisse mu < muc // vrxprime = vixprime − muFriction * |viyprime| *(1 + eball) // vryprime = eball * |viyprime| // ωr = ωi − (5*muFriction * 2r) * |viyprime| * (1 + eball) // // Vitesse apres rebond roule mu > muc // vrxprime = (5/7)*vixprime - (2/7)*r*wi // vryprime = eball * |viyprime| // wr = -vrxprime/r // // vrx = vrxprime * cos(ThetaRebond) − vryprime * sin(ThetaRebond) // vry = vrxprime * sin(ThetaRebond) + vryprime * cos(ThetaRebond) // // /////////////////////////////////////////////////////////////////////////// // Le roulement est admis si le rebond est inferieur a 10mm // alors la deceleration est donnee par // rhog = 0.131; // a_green = -(5/7)*rhog*g; // ou rhog = 0.131 coeff de frottement pour le green et plus grand pour le fairway [0.065 0.196] // F = m * vxz - m*a_green // /////////////////////////////////////////////////////////////////////////// // Bibliographie : // Flight : GOLF BALL AERODYNAMICS P W BEARMAN & J K HARVEY (1976) Imperial College Of Science and Technolgy, Journal of The AERONAUTICAL QUARTERLY V27-Issue 112-P 122 // Fligth : The physics of golf: The optimum loft of a driverA. Raymond Penner // impact of the clubhead of a driver : The physics of golf: The convex face of a driver A. Raymond Penner // Putting : The physics of putting. Canadian Journal of Physics, 80 :83–96, 2002. A.R. Penner. // Rolling : The run of a golf ball. A. Raymond Penner // Rebond : Golf Ball Landing, Bounce and Roll on Turf. Woo-Jin Roha, Chong-Won Leeb* // Notion de force de traînée – exercices corrigés (Daniel Huilier) LICENCE L3S5 2011-2011 Mécanique des Fluides TD –trainee-Corrigé Dany Huilier – début novembre 2010 // Physics for Game Programmers. GRANT PALMER // Concours Centrale / SupElec 2012 : Physique du golf // Golf Ball Flight Dynamics Brett Burglund Ryan Street 5-13-2011 1 //% %%%%%%%%%%%%%%%%%%%%%%%%%%% // Caractéristique des clubs // ClubTypeNumber = [ 1; 2; 3; 4; 5; 6; 7; 8; 9 ; 10 ; 11 ; 12; 13;14 ; 15; 16 ; 17; 18; 19; 20; 21]; // Type = ['D'; 'W3'; 'W4'; 'W5'; 'H2'; 'H3'; 'H4'; 'H5';'3' ; '4' ; '5' ;'6'; '7';'8'; '9'; 'PW'; 'AW'; 'SW1'; 'SW2';'LW' ;'PU' ]; // Fer Callaway XR, Drive et bois JPX 2013, balle insis soft // // dPhi = Phi(Fd1) - Phi(Fd2) = 2*%pi*sin(alpha)*D*Ftx/C // // Ke = (1 + Sac.ecoeff(Sac.Type == '7'))/(1+m/Sac.Poids(Sac.Type == '7')); // Kp = 1/(1+m/Sac.Poids(Sac.Type == '7') + 5/2); Sac = GetSac(); TabBallSpeed = [223.7 ; 205 ; 197.9 ; 180.3 ; 175.4 ; 167.4 ; 160.9 ; 149.7 ; 138.4 ; 111 ; 108.7 ; 104 ; 10]*1000/3600; // en m/s TabBallSpin = [2628 ; 4501 ; 4693 ; 5081 ; 5943 ; 6699 ; 7494 ; 7589 ; 8403 ; 9300 ; 9600 ; 9300 ; 1]/9.54929659643; // transforme en rad / s //% %%%%%%%%%%%%%%%%%%%%%%%%% // thetaLoft = (Sac.Loft(Sac.Type == Club) + ShafLeanImp)*%pi/180; // et transformation en radian alphaClubPath = alphaClubPath*%pi/180; // en radian gamaFacePath = gamaFacePath*%pi/180; // en radian m = 0.04545; // Mass de la balle en kg diam = 0.043; // Diametre Balle M = Sac.Poids(Sac.Type == Club); // masse de la tete de club en kg e = Sac.ecoeff(Sac.Type == Club); // Coefficient de restitution Club / Balle V0Clubms = V0Club * 1000 / 3600; ; // conversion en m/s // e = 0.86 - 0.0029 * V0Clubms * cos(thetaLoft); miss = 0; // Point d''impact sur le club en cm T = 20 + 273.15; rho_air = 1.292*273.15/T; // kg/m^3 air density A = %pi*(diam/2)^2; // Section en m^2 %pi*d^2 //% %%%%%%%%%%%%%%%%%%%%%%%% // Inertia = (2/5)*m*(diam/2)^2; V0Ballbfnms = V0Clubms * cos(thetaLoft)*(1+e)/(1+m/M) ; // Vitesse longitudinale dans le referentiel de decollage après impact (ref: The physics of golf: The optimum loft of a driverA. Raymond Penner) V0Ballbfpms = -V0Clubms * sin(thetaLoft)/(1+m/M + 5/2); // Vitesse perpendiculaire dans le referentiel de decollage après impact V0Ballms = sqrt(V0Ballbfnms^2 + V0Ballbfpms^2)* (1 - 0.3556*miss); // Vitesse de decollage de la balle // Ke = (1 + e)/(1+m/M); // Kp = 1/(1+m/M + 5/2); Psi = thetaLoft + atan((V0Ballbfpms/V0Ballbfnms)); // angle de decollage de la balle LaunchAngle = Psi; LaunchAngledeg = LaunchAngle*180/%pi; // en radian V0Ballkmh = V0Ballms * 3600/1000; V0initms = zeros(1,6); // en m/s V0Facems = zeros(1,6); // en m/s //% %%%%%%%%%%%%%%%%%%%%%%%%% // Vecteur Vitesse initiale de la balle sur les 3 Axes V0initms(2) = V0Ballms*cos(LaunchAngle)*cos(0); // Vx : vitesse sur la longueur V0initms(4) = V0Ballms*sin(LaunchAngle); // Vy : vitesse de la hauteur V0initms(6) = -V0Ballms*cos(LaunchAngle)*sin(0); // Vz : vitesse latérale V0initms(3) = 0;// hauteur initiale //% %%%%%%%%%%%%%%%%%%%%%%%%%%%%%% // reecriture de Vinitms pour prendre en compte l'angle club path pour dessiner le vecteur correspondant. // Le club path ne doit pas influencer sur le modèle. C'est une rotation du plan de tir. // je modélise et calcule sans club path pour ne pas intégrer cet angle, // puis applique l'angle pour réaliser une rotation du referentiel V0initmsPlot(2) = V0Ballms*cos(LaunchAngle)*cos(alphaClubPath);// Vx : V0initmsPlot(4) = V0Ballms*sin(LaunchAngle); // Vy : V0initmsPlot(6) = -V0Ballms*cos(LaunchAngle)*sin(alphaClubPath);// Vz : alpha Chemin de club non vers la cible !! //% %%%%%%%%%%%%%%%%%%%%%%%%% // Vecteur représentant la face de Club à dessiner V0Facems(2) = V0Clubms*cos(-alphaClubPath - gamaFacePath);// Vx en radian de thetaLoft V0Facems(4) = 0; // Vy de la face de club, a zero sur la hauteur, on vera pour l''intégration du attaque angle V0Facems(6) = V0Clubms*sin(-alphaClubPath - gamaFacePath);// Vz alpha Chemin de club non vers la cible !! //% %%%%%%%%%%%%%%%%%%%%%%%% // Calcul des SPIN SpinX = 0;//V0initms(6) * Sac.coeffSpinLift(Type == Club) * sin(gamaFacePath);// Le SPIN sur l'axe X n'est pas une composante dans l'axe du chemin de club. Le spin est appliqué sur le plan du sol SpinY = V0initms(4) * sin(gamaFacePath)* Sac.coeffSpinLift(Sac.Type == Club) ;// SideSpin SpinZ = V0initms(2) * sin(thetaLoft) * Sac.coeffSpin(Sac.Type == Club);// BackSpin //% %%%%%%%%%%%%%%%%%%%%%%%%% // vecteur Spin W(1) = SpinX; // W_I W(2) = SpinY; // W_J dans l''axe de la face de de club W(3) = SpinZ; // W_K dans l''axe du chemin de club W= W/9.54929659643; // rpm en rad/s //% %%%%%%%%%%%%%%%%%%%%%%%%% // Lancement de ODE et calcul du vol //Init0 = [V0initms, W',Sac.Cm(Type == Club)]'; Init0 = [V0initms, W',Sac.Cl1(Sac.Type == Club), m, diam]'; T0 = 0; T=[]; t=[]; X = []; YE = []; RD = []; for ii = 1:3 // je ne considère que 3 rebonds [Pos, rd] = ode('roots',Init0, T0, 0:0.1:Tfin, flightg, 1, events); RD = [RD;rd]; //%%%%%%%%%%%%%%%%%%%%%%%%%%%% // resolution de l'angle des rebonds. /// vi = sqrt(Pos(2,$)^2+Pos(6,$)^2); // calcul de la norme de la dernière vitesseplane avant Impact sol du rebond viy = Pos(4,$); ImpactAngle = atan(abs(vi/viy)); // prendre vi = sqrt(vx^2+vz^2)) ThetaRebond = 0.2687807 * sqrt(vi^2+viy^2)/18.6*(ImpactAngle/0.7749262 ); // en m/s et degre vixprime = vi * cos(ThetaRebond) - abs(viy) * sin(ThetaRebond); viyprime = vi * sin(ThetaRebond) + abs(viy) * cos(ThetaRebond); if abs(viyprime) < 20 , eball = 0.510 - 0.0375 * abs(viyprime) + 0.000903 * abs(viyprime)^2; else eball = 0.120; end; muFriction = 0.40; muFrictionCritic = 2 * (vixprime + (diam/2) * Pos(9,$)) / (7*(1+eball) * abs(viyprime)); if (muFriction < muFrictionCritic), vrxprime = vixprime - muFriction * abs(viyprime) *(1 + eball); vryprime = eball * abs(viyprime); Wr = Pos(9,$) - (5 * muFriction * 2 * (diam/2)) * abs(viyprime) * (1 + eball); // (backspin) else vrxprime = (5/7) * vixprime - (2/7) * (diam/2) * Pos(9,$); vryprime = eball * abs(viyprime); Wr = -vrxprime / (diam/2); end vr = vrxprime * cos(ThetaRebond) - vryprime * sin(ThetaRebond); vry = vrxprime * sin(ThetaRebond) + vryprime * cos(ThetaRebond); vrx = vr / vi * Pos(2,$); vrz = vr / vi * Pos(6,$); ///////////////////////// fin resolution rebond ////////////////////// // // positionnement des nouvelles conditions initiales Pos(3,$) = AltiSol(Pos(1,$),Pos(5,$)); // y hauteur mini est à zero. Pos(2,$) = vrx; // vitesse de X doit diminuer en fonction du sol Pos(4,$) = vry; // A chaque rebond sur le sol,la vitesse Y change de sens (calcule dans la resolution du rebond), Pos(6,$) = vrz; // vitesse de Z doit diminuer en fonction du sol Pos(7,$) = 0; // nouveau spin à 0 pour le moment, mais à recalculer selon le modèle de terrain Pos(8,$) = 0; // je considère que le spin Wrx est nul... plus de lift donc. Pos(9,$) = Wr; // diminution du spin en vol....negligeable Pos(10,$) = Sac.Cm(Sac.Type == Club); // diminution du Cm en vol....negligeable, Mais il faudrait avoir un meilleur model car le Cm doit varier, puisque la vitesse varie !!! Init0 = Pos(:,$); YE = [YE ,Pos]; // cumule des points if ii == 1, Xchute = Pos(1,$)*cos(alphaClubPath) + Pos(5,$)*sin(alphaClubPath); Zchute = -Pos(1,$)*sin(alphaClubPath) + cos(alphaClubPath)*Pos(5,$); VerticalLand = ImpactAngle*180/%pi; end; // on recupere la distance du premier point d'impact t = [t,rd(1)]; // On cumule le temps de vole de chaque rebond end; //%%%%%%%%%%%%%%%%%%%%%%%%%%%% //modélisation du roulage Pos(3,$) = AltiSol(Pos(1,$),Pos(5,$)); // y hauteur mini est à zero. Pos(4,$) = 0; // vitesse Y = 0 Init0 = Pos(:,$); T0 = 0; T=[]; [Pos, rd] = ode('roots',Init0, T0, 0:0.1:Tfin, rolling, 1, events2); // Nouveau calcul de modelisation du roulage sur green RD = [RD;rd]; YE = [YE ,Pos]; t = [t,rd(1)]; X = YE'; // changement de référenciel straight vers la prise en compte du chemin de club tourné par rapport à la cible ! // En effet le chemin de club donne la direction initiale de la balle // mais n'influence pas sur le vol de celle-ci, comme le spin gere par le loft ou l'angle d'attaque du club. // On calcul donc le vol de la balle dans un repère ou seuls les SPIN impacts la trajectoire, // puis on reaslie un rotation d'angle alphaClubPath pour obtenir la trajectoire definitive par rapport au chemin de club XX = X(:,1:2)*cos(alphaClubPath) + X(:,5:6)*sin(alphaClubPath); ZZ = -X(:,1:2)*sin(alphaClubPath) + X(:,5:6)*cos(alphaClubPath); YY = X(:,3:4); WW = X(:,7:9); VOL = [XX,YY,ZZ,WW]; ZmaxMin = max(abs(min(X(:,5))) ,abs(max(X(:,5)))); ;// calclu les min max du terrain vert Ymax = max(YY(:,1)); //% %%%%%%%%%%%%%%%%%%%%%%%%% // Affichage des arcs de distance if (GraphOn == 1) then hf = figure('position', [-8 -8 1366 618]);drawlater(); hf.background = 13; surf([-50 300],[-40-ZmaxMin 40+ZmaxMin],zeros([0 300]'*[-40-ZmaxMin 40+ZmaxMin]),'color_flag',0); // affichage du sol h=gce();h.color_flag = 0; h.color_mode = 13; t0=[0.45*%pi:0.03:.55*%pi];// Cercle de lignes de distance for ii=0:20:250; param3d(ii*sin(t0),ii*cos(t0),zeros(cos(t0)), 177,63,'Long@Large@Haut@Large',[0,0],[ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 50]); e = gce(); e.foreground = color('red'); xstring(ii*sin(t0($)),ii*cos(t0($)),string(ii)); xstring(ii*sin(t0(1)),ii*cos(t0(1)),string(ii)); param3d([ii*sin(t0(1)) ii*sin(t0(1))],[-40-ZmaxMin -40-ZmaxMin],[-10 25], 177,63,'Long@Large@Haut@Large',[0,0],[ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 50]); // e = gce(); e.foreground = color('brown');e.thickness = 3;e.mark_style = 0;e.mark_size = 30;e.mark_foreground = color('green');e.foreground = color('brown'); param3d([ii*sin(t0(1)) ii*sin(t0(1))],[40+ZmaxMin 40+ZmaxMin],[-10 25], 177,63,'Long@Large@Haut@Large',[0,0],[ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 20]); // Arbres e = gce(); e.foreground = color('brown');e.thickness = 3;e.mark_style = 0;e.mark_size = 30;e.mark_foreground = color('green');e.foreground = color('brown'); end; //% %%%%%%%%%%%%%%%%%%%%%%%%% // Affichage des arbres et air de jeux param3d([0 250],[0 0],[0 0], 177,63,'Long@Large@Haut@Large',[0,0],[ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 50]); // Ligne sur sol e = gce(); e.foreground = color('red'); a = gca(); a.background = color('green');a.box="back_half"; a.data_bounds = [ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 40]; param3d([200 200],[0 0],[0 2], 177,63,'Long@Large@Haut@Large',[0,0],[ 0 , 200 ,-40-ZmaxMin, 40+ZmaxMin , 0, 50]); // Drapeau e = gce(); e.foreground = color('yellow');e.thickness = 3;e.mark_style = 12; data_bounds = [ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 40]; a.data_bounds = data_bounds; a.box = 'off'; // x=-0:1:250 ;y=100-x ; // deff('z=f(x,y)','z= ((x^4-y^4)/1e7)'); // deff('z=f(x,y)','z= 0.3*atan(y) + 0.05*(x + y)'); // fplot3d(x,y,AltiSol); // //% %%%%%%%%%%%%%%%%%%%%%%%%% // subplot(10,1,10); // v = format();format(5); // xstring(0,0,['alphaClub: ' + string(alphaClubPath*180/%pi) + '°' + ... // ' | Face: ' + string(gamaFacePath*180/%pi) + '°' + ... // ' | Club: ' + Club + ... // ' | VClub: ' + string(V0Club) + ' km/h' + ... // ' | VBall: ' + string(V0Ballkmh) + ' km/h' + ... // ' | ShafLeanImp: ' + string(ShafLeanImp) + '°' + ... // ' | BackSpin: ' + string(SpinZ) + ' rpm,' +... // ' | Lift: ' + string(SpinY) + ' rpm,' ; ... // ' | Pt Chute (m): ' + string([Xchute]) + ' m - ' + string([Zchute]) + ' m' + ... // ' | Dist (m): ' + string([XX($,1)]) + ' m - ' + string([ZZ($,1)]) + ' m' +... // ' | Max Height: ' + string(Ymax) + ' m' +... // ' | Vertical Launch: ' + string(LaunchAngledeg) + '°' +... // ' | Vertical Land: ' + string(VerticalLand) + '°' +... // ' | Temps: ' + string(sum(t)) + ' s' ]);//,' Temps:', string(sum(t))] // drawnow();format(v(2)); subplot(1,1,1); comet3d2(XX(:,1),ZZ(:,1),YY(:,1),'colors',color('blue')); // Trace du vol; Remplace la boucle for precedante. //% %%%%%%%%%%%%%%%%%%%%%%%%% a.data_bounds = [ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 40]; drawlater(); param3d(XX(:,1),ZZ(:,1),zeros(X(:,3)), 177,63,'Long@Large@Haut@Large',[0,0],[ 0 , 250 ,-40-ZmaxMin, 40+ZmaxMin , 0, 50]); // ombre Ligne sur sol du vol v = format();format(6); // affichage des distances au point de chute xstring(XX($,1),ZZ($,1),[string(Xchute), string(Zchute);string(XX($,1)), string(ZZ($,1));' ', ' ']); format(v(2)); subplot(3,2,1); a = gca(); a.background = 1; plot(V0initms(1:2)',V0initms(3:4)','->r'); set(gca(),"grid",[5 7]); plot(V0Facems(1:2)',V0Facems(3:4)','->.g'); set(gca(),"grid",[5 7]); plot(XX(:,1),X(:,3)); set(gca(),"grid",[5 7]); //grid on; v = format(); xlabel(['Long (m)']) ; ylabel('Haut (m)') ; subplot(3,2,2); a = gca(); a.background = 1; plot(V0initmsPlot(1:2)',V0initmsPlot(5:6)','->r'); set(gca(),"grid",[5 7]); plot(XX(:,1),ZZ(:,1)); set(gca(),"grid",[5 7]); plot(V0Facems(1:2)',V0Facems(5:6)','->g'); set(gca(),"grid",[5 7]); xlabel('Long (m)'); ylabel('large (m)'); v = format();format(6); subplot(10,10,31); xstring(0,0,['alphaClub' ; string(alphaClubPath*180/%pi) + '°']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; subplot(10,10,41); xstring(0,0,[ 'Face:' ; string(gamaFacePath*180/%pi) + '°']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; subplot(10,10,51); xstring(0,0,[ 'VClub' ; string(V0Club) + ' km/h' ]);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; subplot(10,10,61); xstring(0,0,['VBall' ; string(V0Ballkmh) + ' km/h']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; subplot(10,10,71); format(v(2)); xstring(0,0,['ShafLeanImp' ; string(ShafLeanImp) + '°']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; subplot(10,10,81); xstring(0,0,['BackSpin' ; string(SpinZ) + ' rpm']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; subplot(10,10,91); xstring(0,0,['Lift' ; string(SpinY) + ' rpm']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); subplot(10,10,40); xstring(0,0,['Pt Chute' ; string([Xchute]) + ' m - ' + string([Zchute]) + ' m']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); subplot(10,10,50); xstring(0,0,['Dist' ; string([XX($,1)]) + ' m - ' + string([ZZ($,1)]) + ' m']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); subplot(10,10,60); xstring(0,0,['Max Height' ; string(Ymax) + ' m']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); subplot(10,10,70); xstring(0,0,['Vertical Launch' ; string(LaunchAngledeg) + '°']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); subplot(10,10,80); xstring(0,0,['Vertical Land' ; string(VerticalLand) + '°']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); subplot(10,10,90); xstring(0,0,['Temps' ; string(t(1)) + ' ' + string(sum(t(2:$))) + 's']);//,' Temps:', string(sum(t))] a=gce(); a.alignment = "center"; a.font_size = 2; format(v(2)); drawnow(); else v = format();format(6); disp(['Club:',Club,' , VClub:', string(V0Club), 'km/h',' VBall:', string(V0Ballkmh),'km/h', 'ShafLeanImp: ',string(ShafLeanImp),',°, alphaClub: ', string(alphaClubPath*180/%pi),'° ,','Face:',string(gamaFacePath*180/%pi),'° ,',' backSpin:',string(SpinZ),'rpm,',' Lift:',string(SpinY),'rpm ,',' Pt Chute (m):', string([Xchute, Zchute]),', Dist (m):', string([XX($,1) , ZZ($,1)]),' Max Height:', string(Ymax),'m',' Vertical Launch:', string(LaunchAngledeg),' Vertical Land:', string(VerticalLand),' Temps:', string(t(1)) + 's ' + string(sum(t(2:$))) + 's ' + string(sum(t)) + 's']); end; // GraphOn format(v(2)); Res = [V0Club,V0Ballkmh, alphaClubPath*180/%pi,gamaFacePath*180/%pi,SpinZ,SpinY,Xchute, Zchute,XX($,1) , ZZ($,1),Ymax,LaunchAngledeg,VerticalLand,sum(t)]; format(10); endfunction //% %%%%%%%%%%%%%%%%%%%%%%%%% //// //// Fonction de calcul de l'altitude du sol au point Longueur, largeur ( x(1), x(5) )//////////// function [Altitude] = AltiSol(Longueur,largeur) if (Longueur < 30) then Altitude = -0; else Altitude = 0;//-0.3*atan(y) + 0.05*(x + y);//(Longueur^4-(largeur)^4)/1e7; end; endfunction function [vAltitude] = dAltiSol(vLongueur,vlargeur) if (vLongueur < 30) then vAltitude = -0; else vAltitude = 0;//4*(vLongueur^3-(vlargeur)^3)/1e7; end; endfunction //// //////////////////////////// function [value] = events(t,x) // il faut ajouter la detection de vitesse dx/dt, dy/dt ou dz/dt à zero. // soit x(2), x(4) ou x(6) à zero ou inférieur à un seuil de frottement. if (x(3) < AltiSol(x(1),x(5))) then value = 0 ;// pour Y il vaut mieux des valeurs < 0 else value = x(3) ; // pour Y il vaut mieux des valeurs < 0 end; endfunction // /////////////////////////////////// function Cm = getCm(Vm,Wm,v10) diam = 0.043; // Diametre Balle // Smits and Smith (1994) determined // Vm // Wm // v10 = CM //Cm = Vm/(5*Wm); Cm = v10; // calcul avec sac.Cm Cm = v(10) * ((diam/2) * abs(Wm / Vm)^0.4); // calcul avec sac.Cl1 endfunction //////////////////////////////// function vprime=flightg(t,v) // Fonction xprime // Constantes m = v(11);//0.04545; ;// en kg T = 20 + 273.15; rho_air = 1.292*273.15/T; // kg/m^3 air density diam = v(12);//0.043; // Diametre Balle A = %pi*(diam/2)^2; // Section en m^2 %pi*r^2 Vm = sqrt(v(2)^2+v(4)^2+v(6)^2); // U Wm = sqrt(v(7)^2+v(8)^2+v(9)^2); // nu en rad/s // %pi * Nrpm * diam / 60; // Vp = %pi * 9.549296596425383 * Wm * diam / 60; // Peripheral velocity // Vp/Vm; //% %%%%%%%%%%%%%% // Drag de l''AIR en vitesse vectorielle // Calcul du CD et REynolds Re = Vm*diam / 1.5e-5; // C_d = cd0+cdspin*spin/1000;// ou cd0 = 0.3008; cdspin = 0.0292 C_d = 0.36 + 24/Re + 6/(1+sqrt(Re)); // relation de White pour une balle de golf //% %%%%%%%%%%%%%% D =.5 * C_d * rho_air * A * Vm ^2; //résistance de l''air en fonction de la vitesse // force attractive G g = 9.81; ;// m/s^2 //% %%%%%%%%%%%%%% // Magnus, en general, CL tourne autour de 0.14-0.19 // Pour une sphere on a Cm = (diam/2)*Vp/Vm selon G. Palmer, "Physics for game programmers," Apress, 2005 // SpinRateParam = (diam/2)*Vp/Vm; // Vp vitesse autour periférique en m/s, Vm la vitesse de la balle dans le fluide en m/s. // Cl = abs(Cl1*SpinRateParam^0.4);// Smits and Smiths ""A new aerodynamic model of a golf ball in flight 1994" // ou Cl1 = 0.54 pour un drive et 0.51 +-0.02 pour un fer 7 // SRD = (dWm/dt*r^2/Vm^2) ; // SpinRateDecay // diminussion du CM implique moins de drag vers le haut ==> moins loin // Cl = -0.05 + sqrt(0.0025 + 0.36* abs((diam/2) *(Vp) / Vm));// CL selon G. Palmer, "Physics for game programmers," Apress, 2005, issu de Lieberman // M est le Lift Force //M = 0.5 * rho_air * v(10) * A/m; //M = 0.5 * rho_air * Cl * A / m; //M = 0.5 * rho_air * A * (diam/2)/ m; // issus "L'effet Magnus" par Gilbert Gastebois qui simplifie M = 0.5*%pi*R^3*rho* wxv //M = 0.5 * rho_air * A * getCm(Vm,Wm,v(10)); // expérimentalement, j'ai BallSpin / BallSpeed correcte, mais le calcul du Cm ne correspond pas a la realiste. M = 0.5 * rho_air * A * (diam/2)* getCm(Vm,Wm,v(10)) * Vm; // expérimentalement, j'ai BallSpin / BallSpeed correcte, mais le calcul du Cm ne correspond pas a la realiste!!!. W_I = v(7); // z spin rad/s W_J = v(8); // x spin rad/s W_K = v(9); // y spin (BackSpin) rad/s Fdx = -(D)*v(2) / Vm; // Drag Force sur Longueur Fdy = -(D)*v(4) / Vm; // Drag Force sur Hauteur Fdz = -(D)*v(6) / Vm; // Drag Force sur largeur // M = 0.5 * rho_air * A * ((diam/2)* (Cl1 * (diam/2 * abs(Wm / Vm))^0.4) * Vm Fmx = (M)*(W_J*v(6)-W_K*v(4)); // Magnus Force sur Longueur Fmy = (M)*(W_K*v(2)-W_I*v(6)); // Magnus Force sur Hauteur Fmz = (M)*(W_I*v(4)-W_J*v(2)); // Magnus Force sur largeur //vprime=zeros(10,1); vprime(1) = v(2); // vprime(2) = (Fdx + Fmx)/m;// acceleration sur la longueur vprime(3) = v(4); // y vprime(4) = -g+(Fdy + Fmy)/m;// Vy = integral(Accely), acceleration sur la hauteur vprime(5) = v(6); // z = integral(Vz) vprime(6) = (Fdz + Fmz)/m;// acceleratin du deplacement lateral vprime(7) = 0; // calcul de la diminution du Spin deceleration, considere comme nul vprime(8) = 0; // calcul de la diminution du Spin deceleration, considere comme nul vprime(9) = -0; // calcul de la diminution du Spin deceleration, considere comme nul vprime(10) = 0; // vprime(11) = 0; // vprime(12) = 0; // endfunction //// //////////////////////////// function [value] = events2(t,x) value = x(2) - 0; // arrêt d'intégration si la vitesse dans le sens du déplacement est null v(X) < seuil endfunction //// //////////////////////////// function vprime=rolling(t,v) // Fonction xprime // du roulement de la balle de golf // The physics of putting A.R. Penner //% %%%%%%%%%%%%%% // Constantes m = 0.04545; // en kg T = 20 + 273.15; rhog = 0.131; // kg/m^3 g = 9.81; // m/s^2 A = %pi*(diam/2)^2; // Section en m^2 %pi*r^2 //vprime=zeros(10,1); vprime(1)= v(2); // vprime(2)= -(5/7)*rhog*g*v(2)/sqrt(v(6)^2+v(2)^2+v(4)^2); // vprime(5)= v(6); // vprime(6)= -(5/7)*rhog*g*v(6)/sqrt(v(6)^2+v(2)^2+v(4)^2); // vprime(3)= v(4); // y' = x(4), vitesse actuelle vprime(4)= -(5/7)*rhog*g*dAltiSol(v(2),v(6))/sqrt(v(6)^2+v(2)^2+v(4)^2);//dAltiSol(vprime(2),vprime(6))*.1;// Vy = integral(Accely) vprime(7)=0; // calcul de la diminution du Spin deceleration, considere comme nul vprime(8)=0; // calcul de la diminution du Spin deceleration, considere comme nul vprime(9)=0; // calcul de la diminution du Spin deceleration, considere comme nul vprime(10) = 0; // vprime(11) = 0; // vprime(12) = 0; // endfunction function [V0Clubkmh,dynamicLoft_deg, SpinZ] = BallGolf(V0Ballkmh,Psi,miss,e,m,M) // Calcul de la vitesse du club en fonction de la vitesse de // la balle et de l'angle de décollage par rapport au sol. // V0Ballms vitesse de la balle en km/h // Psi : angle de decollage de la balle entree en degre // miss : decentrage de la ballse sur le club, en metre // e : smash factor // m : poid de la balle en kg // M : poid du club en kg //////////////////////////////////////// // ThetaLoft , inverse de LaunchAngle // //////////////////////////////////////// // thetaLoft = Psi - atan((-V0Clubms * sin(thetaLoft)/(1+m/M + 5/2))/(V0Clubms * cos(thetaLoft)*(1+e)/(1+m/M))); // angle de decollage de la balle // thetaLoft = Psi - atan((-sin(thetaLoft)/(1+m/M + 5/2))/(cos(thetaLoft)*(1+e)/(1+m/M))); // angle de decollage de la balle // thetaLoft = Psi - atan((-tan(thetaLoft)/(1+m/M + 5/2))/((1+e)/(1+m/M))); // angle de decollage de la balle // V0Ballbfpms = -V0Clubms * sin(thetaLoft)/(1+m/M + 5/2); // Vitesse perpendiculaire dans le referentiel de decollage après impact // V0Ballbfnms = V0Clubms * cos(thetaLoft)*(1+e)/(1+m/M); // Vitesse longitudinale dans le referentiel de decollage après impact (ref: The physics of golf: The optimum loft of a driverA. Raymond Penner) // V0Ballms = sqrt(V0Ballbfnms^2 + V0Ballbfpms^2)* (1 - 0.3556*miss); // Vitesse de decollage de la balle // V0Ballms = sqrt((V0Clubms * cos(thetaLoft)*(1+e)/(1+m/M))^2 + (-V0Clubms * sin(thetaLoft)/(1+m/M + 5/2))^2)* (1 - 0.3556*miss); // Vitesse de decollage de la balle // V0Ballms = sqrt(V0Clubms(1 * cos(thetaLoft)*(1+e)/(1+m/M))^2 + (-1 * sin(thetaLoft)/(1+m/M + 5/2))^2)* (1 - 0.3556*miss); // Vitesse de decollage de la balle // Psi = thetaLoft + atan(V0Ballbfpms/V0Ballbfnms); // angle de decollage de la balle // Psi = thetaLoft + atan(( -sin(thetaLoft)*(1+m/M)/((1+m/M + 5/2)*(1+e))) / (cos(thetaLoft)) ); // angle de decollage de la balle // Soit : D = (1+m/M)/((1+m/M + 5/2)*(1+e)); // Psi = thetaLoft + atan(( -sin(thetaLoft)* D ) / (cos(thetaLoft)) ); // angle de decollage de la balle // Psi = thetaLoft + atan(-D * tan(thetaLoft) ); // angle de decollage de la balle // A = tan(thetaLoft) => thetaLoft = atan(A) // Psi = atan(A) + atan(-D * A); // angle de decollage de la balle // Alors : // thetaLoft = Psi - atan(-A*D) // atan(A) = Psi - atan(-A*D) // atan(A) - Psi + atan(-A*D) = 0 // atan(A) + atan(-A*D) - Psi = 0 // Or : // atan(x) + atan(y) = atan((x + y)/(1 - x*y)) // Ainsi : // atan(A) + atan(-A*D) - Psi = 0 => atan((A - A*D)/(1 + D*A^2)) = Psi // (A - A*D)/(1 + D*A^2) = tan(Psi) // (A - D*A) = tan(Psi)*(1 + D*A^2) // A*(1 - D) = tan(Psi) + tan(Psi)*D*A^2 // tan(Psi)*D*A^2 + (D-1)*A + tan(Psi) = 0 Psi_rd = Psi *%pi/180;//Passage en radian, pour les formules V0Ballms = V0Ballkmh *1000/3600; a = tan(Psi_rd)*D; b = (D-1); c = tan(Psi_rd); // a*A^2 + b*A + c = 0 ==> // A1 = (-b + sqrt(b^2-4*a*c))/(2*a) A2 = (-b - sqrt(b^2-4*a*c))/(2*a); // thetaLoft = atan(A1) // ou dynamicLoft_rd = atan(A2); //==> On prendra A2 Par defaut //////////////////////////////////////////////////////// // Vitesse du club en fonction de la vitesse de balle // //////////////////////////////////////////////////////// // V0Ballms^2/ (1 - 0.3556*miss) = (V0Clubms * cos(thetaLoft)*(1+e)/(1+m/M))^2 + (-V0Clubms * sin(thetaLoft)/(1+m/M + 5/2))^2; // V0Ballms^2/ (1 - 0.3556*miss) = V0Clubms^2 * (cos(thetaLoft)*(1+e)/(1+m/M))^2 + V0Clubms^2*(-sin(thetaLoft)/(1+m/M + 5/2))^2; // V0Ballms^2/ (1 - 0.3556*miss) = V0Clubms^2 * ((cos(thetaLoft)*(1+e)/(1+m/M))^2 + (-sin(thetaLoft)/(1+m/M + 5/2))^2); // V0Ballms^2/ ((1 - 0.3556*miss)*((cos(thetaLoft)*(1+e)/(1+m/M))^2 + (-sin(thetaLoft)/(1+m/M + 5/2))^2)) = V0Clubms^2; V0Clubms = sqrt(abs(V0Ballms^2 / ((1 - 0.3556*miss)*((cos(dynamicLoft_rd)*(1+e)/(1+m/M))^2 + (-sin(dynamicLoft_rd)/(1+m/M + 5/2))^2)))); dynamicLoft_deg = dynamicLoft_rd*180/%pi; // Passage en degre, plus facile a lire ;-) V0Clubkmh= V0Clubms * 3600/1000 endfunction function [thetaLoft, ShafLeanImp, launchAngle, SpinZ, gamaFacePath] = LaunchAngle(v0Ballkmh, v0Clubkmh, TypeClub, SpinLR) Sac = GetSac(); m = 0.04545; // Mass de la balle en kg v0Ballms = v0Ballkmh/3.6; V0Clubms = v0Clubkmh/3.6; SmashFactor = v0Ballms / V0Clubms; gamaFacePath = 0; miss = 0; // Ke = (1 + e)/(1+m/M); // Kp = 1/(1+m/M + 5/2); Km = (1 - 0.3556*miss);//(1 - 0.3556*miss) Ke = (1 + Sac.ecoeff(Sac.Type == TypeClub))/(1+m/Sac.Poids(Sac.Type == TypeClub));// e et M Kp = 1/(1+m/Sac.Poids(Sac.Type == TypeClub) + 5/2); // M // V0Ballms = sqrt(V0Ballbfnms^2 + V0Ballbfpms^2)* (1 - 0.3556*miss); // On admet qu'il n'y a pas de coup raté ==> miss = 0 // V0Ballms^2*Km^-2 = V0Clubms^2 * cos(thetaLoft)^2 * Ke^2 + (-V0Clubms)^2 * sin(thetaLoft)^2 * Kp^2; // V0Ballms^2*Km^-2 = V0Clubms^2 * (1-sin(thetaLoft)^2) * Ke^2 + (-V0Clubms)^2 * sin(thetaLoft)^2 * Kp^2; // V0Ballms^2*Km^-2 = V0Clubms^2*Ke^2 - V0Clubms^2*sin(thetaLoft)^2*Ke^2 + (-V0Clubms)^2*sin(thetaLoft)^2* Kp^2; // V0Ballms^2*Km^-2 = V0Clubms^2*(Ke^2 - sin(thetaLoft)^2*Ke^2 + sin(thetaLoft)^2* (-Kp)^2); // (V0Ballms/(V0Clubms*Km))^2 - Ke^2 = sin(thetaLoft)^2*(-Ke^2 + (-Kp)^2); // ((v0Ballms/(V0Clubms*Km))^2 - Ke^2)/(-Ke^2 + (-Kp)^2) = sin(thetaLoft)^2; thetaLoft = asin(sqrt(abs( (SmashFactor^2-Ke^2) / (Kp^2-Ke^2)) )); V0Ballbfnms = V0Clubms * cos(thetaLoft) * Ke ; // Vitesse longitudinale dans le referentiel de decollage après impact (ref: The physics of golf: The optimum loft of a driverA. Raymond Penner) V0Ballbfpms = -V0Clubms * sin(thetaLoft) * Kp; // Vitesse perpendiculaire dans le referentiel de decollage après impact launchAngle = (thetaLoft + atan((V0Ballbfpms/V0Ballbfnms))); //SpinX = 0;//-V0Ballms*cos(LaunchAngle)*sin(0) * Sac.coeffSpinLift(Type == Club) * sin(gamaFacePath);// Le SPIN sur l'axe X n'est pas une composante dans l'axe du chemin de club. Le spin est appliqué sur le plan du sol //SpinY = V0Ballms*sin(launchAngle) * sin(gamaFacePath)* Sac.coeffSpinLift(Type == Club) ;// SpinZ = v0Ballms * cos(launchAngle)*cos(0) * sin(thetaLoft) * Sac.coeffSpin(Sac.Type == TypeClub);// thetaLoft = thetaLoft *180/%pi; launchAngle = launchAngle*180/%pi; ShafLeanImp = thetaLoft - Sac.Loft(Sac.Type == TypeClub); // et transformation en radian gamaFacePath = asin(SpinLR / (v0Ballms * sin(launchAngle) * Sac.coeffSpinLift(Sac.Type == TypeClub)))*180/%pi; endfunction
8f4404c6ea2e1f30f5230bee830ae5e884c2eefc
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function L = cholesky(A) // Autores: Hector E. Gomez Morales // Funcion que realiza la factorizacion de cholesky ie A = LL^t (L triangular inferior) // Regresa L una matriz triangular inferior // A debe ser una matriz cuadrada, simetrica y definida positiva para que se pueda realizar esta factorizacion //***************************************************************************** //->Entrada // A (Matriz Real) - Matriz de tamaño n x n con entradas reales. // // -> Salida // L (Matriz Real) - Matriz tal que L*L^t = A A la matriz original //***************************************************************************** n=size(A,'c'); for k=1:n A(k,k) = sqrt(A(k,k)) for i=k+1:n A(i,k) = A(i,k) / A(k,k) end for j=k+1:n for i=k+1:n A(i,j) = A(i,j) - (A(i,k) * A(j,k)) end end end L = tril(A) endfunction A = [4 1 1 1; 1 3 -1 1; 1 -1 2 0; 1 1 0 2] B = [4 1 -1 0; 1 3 -1 0; -1 -1 5 2; 0 0 2 4] C = [6 2 1 -1; 2 4 1 0; 1 1 4 -1; -1 0 -1 3] D = [3 -1 -1; -1 3 -1; -1 -1 3] disp("Matriz A:") disp(A) disp("Factorizacion de Cholesky de A:") disp(cholesky(A)) disp("Matriz B:") disp(B) disp("Factorizacion de Cholesky de B:") disp(cholesky(B)) disp("Matriz C:") disp(C) disp("Factorizacion de Cholesky de C:") disp(cholesky(C))
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clc; H0=282990; HRo=(1*1018)+(0.5*1036); HRr=(1*86115)+(0.5*90144); HPo=1*1368; HPr=1*140440; HT=H0+(HRr-HRo)-(HPr-HPo); disp(HT,"Δh at 2800 K is:")
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clear; clc; printf("\n Example 3.5"); //rate of dissolution of salt function[x]=dissolution(d) x = (3*10^(-6))-(2*10^(-4)*3.406*10^(5)*d^2); funcprot(0) endfunction //rate of falling of the particle in stokes law region function[y]=rate_h(d) y = 3.406*d^(2)/(-3*10^(-6)-68.1*d^2);//y is in m/sec funcprot(0); endfunction printf("\n By trial and error the solution for d is 0.88 mm"); printf("\n The rate of dissolution is %f ",dissolution(8.8*10*(-4))); printf("\n The rate of falling of the particle is %f m/sec",rate_h(8.8*10^(-4)));
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function [] = kiks_gui_eventhandler(win,x,y,ibut) printf("Event handler %d\n", ibut); if ibut == -1000 then kiks_quit; end; endfunction;
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.FAULTS &&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&0&0&&&&&&&&&&&&&&&&&&&&&&&&&&&&&00&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&11&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&00&&&0&&&0&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&0&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&&& .COVERAGE 2777 / 2788 = 99.605452 %
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2018-02-03T05:31:52
2018-02-03T05:31:52
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Ex5_15.sce
//scilab 5.4.1 clear; clc; printf("\t\t\tProblem Number 5.15\n\n\n"); // Chapter 5 : Properties Of Liquids And Gases // Problem 5.15 (page no. 202) // Solution //The values of temperature and pressure are listed in Table 4(Figure 5.10) and can be read directly. printf("Specific volume of subcooled water at 1000 psia and 300F is v=0.017379 ft^3/lbm\n"); printf("Internal Energy of subcooled water at 1000 psia and 300F is u=268.24 Btu/lbm\n"); printf("Enthalpy of subcooled water at 1000 psia and 300F is h=271.46 Btu/lbm\n"); printf("Entropy of subcooled water at 1000 psia and 300F is s=0.43552 Btu/lbm*R\n");
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Ex3_5.sce
// Example 3_5 clc;funcprot(0); // Given data m=100;// kg d=3;// m V=0.002;// m^3 P_gage=100;// The gage pressure in kPa g=9.81;// m/s^2 // Calculation F=m*g;// N W=-(F)*(d);// J P_abs=200;// The absolute pressure in kPa W_p=P_abs*10^3*V;// The work done on the system in J W_net=W+W_p;// The net work done in J printf("\nThe net work done,W_net=%4.0f J",W_net);
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clc; //A circuit is midpoint bised when the Q-point value of Vce is one half of Vcc. //from example and 7.3 Vcc=8; //volt Vbe=0.7; //volt Rb=360000; //ohm Ib=(Vcc-Vbe)/Rb; //Ampere Hfe=100; Ic=Hfe*Ib;//Ampere Rc=2000; //ohm Vce=Vcc-Ic*Rc; //volt disp('V',Vce,"Vce=");//The answers vary due to round off error //Here we get Vce = (Vcc/2) //We can conclude that the circuit is midpoint
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clc //initialisation of variables a=12//in h=121//in p=11//in s=220//in //CALCULATIONS B={a/[p*(h-1)]}*s//per unit //RESULTS printf('the interval of time a noted before=% f per unit',B)
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//ques2 //The Ideal Otto Cycle clear clc //the temperature and pressure of air at the end of the isentropic compression process (state 2), using data from Table A–17 T1=290;//initial temp in K u1=206.9;//initial internal energy in kJ/kg vr1=676.1;//initial reduced volume //Process 1-2 (isentropic compression of an ideal gas) //vr2/vr1=v2/v1=1/r r=8;//ratio vr2=vr1/r;//reduced volume at state 2 //using table corresponding to vr2 T2=652.4;//final temp in K u2=475.11;//final internal energy in kJ/kg P1=100;//initial pressure in kPa P2=P1*T2/T1*r;//final pressure in kPa //Process 2-3 (constant-volume heat addition) Qin=800;//heat input in kJ/kg u2=1275.11;// intenal energy at state 2 in kJ/kg u3=Qin+u2;//internal energy at state 3 in kJ/kg //using tables corresponding to u3 T3=1575.1;//temperature at state 3 in K vr3=6.108;//reduced volume at state 3 printf('(a) T3,Temperature at state 3 = %.1f K \n',T3); vr3=6.108;//reduced volume at state 3 P3=P2*(T3/T2)*1;//1 for v2/v3 printf(' Pressure P3 = %.3f MPa \n',P3/1000); //(b) vr3=r*vr3; //now from table T4=795.6;//temp at state 4 in K u4=588.74;//internal energy at state 4 in kJ/kg //Process 4-1 (constant-volume heat rejection) Qout=u4-u1;//heat output in kJ/kg w=Qin-Qout;//work done in kJ/kg printf(' (b) Net work done = %.2f kJ/kg \n',w); //(c) nth=w/Qin;//efficiency of heat engine k=1.4;//constant no=1-r^(1-k);//thermal efficiency printf(' (c) The thermal efficiency of the cycle is determined from its definition = %.3f \n',nth); printf(' Under the cold-air-standard assumptions thermal efficiency would be = %.3f \n',no); //(d) //The mean effective pressure is determined from its definition R=0.287//gas constant for water v1=R*T1/P1//specific volume at state 1 MEP=w/(v1*(1-1/r));//mean effective pressure in kPa printf(' (d) Mean effective pressure = %.0f kPa \n',MEP);
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//CHAPTER 10- THREE-PHASE INDUCTION MACHINES //Example 6 disp("CHAPTER 10"); disp("EXAMPLE 6"); //VARIABLE INITIALIZATION P=4; //number of poles f_r=2; //rotor frequency in Hertz f_s=50; //stator frequency in Hertz v=400; //in Volts ratio=1/0.5; //stator to rotor turn ratio //SOLUTION s=f_r/f_s; N_s=(120*f_s)/P; N_r=N_s*(1-s); N_r=round(N_r); disp(sprintf("The speed of the motor is %d rpm",N_r)); E_s=v/sqrt(3); E_r=E_s*(1/ratio); E_r_dash=s*E_r; disp(sprintf("The rotor induced emf above 2 Hz is %f V",E_r_dash)); //END
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clear; clc; N1=2; N2=3; //n=1; //while(n<=N1) // i(n)=input("enter the elements of first set"); // n=n+1; //end; i=['p' 'q']; //set A //n=1; //while(n<=N2) // j(n)=input("enter the elements of second set"); // n=n+1; //end; j=['r' 's' 't']; //set B c=1;d=1; for a=1:1:N1 //realtion between sets A and B for b=1:1:N2 m(c,d)=i(a); m(c,d+1)=j(b); c=c+1; end; end; disp(m);
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//clear// clear; clc; //Example 9.8 //Given D1 = 1; //[ft] D6 = 6 Nre_i = 10^4; Da = 4; //[in.] t1 = 15; //[s] P = 2; //[hp/gal] //(a) //Using Fig. 9.15 //the mixing factor ntT is constant and time tT is asumed constant, //speed n will be the same in both vessels. //Using Eq.(9.24) with consant density PbyD_ratio = (D6/D1)^2; //The Power input required in the 6-ft vessel is then Pin = 2*PbyD_ratio //[hp/1000gal] //(b) //Using Eq.(9.54) with same input power per unit volume in both vessels n6byn1 = (D6/D1)^(2/3) //blending in the 6-ft vessel would be t6 = t1*n6byn1 // [s]
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clear; fc = 12800; // freq de coupure filtre passe-bas fs = 44100; // freq echantillonnage // filtre passe bas analogique //hs=analpf(20,'ellip',[1E-4 1E-4],fc); //fr=20:100:20000; //hf=freq(hs(2),hs(3),%i*fr); //hm=abs(hf); //plot(fr,hm) // filtre numerique RII reponse impulsionnelle infinie (passe-bande) //hz=iir(3,'bp','ellip',[.15 .25],[.08 .03]); //[hzm,fr]=frmag(hz,256); //plot2d(fr',hzm'); //xtitle('Discrete IIR filter band pass 0.15<fr<0.25 ',' ',' '); //q=poly(0,'q'); //to express the result in terms of the ... //hzd=horner(hz,1/q); //delay operator q=z^-1 // filtre numerique RII passe-bas (low-pass) //On parle de réponse infinie quand le mode de calcul du flux de sortie //dépend à la fois des valeurs du flot d'entrée et des valeurs du flot //de sortie calculées précédemment. Si l'on applique une impulsion en //entrée de ce filtre, la sortie peut ne jamais se stabiliser, d'où //cette idée de réponse infinie à une impulsion. //[hz]=iir(15,'lp','ellip',[0.1 0],[1E-4 1E-4]); //[hzm,fr]=frmag(hz,256); //plot2d(fr',hzm'); [hz]=iir(15,'lp','ellip',[fc/fs 0],[1E-4 1E-4]); [hzm,fr]=frmag(hz,256); plot2d(fr',hzm'); // ??? //[cells,fact,zzeros,zpoles]=eqiir('lp','ellip',[2*%pi*fc,2*%pi*2*fc],1E-6,1E-6); //hz=fact*poly(zzeros,'z')/poly(zpoles,'z'); //[hzm,fr]=frmag(hz,256); //plot2d(fr',hzm'); // filtre numerique RIF passe-bas (low-pass) //On parle de réponse finie quand le mode de calcul du flot de sortie //ne dépend que des valeurs du flot d'entrée. De ce fait, quel que //soit le filtre, sa réponse à une impulsion aura une valeur finale, //stable, dépendant du nombre de coefficients du filtre. //[hz]=ffilt('lp',20,0.1,0); //[hzm,fr]=frmag(hz,256); //plot2d(fr',hzm');
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## Regression test authors write format # Expected format: USER = Name <USER@DOMAIN> read <<EOF blob mark :1 data 3 Hi reset refs/heads/master commit refs/heads/master mark :2 author Kevin O. Grover <kevin@kevingrover.net> 1472305515 -0700 committer Kevin O. Grover <kevin@kevingrover.net> 1472305515 -0700 data 13 Just Testing M 100644 :1 file.txt reset refs/heads/master from :2 EOF authors write
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<?php include ('knights.php'); $array=newBoard(); printBoard($array); ?>
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//exapple 1.10 clc; funcprot(0); // Initialization of Variable pi=3.14159; theta=20+30/60; H=42+6/60;//hour angle delta=50; //in triangle ZPM(figure in book) PZ=(90-delta)*pi/180; H=H*pi/180; PM=(90-theta)*pi/180; ZM=acos((cos(PZ)*cos(PM)+sin(PM)*sin(PZ)*cos(H))); alpha=pi/2-ZM; alpha=alpha*180/pi; disp(,"altitude of star in :"); a=modulo(alpha*3600,60); printf("seconds %.2f",a); b=modulo(alpha*3600-a,3600)/60; printf(" minutes %i",b); c=(alpha*3600-b*60-a)/3600; printf(" degrees %i",c); A=((cos(PM)-cos(PZ)*cos(ZM))/sin(PZ)/sin(ZM)); if A<0 then A=-A; A=acos(A); A=180-A*180/pi; disp("azimuth of star in (degrees) westwards:") a=modulo(A*3600,60); printf("seconds %.2f",a); b=modulo(A*3600-a,3600)/60; printf(" minutes %i",b); c=(A*3600-b*60-a)/3600; printf(" degrees %i",c); end
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clc pathname=get_absolute_file_path('9_1_2.sce') filename=pathname+filesep()+'912.sci' exec(filename) printf(" All the values in the textbook are Approximated hence the values in this code differ from those of Textbook") disp("From reaction, only gaseous are counted") left=1+2 right=1+1 deltaUr=deltaHr-R*T*(right-left)/10^3 printf("deltaUr=%f Kj/mol",deltaUr)
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//----------------------------------Gauss-------------------------------------// function [res]=usolve(U,b) n=size(b,1) x=zeros(n,1) x(n)=b(n)/U(n,n) for i= n-1:-1:1 x(i)=(b(i)-U(i,(i+1):n) * x((i+1):n))/U(i,i) end res=x endfunction function [res]= gauss(A,b) t=[] n=size(b,1) m=0 A for k= 1:n-1 for i=k+1:n m=A(i,k)/A(k,k) b(i)= b(i)-m * b(k) for j=k+1 :n A(i,j)=A(i,j) - m * A(k,j) end end end x=usolve(A,b) res=x endfunction //---------------------------------TEST---------------------------------------// s=100; n=100; rand("seed",s) /* // solution exacte xex=rand(n,1) A=rand(n,n) b=A*xex te=gauss(A,b) */ gauss_result=[] err_avant=[] err_arriere=[] born=[] capa=[] //--Resolution via gauss--// for i= 5:1:50 n=i; rand("seed",s) // solution exacte xex=rand(n,1) A=rand(n,n) b=A*xex gauss_result(i) = gauss(A,b) err_avant(i) = norm(gauss_result(i)-xex)/norm(xex) err_arriere(i) = norm(b-A*x_u)/norm(b) capa(i) = cond(gauss_result(i)) born(i) = capa(i)*err_arriere(i) end
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clear; clc; R=55;L=0.6*(10^-3);G=1*(10^-6);C=0.04*(10^-6);f=800;r=8;l=0.1;d=2.5; //value of l(loading coil inductance) as taken in solution w=2*%pi*f; Z=round(R+(%i*w*L)); Y=G+(%i*w*C); Zo=sqrt(Z/Y); P=round(sqrt(Z*Y)*10^4)/10^4; Zc=r+(%i*w*l); A=fix(((cosh(P*d))+(Zc*(sinh(P*d))/(2*Zo)))*10^3)/10^3; Pl=(acosh(A))/d; al=real(Pl); bl=imag(Pl); printf("New value of attenuation constant = %f neper/km\n",round(al*100)/100); printf(" New value of phase constant = %f rad/km\n",round(bl*1000)/1000); Lc=L+(l/(d*10^3)); Fc=1/(3.14*(sqrt(Lc*C*d))); printf(" Cutoff frequency = %f * 10^4 Hz",round(Fc*10^-2)/10^2); //the difference in result is due to erroneous value in textbook. disp("The difference in result is due to erroneous value in textbook")
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// Example 6_3 clc;funcprot(0); // Given data p_1=2.00;// MPa p_2=0.100;// MPa T_2=150;// °C h_1=2776.4;// kJ/kg h_2=2776.4;// kJ/kg // Calculation h_f1=908.8;// kJ/kg h_fg1=1890.7;// kJ/kg h_g1=2799.5;// kJ/kg x_1=(h_1-h_f1)/h_fg1;// The quality of steam x_1=x_1*100;// The quality of steam in % T_1=212.4;// °C mu_J=(T_1-T_2)/(p_1-p_2);// °C/MPa printf("\nThe quality of the wet steam in the pipe,x=%2.1f percentage \nJoule-Thomson coefficient,mu_J=%2.1f°C/MPa",x_1,mu_J);
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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 11.8 //Caption : Program to Find the Fugacity of 1-butene vapor T=473.15;//[K] P=70;//[bar] Tc=420;//[K] Pc=40.43;//[bar] omega=0.191; //By interpolation in Tables E.15 and E.16 si_0=0.627; si_1=1.096; //Using Eqn(11.64) si=approx(si_0*(si_1^omega),3); f=approx(si*P,1); disp(si,'Fugacity coefficient is ') disp('bar',f,'fugacity is ') //End
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//Example 17_6 clc(); clear; //To calculate the cost needed to operate power=0.7 //Units in KW time=0.5 //Units in h heat=power*time //Units in K Wh cost=0.10 //Units in Dollars tcost=cost*heat //Units in Dollars printf("Cost needed to operate is=%.4f Dollars",tcost)
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//pathname=get_absolute_file_path('18.07.sce') //filename=pathname+filesep()+'18.07-data.sci' //exec(filename) p2 = 4; Cp = 1.005; //Pressure(in bar): p1=1.2 p6=p1 p3=4 p3=p2 p4=1 p7=0.9 //Temperatures(in K): T1=288 T6=T1 T5=25+273 T3=323 T8=30+273 n=1.45 n1=1.3 //Temperature at state 2(in K): T2=T1*(p2/p1)^((n-1)/n) T2=418.47 //Temperature at state 4(in K): T4=T3*(p4/p3)^((n1-1)/n1) T4=234.57 //Refrigeration effect(in kg/s): m=10*3.5/(Cp*(T5-T4)) printf("\n RESULT \n") printf("\nAir mass flow rate in cabin = %f kg/s",m) //Temperature at state 7(in K): T7=T6*(p7/p6)^((n1-1)/n1) //Ram air mass flow rate(in kg/s): rm=m*(T2-T3)/(T8-T7)+m printf("\nRam air mass flow rate = %f kg/s",rm) //Work input to the compressor(in kJ/s): W=m*Cp*(T2-T1) //COP: COP=10*3.5/W printf("\nCOP = %f",COP)
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//example 14 clear alpha1=0.99; ib=25*10^-6;//ampere icb=200*10^-9;//ampere beta1=alpha1/(1-alpha1); ic=beta1*ib+(beta1+1)*icb; disp("collector current = "+string((ic))+"ampere"); ie1=(ic-icb)/alpha1; disp("emitter current = "+string((ie1))+"ampere"); ic=beta1*ib; disp("collector current with ib = "+string((ic))+"ampere"); ie=ic/alpha1; disp("emitter current = "+string((ie))+"ampere"); w=(ie1-ie)/ie1; disp("error = "+string((w)));
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function s = from_idx_to_name(path_idx,filename_idx,path_names,filename_names) //retrieve indexes idx = csvRead(path_idx+filename_idx,",",".","double"); idx($,:)=[]; //s=idx; //retrieve names all_data = csvRead(path_names+filename_names,",",".","string"); all_data(find(all_data(:,1)=="[all]: [all]"),:) = []; unique_text_file = unique(all_data(:,1)); s= unique_text_file(idx); end //names = from_idx_to_name("../../../../../results/coco/","best_5set_dev_reduced.txt","../../../../../data/coco/","all_data_dev_reduced.csv"); //names = from_idx_to_name("../../../../../results/coco/","best_5set_dev_training_obj_class.txt","../../../../../data/coco/","all_data_dev_split_training_obj_class.csv"); //names = from_idx_to_name("../../../../../results/coco/","best_5set_dev_obj_class.txt","../../../../../data/coco/","all_data_dev_obj_class.csv"); names = from_idx_to_name("../../../../../results/coco/","best_5set.txt","../../../../../data/coco/","all_data_dev_obj_class.csv"); disp(names);
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Ex4_9.sce
clear // // // //Variable declaration L=3*10**-10 //length(m) m=9.1*10**-31 //mass(kg) e=1.6*10**-19 //charge(c) h=6.63*10**-34 //plank constant //Calculation E1=h**2/(8*m*e*L**2) //minimum energy(eV) //Result printf("\n minimum energy is %0.1f eV",E1)
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Example9_11.sci
clc(); clear; // To compute the temprature distribution h=1; // Heat transfer coefficient in Btu/hr-ft^2-degF x=1; // Assumed thickness in ft k=1; // Thermal conductivity in Btu/hr-ft-degF N=h*x/k; t0=600; t4=200; t1=[500 550 550 525 525 512.5 512.5 512.5 506.2 506.2 506.2 506.2 503.1 503.1]; t2=[450 450 450 450 425 425 425 412.5 412.5 412.5 406.3 406.3 406.3 403.1]; t3=[350 350 325 325 325 325 312.5 312.5 312.5 306.3 306.3 303.1 303.1 303.1]; // Assumed temperatures in degF for points 1 2 & 3 respectively for i=1:14 th1(i)=t0+t2(i)-2*t1(i); th2(i)=t1(i)+t3(i)-2*t2(i); th3(i)=t2(i)+t4-2*t3(i); printf("Assuming t1=%.1f degF t2=%.1fdegF t3=%.1fdegF \n th1=%.1fdegF th2=%.1fdegF th3=%.1fdegF \n \n",t1(i),t2(i),t3(i),th1(i),th2(i),th3(i)); end printf("This way assumption must be continued till all sink strengths are zero");
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//Chapter 1 //Example 2.1 //Page 16 clear; clc; n_overall = 20; W = 0.6; printf("Let x kcal/kg be the calorific value of fuel.\n") printf("Heat produced by 0.6 kg of coal = 0.6 x kcal\n") printf("Heat equivalent of 1 kWh = 860 k cal\n") //Calculation of calorific value of coal printf("Now, n_overall = Electrical output in heat units/ Heat of combustion\n") x=860/(0.6*0.2); printf("x = %.4f kcal/kg\n", x)
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//Caption:Find (a)the rotor copper loss per phase if motor is running at slip of 4% (b)Mechanical power developed //Exa:11.9 clc; clear; close; P_i=100000//Input power(in watt) P_sc=2000//Stator copper loss(in watt) s=4//slip(in %) P_r=P_i-P_sc P_rc=((s/100)*P_r)/3 disp(P_rc,'(a)Rotor copper lossper phase(in watt)=') P_m=P_r-(P_rc*3) disp(P_m,'(b)Mechanical power developed(in watt)=')
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x=[30 40 30 50 20 60] y=[1 2 3 4 5 6] subplot(3,1,1) bar(x,y,'c') xlabel('x-axis') ylabel('y-axis') xtitle('Bargrap 1') xgrid() subplot(3,1,2) bar(x,y,'c') xlabel('x-axis') ylabel('y-axis') xtitle('bargraph 2') xgrid() subplot(3,1,3) bar(x,y,'c') xlabel('x-axis') ylabel('y-axis') xtitle('bargraph 3') xgrid()
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============= Simple datums ============= #lang test 32 ; this is a line comment 'akaibara "a little string" `define #t #F #T --- (source_file (lang_line (symbol)) (datum (number)) (datum (quoted_datum (datum (symbol)))) (datum (string)) (datum (quoted_datum (datum (symbol)))) (datum (boolean (true_lit))) (datum (boolean (false_lit))) (datum (boolean (true_lit))) )
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clc clear //Input data M=2.5 //Mach number h=10 //Height in km //Calculation alp=asind(1/M) //Mach cone angle in degree d=10/tand(alp) //Distance the jet would cover before a sonic boom is heard on ground in km //Output printf('Distance the jet would cover before a sonic boom is heard on ground is %3.2f km',d)
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// Example 4.5 // Computation of (a) Shaft speed (b) Mechanical power developed // (c) Developed torque // Page No. 152 clc; clear; close; // Given data Prcl=263; // Rotor copper loss Pgap=14580; // Power input to the rotor fs=60; // Frequency p=4; // Number of poles // (a) Shaft speed s=Prcl/Pgap; // Slip ns=120*fs/p; // Speed of stator nr=ns*(1-s); // Speed of shaft // (b) Mechanical power developed Pmech=Pgap-Prcl; // Mechanical power developed Pmechhp=Pmech/746; // Mechanical power developed in hp //(c) Developed torque TD=5252*Pmechhp/nr; // Display result on command window printf("\n Shaft speed = %0.1f r/min ",nr); printf("\n Mechanical power developed in hp = %0.2f hp ",Pmechhp); printf("\n Developed torque = %0.1f lb-ft ",TD);
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//to find voltage available b/w slip rings and its freq clc; disp('(a)'); f=50; p=6; n_s=120*f/p; n=-1000; s=(n_s-n)/n_s; f_s=f*s; disp(f_s,'slip freq(Hz)'); v2=100; V2=s*v2; disp(V2,'slip ring voltage(V)'); disp('(b)'); n=1500; s=(n_s-n)/n_s; f_s=abs(f*s); disp(f_s,'slip freq(Hz)'); v2=100; V2=s*v2; disp(V2,'slip ring voltage(V)');
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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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Example_6_8.sce
//A Textbook of Chemical Engineering Thermodynamics //Chapter 6 //Thermodynamic Properties of Pure Fluids //Example 8 clear; clc; //Given: //Equation of state: P(V-B) = RT + (A*P^2)/T Cp = 33.6; //mean specific heat at atmosheric pressure (J/mol K) A = 1*10^-3; //m^3 K/(bar)mol B = 8.0*10^-5; //m^3/mol R = 8.314*10^-5; //ideal gas constant (m^3 (bar)/mol K) //To calculate entropy change and mean heat capacity //(a). The entropy change when the state of gas is changed from state 1 (4 bar, 300 K) to state 2 (12 bar, 400 K) //The proposed changed is assumed to take place in 3 steps in series as illustrated in Fig. 6.4 (Page no. 206) //Step 1: Process AC, isothermal at 300 K //Step 2: Process CD, isobaric at 1 bar //Step 3: Process DB, isothermal at 400 K //(del_V/del_T)p = R/P - AP/T^2 //For step 1: Po = 4; //pressure at A (bar) P1 = 1; //pressure at C (bar) T = 300; //temperature (K) //del_S1 = intg[(del_V/del_T)pdP] del_S1 = (R*log(Po/P1) - (A/T^2)*(Po^2-P1^2)/2)*10^5; //(J/mol K) //For step 2: T1 = 300; //temperature at C (K) T2 = 400; //temperature at D (K) del_S2 = Cp*log(T2/T1); //(J/mol K) //For step 3: P2 = 1; //pressure at D (bar) P3 = 12; //pressure at B (bar) T = 400; //temperature (K) del_S3 = (R*log(P2/P3) - (A/T^2)*(P2^2-P3^2)/2)*10^5; //(J/mol K) S = del_S1+del_S2+del_S3; //total entropy change mprintf('(a). Total entropy change is %f J/mol K',S); //(b). The mean heat capacity at 12 bar //If the change is brouhgt along ACo and CoB //For ACo P1 = 4; //pressure at A (bar) P2 = 12; //pressure at Co (bar) T = 300; //temperature (K) del_S1 = R*log(P1/P2) - (A/T^2)*(P1^2-P2^2)/2; //For CoB T2 = 400; //temperature at B (K) T1 = 300; //temperature at Co (K) del_S2 = S-del_S1; Cpm = del_S2/(log(T2/T1)); mprintf('\n (b). The mean heat capacity at 12 bar is %f J/mol K',Cpm); //end
18dc3516ad6485798f6ed3f11f144a337114d88c
c09810ccf146237702bc5eedd87109dd496b389a
/ОТУ/1.1/1.1.sce
abed22805e4f9d05900170455f1e7de280228c41
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no_license
Krokofol/OOAIDLab
2d0e5b2ff517dd1e51d8239dc8bb5575b2ed8384
a583d91a47c9e5f2a56a36b2c3f13bbc794f9517
refs/heads/master
2023-03-30T22:04:06.564312
2021-04-01T14:22:01
2021-04-01T14:22:01
339,401,547
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sce
1.1.sce
A=[0 10 30 40;10 0 20 30;30 20 0 -50;40 30 50 0]; b=[-50;-40;120;50]; A1=A;A1(:,1)=b; A2=A;A2(:,2)=b; A3=A;A3(:,3)=b; A4=A;A4(:,4)=b; D=det(A); d(1)=det(A1); d(2)=det(A2); d(3)=det(A3); d(4)=det(A4); x=d/D P=A*x-b
a1e318027a24f906cdd15181beee7dd89d834fa5
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/1223/CH3/EX3.4/Ex3_4.sce
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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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sce
Ex3_4.sce
clear; clc; //Example 3.4 Vbb=1.5;//(V) Rb=580;//(KOhm) Veb=0.6;//(V) Vcc=5;//(V) b=100; //writing Kirchhoff voltage law equation around E-B loop Ib=(Vcc-Veb-Vbb)/Rb; printf('\nbase current=%.3f mA\n',Ib) Ic=b*Ib; printf('\ncollector current=%.2f mA\n',Ic) Ie=(1+b)*Ib; printf('\nemitter current=%.3f mA\n',Ie) Vec=(1/2)*Vcc; printf('\nce voltage=%.2f V\n',Vec) Rc=(Vcc-Vec)/Ic; printf('\ncollector resistance=%.f KOhm\n',Rc)
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/Sem2_Mathe/random nice shit/gerade.sci
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DonnyAwesome/UNI
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c028434b672ae1962c2074fc249012d68a63db2b
refs/heads/master
2020-04-02T13:05:02.067280
2019-02-14T02:14:06
2019-02-14T02:14:06
154,466,384
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2018-10-24T08:33:10
2018-10-24T08:33:10
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sci
gerade.sci
function [m,b] = gerade(x, y) m1 = (y(2)-y(1))/(x(2)-x(1)); m2 = (y(3)-y(2))/(x(3)-x(2)); m = (m1 + m2); b = y(1) - m*x(1); endfunction
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/2045/CH13/EX13.5/Ex13_5.sce
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FOSSEE/Scilab-TBC-Uploads
948e5d1126d46bdd2f89a44c54ba62b0f0a1f5e1
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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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Ex13_5.sce
//pagenumber 581 example 5 clear voltag=2000;//volt d=2*10^-2;//metre //(1) frequency vx=sqrt(2*1.6*10^-19*(voltag)/(9.11*10^-31)); durati=d/vx; freque=1/(2*durati); disp("max frequency "+string((freque))+"hertz"); //(2) durati=60*durati; disp("duration electron between the plates = "+string((durati))+"second");//correction in book
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/ScilabFromTheoryToPractice/Programming/testbreakline.sce
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markusmorawitz77/Scilab
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refs/heads/master
2021-01-19T23:53:52.068010
2017-04-22T12:39:21
2017-04-22T12:39:21
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sce
testbreakline.sce
//matrix defined across several lines M= [ 1 2 3; 4,5,6] //instructions spanning several lines sum(M,.. 'c')
987f9a3dbd870edf3037f3dbb98c4e6ac8746ff6
7fa099e9d565bee9cdd572755843852769c99498
/tests/dfp-080-to-packed.tst
3e979be28f01f2ced106b59c8250b584c0901ca0
[ "LicenseRef-scancode-unknown-license-reference", "LicenseRef-scancode-other-permissive", "BSD-2-Clause" ]
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Peter-J-Jansen/SDL-hyperion
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2023-04-27T03:42:18.421272
2022-11-27T00:16:06
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tst
dfp-080-to-packed.tst
*Testcase dfp-080-to-packed.tst: CPDT, CPXT sysclear archmode esame # # Following suppresses logging of program checks. This test program, as part # of its normal operation, generates 16 expected program specification checks from # packed lengths greater than allowed. This is part value of the validation process. # (Not the messages, the program checks.) # ostailor quiet loadcore "$(testpath)/dfp-080-to-packed.core" 0x0 runtest 1.0 ostailor default # restore messages for subsequent tests # Test Results - Convert To Packed (CPDT) - results # CPDT test results # A long DFP number is converted to packed as unsiged and signed with # Plus-Sign-Code Control and Plus-Sign-Code Control diabled and # enabled resulting is 8 packed values per DFP number. # CPDT Results *Compare r 2000.10 *Want "CPDT +0 and -0" 00000000 0C0C0F0F 00000000 0D0C0D0F r 2010.10 *Want "CPDT +7 and -7" 07070707 7C7C7F7F 07070707 7D7D7D7D r 2020.10 *Want "CPDT +12345" 01234501 23450123 45012345 12345C12 r 2030.8 *Want "CPDT +12345" 345C1234 5F12345F r 2038.8 *Want "CPDT -12345" 01234501 23450123 r 2040.10 *Want "CPDT -12345" 45012345 12345D12 345D1234 5D12345D r 2050.10 *Want "CPDT +271828182" 00027182 81820002 71828182 00027182 r 2060.10 *Want "CPDT +271828182" 81820002 71828182 00271828 182C0027 r 2070.10 *Want "CPDT +271828182" 1828182C 00271828 182F0027 1828182F r 2080.10 *Want "CPDT -271828182" 00027182 81820002 71828182 00027182 r 2090.10 *Want "CPDT -271828182" 81820002 71828182 00271828 182D0027 r 20A0.10 *Want "CPDT -271828182" 1828182D 00271828 182D0027 1828182D r 20B0.10 *Want "CPDT +3.14159265358979" 03141592 65358979 03141592 65358979 r 20C0.10 *Want "CPDT +3.14159265358979" 03141592 65358979 03141592 65358979 r 20D0.10 *Want "CPDT +3.14159265358979" 31415926 5358979C 31415926 5358979C r 20E0.10 *Want "CPDT +3.14159265358979" 31415926 5358979F 31415926 5358979F r 20F0.10 *Want "CPDT -3.14159265358979" 03141592 65358979 03141592 65358979 r 2100.10 *Want "CPDT -3.14159265358979" 03141592 65358979 03141592 65358979 r 2110.10 *Want "CPDT -3.14159265358979" 31415926 5358979D 31415926 5358979D r 2120.10 *Want "CPDT -3.14159265358979" 31415926 5358979D 31415926 5358979D r 2130.10 *Want "CPDT +0E368" 00000000 00000000 000C000C 000F000F r 2140.10 *Want "CPDT 0E-397" 00000000 00000000 00000000 00000000 r 2150.10 *Want "CPDT 0E-397" 0000000C 0000000C 0000000F 0000000F r 2160.10 *Want "CPDT -0E368" 00000000 00000000 00000000 00000000 r 2170.10 *Want "CPDT -0E368" 00000000 00000000 0D000000 000C0000 r 2180.8 *Want "CPDT -0E368" 00000D00 0000000F r 2188.8 *Want "CPDT -0E-397" 00000000 00000000 r 2190.10 *Want "CPDT -0E-397" 00000000 00000000 00000000 00000000 r 21A0.10 *Want "CPDT -0E-397" 00000000 00000000 00000D00 00000000 r 21B0.10 *Want "CPDT -0E-397" 000C0000 00000000 0D000000 0000000F r 21C0.10 *Want "CPDT +123456789012345E369" 01234567 89012345 01234567 89012345 r 21D0.10 *Want "CPDT +123456789012345E369" 01234567 89012345 01234567 89012345 r 21E0.10 *Want "CPDT +123456789012345E369" 12345678 9012345C 12345678 9012345C r 21F0.10 *Want "CPDT +123456789012345E369" 12345678 9012345F 12345678 9012345F r 2200.10 *Want "CPDT +123456789012345E-398" 01234567 89012345 01234567 89012345 r 2210.10 *Want "CPDT +123456789012345E-398" 01234567 89012345 01234567 89012345 r 2220.10 *Want "CPDT +123456789012345E-398" 12345678 9012345C 12345678 9012345C r 2230.10 *Want "CPDT +123456789012345E-398" 12345678 9012345F 12345678 9012345F r 2240.10 *Want "CPDT -123456789012345E369" 01234567 89012345 01234567 89012345 r 2250.10 *Want "CPDT -123456789012345E369" 01234567 89012345 01234567 89012345 r 2260.10 *Want "CPDT -123456789012345E369" 12345678 9012345D 12345678 9012345D r 2270.10 *Want "CPDT -123456789012345E369" 12345678 9012345D 12345678 9012345D r 2280.10 *Want "CPDT -123456789012345E-398" 01234567 89012345 01234567 89012345 r 2290.10 *Want "CPDT -123456789012345E-398" 01234567 89012345 01234567 89012345 r 22A0.10 *Want "CPDT -123456789012345E-398" 12345678 9012345D 12345678 9012345D r 22B0.10 *Want "CPDT -123456789012345E-398" 12345678 9012345D 12345678 9012345D r 22C0.10 *Want "CPDT +1234567890123456E368" 12345678 90123456 12345678 90123456 r 22D0.10 *Want "CPDT +1234567890123456E368" 12345678 90123456 12345678 90123456 r 22E0.10 *Want "CPDT +1234567890123456E368" 23456789 0123456C 23456789 0123456C r 22F0.10 *Want "CPDT +1234567890123456E368" 23456789 0123456F 23456789 0123456F r 2300.10 *Want "CPDT +1234567890123456E-397" 12345678 90123456 12345678 90123456 r 2310.10 *Want "CPDT +1234567890123456E-397" 12345678 90123456 12345678 90123456 r 2320.10 *Want "CPDT +1234567890123456E-397" 23456789 0123456C 23456789 0123456C r 2330.10 *Want "CPDT +1234567890123456E-397" 23456789 0123456F 23456789 0123456F r 2340.10 *Want "CPDT -1234567890123456E368" 12345678 90123456 12345678 90123456 r 2350.10 *Want "CPDT -1234567890123456E368" 12345678 90123456 12345678 90123456 r 2360.10 *Want "CPDT -1234567890123456E368" 23456789 0123456D 23456789 0123456D r 2370.10 *Want "CPDT -1234567890123456E368" 23456789 0123456D 23456789 0123456D r 2380.10 *Want "CPDT -1234567890123456E-397" 12345678 90123456 12345678 90123456 r 2390.10 *Want "CPDT -1234567890123456E-397" 12345678 90123456 12345678 90123456 r 23A0.10 *Want "CPDT -1234567890123456E-397" 23456789 0123456D 23456789 0123456D r 23B0.10 *Want "CPDT -1234567890123456E-397" 23456789 0123456D 23456789 0123456D r 23C0.10 *Want "CPDT +(INF)" 00000000 00000000 00000000 00000000 r 23D0.10 *Want "CPDT +(INF)" 00000000 00000000 00000000 00000000 r 23E0.10 *Want "CPDT +(INF)" 00000000 0000000C 00000000 0000000C r 23F0.10 *Want "CPDT +(INF)" 00000000 0000000F 00000000 0000000F r 2400.10 *Want "CPDT -(INF)" 00000000 00000000 00000000 00000000 r 2410.10 *Want "CPDT -(INF)" 00000000 00000000 00000000 00000000 r 2420.10 *Want "CPDT -(INF)" 00000000 0000000D 00000000 0000000D r 2430.10 *Want "CPDT -(INF)" 00000000 0000000D 00000000 0000000D r 2440.10 *Want "CPDT +(QNAN)" 00000000 00000000 00000000 00000000 r 2450.10 *Want "CPDT +(QNAN)" 00000000 00000000 00000000 00000000 r 2460.10 *Want "CPDT +(QNAN)" 00000000 0000000C 00000000 0000000C r 2470.10 *Want "CPDT +(QNAN)" 00000000 0000000F 00000000 0000000F r 2480.10 *Want "CPDT -(QNAN)" 00000000 00000000 00000000 00000000 r 2490.10 *Want "CPDT -(QNAN)" 00000000 00000000 00000000 00000000 r 24A0.10 *Want "CPDT -(QNAN)" 00000000 0000000D 00000000 0000000D r 24B0.10 *Want "CPDT -(QNAN)" 00000000 0000000D 00000000 0000000D r 24C0.10 *Want "CPDT +(SNAN)" 00000000 00000000 00000000 00000000 r 24D0.10 *Want "CPDT +(SNAN)" 00000000 00000000 00000000 00000000 r 24E0.10 *Want "CPDT +(SNAN)" 00000000 0000000C 00000000 0000000C r 24F0.10 *Want "CPDT +(SNAN)" 00000000 0000000F 00000000 0000000F r 2500.10 *Want "CPDT -(SNAN)" 00000000 00000000 00000000 00000000 r 2510.10 *Want "CPDT -(SNAN)" 00000000 00000000 00000000 00000000 r 2520.10 *Want "CPDT -(SNAN)" 00000000 0000000D 00000000 0000000D r 2530.10 *Want "CPDT -(SNAN)" 00000000 0000000D 00000000 0000000D r 2540.10 *Want "CPDT +(DMIN)" 00000000 00010000 00000001 00000000 r 2550.10 *Want "CPDT +(DMIN)" 00010000 00000001 00000000 001C0000 r 2560.10 *Want "CPDT +(DMIN)" 0000001C 00000000 001F0000 0000001F r 2570.10 *Want "CPDT -(DMIN)" 00000000 00010000 00000001 00000000 r 2580.10 *Want "CPDT -(DMIN)" 00010000 00000001 00000000 001D0000 r 2590.10 *Want "CPDT -(DMIN)" 0000001D 00000000 001D0000 0000001D # Packed Length of 10 --> Program Specification Exception r 25A0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25B0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25C0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25D0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25E0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25F0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 2600.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 2610.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 2620.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 2630.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 # Packed Length of 10 --> Program Specification Exception r 25A0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25B0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25C0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25D0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 25E0.10 *Want "CPDT +3.14159265358979 " 00000000 00000000 00000000 00000000 # Packed Length of 10 --> Program Specification Exception r 25F0.10 *Want "CPDT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 2600.10 *Want "CPDT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 2610.10 *Want "CPDT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 2620.10 *Want "CPDT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 2630.10 *Want "CPDT -3.14159265358979 " 00000000 00000000 00000000 00000000 # End of Data marker r 2640.10 *Want "CPDT 1111111111111111 " 11111111 11111111 11111111 11111111 r 2650.10 *Want "CPDT 1111111111111111 " 11111111 11111111 11111111 11111111 r 2660.10 *Want "CPDT 1111111111111111 " 11111111 1111111C 11111111 1111111C r 2670.10 *Want "CPDT 1111111111111111 " 11111111 1111111F 11111111 1111111F # ----------------------------------------------- # CPDT Program Interupt code, DFP condition codes # ----------------------------------------------- r 2700.10 *Want "CPDT +0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2710.10 *Want "CPDT +0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2720.10 *Want "CPDT -0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2730.10 *Want "CPDT -0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2740.10 *Want "CPDT +7 " FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2750.10 *Want "CPDT +7 " FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2760.10 *Want "CPDT -7 " FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2770.10 *Want "CPDT -7 " FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2780.10 *Want "CPDT +12345" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2790.10 *Want "CPDT +12345" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 27A0.10 *Want "CPDT -12345" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 27B0.10 *Want "CPDT -12345" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 27C0.10 *Want "CPDT +271828182" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 27D0.10 *Want "CPDT +271828182" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 27E0.10 *Want "CPDT -271828182" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 27F0.10 *Want "CPDT -271828182" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2800.10 *Want "CPDT +3.14159265358979" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2810.10 *Want "CPDT +3.14159265358979" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2820.10 *Want "CPDT -3.14159265358979" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2830.10 *Want "CPDT -3.14159265358979" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2840.10 *Want "CPDT +0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2850.10 *Want "CPDT +0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2860.10 *Want "CPDT 0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2870.10 *Want "CPDT 0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2880.10 *Want "CPDT -0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 2890.10 *Want "CPDT -0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 28A0.10 *Want "CPDT -0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 28B0.10 *Want "CPDT -0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 28C0.10 *Want "CPDT +123456789012345E369" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 28D0.10 *Want "CPDT +123456789012345E369" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 28E0.10 *Want "CPDT +123456789012345E-398" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 28F0.10 *Want "CPDT +123456789012345E-398" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2900.10 *Want "CPDT -123456789012345E369" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2910.10 *Want "CPDT -123456789012345E369" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2920.10 *Want "CPDT -123456789012345E-398" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2930.10 *Want "CPDT -123456789012345E-398" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2940.10 *Want "CPDT +1234567890123456E368" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2950.10 *Want "CPDT +1234567890123456E368" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2960.10 *Want "CPDT +1234567890123456E-397" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2970.10 *Want "CPDT +1234567890123456E-397" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2980.10 *Want "CPDT -1234567890123456E368" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2990.10 *Want "CPDT -1234567890123456E368" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 29A0.10 *Want "CPDT -1234567890123456E-397" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 29B0.10 *Want "CPDT -1234567890123456E-397" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 29C0.10 *Want "CPDT +(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 29D0.10 *Want "CPDT +(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 29E0.10 *Want "CPDT -(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 29F0.10 *Want "CPDT -(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A00.10 *Want "CPDT +(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A10.10 *Want "CPDT +(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A20.10 *Want "CPDT -(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A30.10 *Want "CPDT -(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A40.10 *Want "CPDT +(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A50.10 *Want "CPDT +(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A60.10 *Want "CPDT -(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A70.10 *Want "CPDT -(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 2A80.10 *Want "CPDT +(DMIN)" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2A90.10 *Want "CPDT +(DMIN)" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2AA0.10 *Want "CPDT -(DMIN)" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 2AB0.10 *Want "CPDT -(DMIN)" FFFF0001 FFFF0001 FFFF0001 FFFF0001 # Packed Length of 10 --> Program Specification Exception # do not check DXC, CC r 2AC0.2 *Want "CPDT +3.14159265358979 " 0006 r 2AC4.2 *Want "CPDT +3.14159265358979 " 0006 r 2AC8.2 *Want "CPDT +3.14159265358979 " 0006 r 2ACC.2 *Want "CPDT +3.14159265358979 " 0006 r 2AD0.2 *Want "CPDT +3.14159265358979 " 0006 r 2AD4.2 *Want "CPDT +3.14159265358979 " 0006 r 2AD8.2 *Want "CPDT +3.14159265358979 " 0006 r 2ADC.2 *Want "CPDT +3.14159265358979 " 0006 # Packed Length of 10 --> Program Specification Exception # do not check DXC, CC r 2AE0.2 *Want "CPDT -3.14159265358979 " 0006 r 2AE4.2 *Want "CPDT -3.14159265358979 " 0006 r 2AE8.2 *Want "CPDT -3.14159265358979 " 0006 r 2AEC.2 *Want "CPDT -3.14159265358979 " 0006 r 2AF0.2 *Want "CPDT -3.14159265358979 " 0006 r 2AF4.2 *Want "CPDT -3.14159265358979 " 0006 r 2AF8.2 *Want "CPDT -3.14159265358979 " 0006 r 2AFC.2 *Want "CPDT -3.14159265358979 " 0006 # End of Data marker r 2B00.10 *Want "CPDT 1111111111111111 " FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 2B10.10 *Want "CPDT 1111111111111111 " FFFF0003 FFFF0003 FFFF0003 FFFF0003 # Test Results - Convert To Packed (CPXT) - results # CPXT test results # An extended DFP number is converted to packed as unsiged and signed with # Plus-Sign-Code Control and Plus-Sign-Code Control diabled and # enabled resulting is 8 packed values per DFP number. # CPXT Results *Compare r 3000.10 *Want "CPXT +0 and -0" 00000000 0C0C0F0F 00000000 0D0C0D0F r 3010.10 *Want "CPXT +7 and -7" 07070707 7C7C7F7F 07070707 7D7D7D7D r 3020.10 *Want "CPXT +12345" 01234501 23450123 45012345 12345C12 r 3030.8 *Want "CPXT +12345" 345C1234 5F12345F r 3038.8 *Want "CPXT -12345" 01234501 23450123 r 3040.10 *Want "CPXT -12345" 45012345 12345D12 345D1234 5D12345D r 3050.10 *Want "CPXT +271828182" 00027182 81820002 71828182 00027182 r 3060.10 *Want "CPXT +271828182" 81820002 71828182 00271828 182C0027 r 3070.10 *Want "CPXT +271828182" 1828182C 00271828 182F0027 1828182F r 3080.10 *Want "CPXT -271828182" 00027182 81820002 71828182 00027182 r 3090.10 *Want "CPXT -271828182" 81820002 71828182 00271828 182D0027 r 30A0.10 *Want "CPXT -271828182" 1828182D 00271828 182D0027 1828182D r 30B0.10 *Want "CPXT +3.14159265358979" 03141592 65358979 03141592 65358979 r 30C0.10 *Want "CPXT +3.14159265358979" 03141592 65358979 03141592 65358979 r 30D0.10 *Want "CPXT +3.14159265358979" 31415926 5358979C 31415926 5358979C r 30E0.10 *Want "CPXT +3.14159265358979" 31415926 5358979F 31415926 5358979F r 30F0.10 *Want "CPXT -3.14159265358979" 03141592 65358979 03141592 65358979 r 3100.10 *Want "CPXT -3.14159265358979" 03141592 65358979 03141592 65358979 r 3110.10 *Want "CPXT -3.14159265358979" 31415926 5358979D 31415926 5358979D r 3120.10 *Want "CPXT -3.14159265358979" 31415926 5358979D 31415926 5358979D r 3130.10 *Want "CPXT +0E368" 00000000 00000000 000C000C 000F000F r 3140.10 *Want "CPXT 0E-397" 00000000 00000000 00000000 00000000 r 3150.10 *Want "CPXT 0E-397" 0000000C 0000000C 0000000F 0000000F r 3160.10 *Want "CPXT -0E368" 00000000 00000000 00000000 00000000 r 3170.10 *Want "CPXT -0E368" 00000000 00000000 0D000000 000C0000 r 3180.8 *Want "CPXT -0E368" 00000D00 0000000F r 3188.8 *Want "CPXT -0E-397" 00000000 00000000 r 3190.10 *Want "CPXT -0E-397" 00000000 00000000 00000000 00000000 r 31A0.10 *Want "CPXT -0E-397" 00000000 00000000 00000D00 00000000 r 31B0.10 *Want "CPXT -0E-397" 000C0000 00000000 0D000000 0000000F r 31C0.10 *Want "CPXT +123456789012345E369" 01234567 89012345 01234567 89012345 r 31D0.10 *Want "CPXT +123456789012345E369" 01234567 89012345 01234567 89012345 r 31E0.10 *Want "CPXT +123456789012345E369" 12345678 9012345C 12345678 9012345C r 31F0.10 *Want "CPXT +123456789012345E369" 12345678 9012345F 12345678 9012345F r 3200.10 *Want "CPXT +123456789012345E-398" 01234567 89012345 01234567 89012345 r 3210.10 *Want "CPXT +123456789012345E-398" 01234567 89012345 01234567 89012345 r 3220.10 *Want "CPXT +123456789012345E-398" 12345678 9012345C 12345678 9012345C r 3230.10 *Want "CPXT +123456789012345E-398" 12345678 9012345F 12345678 9012345F r 3240.10 *Want "CPXT -123456789012345E369" 01234567 89012345 01234567 89012345 r 3250.10 *Want "CPXT -123456789012345E369" 01234567 89012345 01234567 89012345 r 3260.10 *Want "CPXT -123456789012345E369" 12345678 9012345D 12345678 9012345D r 3270.10 *Want "CPXT -123456789012345E369" 12345678 9012345D 12345678 9012345D r 3280.10 *Want "CPXT -123456789012345E-398" 01234567 89012345 01234567 89012345 r 3290.10 *Want "CPXT -123456789012345E-398" 01234567 89012345 01234567 89012345 r 32A0.10 *Want "CPXT -123456789012345E-398" 12345678 9012345D 12345678 9012345D r 32B0.10 *Want "CPXT -123456789012345E-398" 12345678 9012345D 12345678 9012345D r 32C0.10 *Want "CPXT +1234567890123456E368" 12345678 90123456 12345678 90123456 r 32D0.10 *Want "CPXT +1234567890123456E368" 12345678 90123456 12345678 90123456 r 32E0.10 *Want "CPXT +1234567890123456E368" 23456789 0123456C 23456789 0123456C r 32F0.10 *Want "CPXT +1234567890123456E368" 23456789 0123456F 23456789 0123456F r 3300.10 *Want "CPXT +1234567890123456E-397" 12345678 90123456 12345678 90123456 r 3310.10 *Want "CPXT +1234567890123456E-397" 12345678 90123456 12345678 90123456 r 3320.10 *Want "CPXT +1234567890123456E-397" 23456789 0123456C 23456789 0123456C r 3330.10 *Want "CPXT +1234567890123456E-397" 23456789 0123456F 23456789 0123456F r 3340.10 *Want "CPXT -1234567890123456789012345678901234E6110" 90123456 78901234 90123456 78901234 r 3350.10 *Want "CPXT -1234567890123456789012345678901234E6110" 90123456 78901234 90123456 78901234 r 3360.10 *Want "CPXT -1234567890123456789012345678901234E6110" 01234567 8901234D 01234567 8901234D r 3370.10 *Want "CPXT -1234567890123456789012345678901234E6110" 01234567 8901234D 01234567 8901234D r 3380.10 *Want "CPXT -1234567890123456789012345678901234E-6175" 90123456 78901234 90123456 78901234 r 3390.10 *Want "CPXT -1234567890123456789012345678901234E-6175" 90123456 78901234 90123456 78901234 r 33A0.10 *Want "CPXT -1234567890123456789012345678901234E-6175" 01234567 8901234D 01234567 8901234D r 33B0.10 *Want "CPXT -1234567890123456789012345678901234E-6175" 01234567 8901234D 01234567 8901234D r 33C0.10 *Want "CPXT +(INF)" 00000000 00000000 00000000 00000000 r 33D0.10 *Want "CPXT +(INF)" 00000000 00000000 00000000 00000000 r 33E0.10 *Want "CPXT +(INF)" 00000000 0000000C 00000000 0000000C r 33F0.10 *Want "CPXT +(INF)" 00000000 0000000F 00000000 0000000F r 3400.10 *Want "CPXT -(INF)" 00000000 00000000 00000000 00000000 r 3410.10 *Want "CPXT -(INF)" 00000000 00000000 00000000 00000000 r 3420.10 *Want "CPXT -(INF)" 00000000 0000000D 00000000 0000000D r 3430.10 *Want "CPXT -(INF)" 00000000 0000000D 00000000 0000000D r 3440.10 *Want "CPXT +(QNAN)" 00000000 00000000 00000000 00000000 r 3450.10 *Want "CPXT +(QNAN)" 00000000 00000000 00000000 00000000 r 3460.10 *Want "CPXT +(QNAN)" 00000000 0000000C 00000000 0000000C r 3470.10 *Want "CPXT +(QNAN)" 00000000 0000000F 00000000 0000000F r 3480.10 *Want "CPXT -(QNAN)" 00000000 00000000 00000000 00000000 r 3490.10 *Want "CPXT -(QNAN)" 00000000 00000000 00000000 00000000 r 34A0.10 *Want "CPXT -(QNAN)" 00000000 0000000D 00000000 0000000D r 34B0.10 *Want "CPXT -(QNAN)" 00000000 0000000D 00000000 0000000D r 34C0.10 *Want "CPXT +(SNAN)" 00000000 00000000 00000000 00000000 r 34D0.10 *Want "CPXT +(SNAN)" 00000000 00000000 00000000 00000000 r 34E0.10 *Want "CPXT +(SNAN)" 00000000 0000000C 00000000 0000000C r 34F0.10 *Want "CPXT +(SNAN)" 00000000 0000000F 00000000 0000000F r 3500.10 *Want "CPXT -(SNAN)" 00000000 00000000 00000000 00000000 r 3510.10 *Want "CPXT -(SNAN)" 00000000 00000000 00000000 00000000 r 3520.10 *Want "CPXT -(SNAN)" 00000000 0000000D 00000000 0000000D r 3530.10 *Want "CPXT -(SNAN)" 00000000 0000000D 00000000 0000000D r 3540.10 *Want "CPXT +(DMIN)" 00000000 00010000 00000001 00000000 r 3550.10 *Want "CPXT +(DMIN)" 00010000 00000001 00000000 001C0000 r 3560.10 *Want "CPXT +(DMIN)" 0000001C 00000000 001F0000 0000001F r 3570.10 *Want "CPXT -(DMIN)" 00000000 00010000 00000001 00000000 r 3580.10 *Want "CPXT -(DMIN)" 00010000 00000001 00000000 001D0000 r 3590.10 *Want "CPXT -(DMIN)" 0000001D 00000000 001D0000 0000001D # Packed Length of 19 --> Program Specification Exception r 35A0.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 35B0.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 35C0.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 35D0.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 35E0.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 35F0.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 3600.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 3610.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 3620.10 *Want "CPXT +3.14159265358979 " 00000000 00000000 00000000 00000000 r 3630.8 *Want "CPXT +3.14159265358979 " 00000000 00000000 # Packed Length of 19 --> Program Specification Exception r 3638.8 *Want "CPXT -3.14159265358979 " 00000000 00000000 r 3640.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 3650.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 3660.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 3670.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 3680.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 3690.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 36A0.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 36B0.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 r 36C0.10 *Want "CPXT -3.14159265358979 " 00000000 00000000 00000000 00000000 # End of Data marker r 36D0.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 11111111 r 36E0.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 11111111 r 36F0.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 11111111 r 3700.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 11111111 r 3710.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 1111111C r 3720.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 1111111C r 3730.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 1111111F r 3740.10 *Want "CPXT 11111111111111111111111111111111 " 11111111 11111111 11111111 1111111F # ----------------------------------------------- # CPXT Program Interupt code, DFP condition codes # ----------------------------------------------- r 3A00.10 *Want "CPXT +0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3A10.10 *Want "CPXT +0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3A20.10 *Want "CPXT -0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3A30.10 *Want "CPXT -0 " FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3A40.10 *Want "CPXT +7 " FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3A50.10 *Want "CPXT +7 " FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3A60.10 *Want "CPXT -7 " FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3A70.10 *Want "CPXT -7 " FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3A80.10 *Want "CPXT +12345" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3A90.10 *Want "CPXT +12345" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3AA0.10 *Want "CPXT -12345" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3AB0.10 *Want "CPXT -12345" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3AC0.10 *Want "CPXT +271828182" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3AD0.10 *Want "CPXT +271828182" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3AE0.10 *Want "CPXT -271828182" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3AF0.10 *Want "CPXT -271828182" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3B00.10 *Want "CPXT +3.14159265358979" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3B10.10 *Want "CPXT +3.14159265358979" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3B20.10 *Want "CPXT -3.14159265358979" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3B30.10 *Want "CPXT -3.14159265358979" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3B40.10 *Want "CPXT +0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3B50.10 *Want "CPXT +0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3B60.10 *Want "CPXT 0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3B70.10 *Want "CPXT 0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3B80.10 *Want "CPXT -0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3B90.10 *Want "CPXT -0E368" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3BA0.10 *Want "CPXT -0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3BB0.10 *Want "CPXT -0E-397" FFFF0000 FFFF0000 FFFF0000 FFFF0000 r 3BC0.10 *Want "CPXT +123456789012345E369" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3BD0.10 *Want "CPXT +123456789012345E369" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3BE0.10 *Want "CPXT +123456789012345E-398" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3BF0.10 *Want "CPXT +123456789012345E-398" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3C00.10 *Want "CPXT -123456789012345E369" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3C10.10 *Want "CPXT -123456789012345E369" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3C20.10 *Want "CPXT -123456789012345E-398" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3C30.10 *Want "CPXT -123456789012345E-398" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3C40.10 *Want "CPXT +1234567890123456E368" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3C50.10 *Want "CPXT +1234567890123456E368" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3C60.10 *Want "CPXT +1234567890123456E-397" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3C70.10 *Want "CPXT +1234567890123456E-397" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3C80.10 *Want "CPXT -1234567890123456789012345678901234E6110" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3C90.10 *Want "CPXT -1234567890123456789012345678901234E6110" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3CA0.10 *Want "CPXT -1234567890123456789012345678901234E-6175" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3CB0.10 *Want "CPXT -1234567890123456789012345678901234E-6175" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3CC0.10 *Want "CPXT +(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3CD0.10 *Want "CPXT +(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3CE0.10 *Want "CPXT -(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3CF0.10 *Want "CPXT -(INF)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D00.10 *Want "CPXT +(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D10.10 *Want "CPXT +(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D20.10 *Want "CPXT -(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D30.10 *Want "CPXT -(QNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D40.10 *Want "CPXT +(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D50.10 *Want "CPXT +(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D60.10 *Want "CPXT -(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D70.10 *Want "CPXT -(SNAN)" FFFF0003 FFFF0003 FFFF0003 FFFF0003 r 3D80.10 *Want "CPXT +(DMIN)" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3D90.10 *Want "CPXT +(DMIN)" FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3DA0.10 *Want "CPXT -(DMIN)" FFFF0001 FFFF0001 FFFF0001 FFFF0001 r 3DB0.10 *Want "CPXT -(DMIN)" FFFF0001 FFFF0001 FFFF0001 FFFF0001 # Packed Length of 19 --> Program Specification Exception # do not check DXC, CC r 3DC0.2 *Want "CPXT +3.14159265358979 " 0006 r 3DC4.2 *Want "CPXT +3.14159265358979 " 0006 r 3DC8.2 *Want "CPXT +3.14159265358979 " 0006 r 3DCC.2 *Want "CPXT +3.14159265358979 " 0006 r 3DD0.2 *Want "CPXT +3.14159265358979 " 0006 r 3DD4.2 *Want "CPXT +3.14159265358979 " 0006 r 3DD8.2 *Want "CPXT +3.14159265358979 " 0006 r 3DDC.2 *Want "CPXT +3.14159265358979 " 0006 # Packed Length of 19 --> Program Specification Exception # do not check DXC, CC r 3DE0.2 *Want "CPXT -3.14159265358979 " 0006 r 3DE4.2 *Want "CPXT -3.14159265358979 " 0006 r 3DE8.2 *Want "CPXT -3.14159265358979 " 0006 r 3DEC.2 *Want "CPXT -3.14159265358979 " 0006 r 3DF0.2 *Want "CPXT -3.14159265358979 " 0006 r 3DF4.2 *Want "CPXT -3.14159265358979 " 0006 r 3DF8.2 *Want "CPXT -3.14159265358979 " 0006 r 3DFC.2 *Want "CPXT -3.14159265358979 " 0006 # End of Data marker r 3E00.10 *Want "CPXT 11111111111111111111111111111111 " FFFF0002 FFFF0002 FFFF0002 FFFF0002 r 3E10.10 *Want "CPXT 11111111111111111111111111111111 " FFFF0003 FFFF0003 FFFF0003 FFFF0003 *Done
e73973bfecfcd6cbbcca31753bce090779b2671b
449d555969bfd7befe906877abab098c6e63a0e8
/704/CH2/EX2.48/2_48.txt
b2acbfd8e5f7e92d7282b37609a66d2464aac254
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FOSSEE/Scilab-TBC-Uploads
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refs/heads/master
2020-04-09T02:43:26.499817
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Scilab
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579
txt
2_48.txt
//Caption:Determine the internal losses,torque & efficiency of the motor //Exam:2.48 clc; clear; close; V=240;//supply voltage(in V) I=80;//motor taking current(in Amp) H.p=20;//motor giving H.P. I_p=V*I;//input (in watts) O_p=H.p*735.5;//output (in watts) L_i=I_p-O_p;//internal losses(in watts) disp(L_i,'internal losses in motor(in watts)='); N=1300;//motor speed (in rpm) T=O_p*60/(2*3.14*N);//torque generated in motor(in Nw-m) disp(T,'torque generated in motor(in Nw-m)='); E=(O_p/I_p)*100;//efficiency of the motor disp(E,'efficiency of the motor(in %)=');
fb5c472c5d7d9aa3205c0f510bacd4369d3f8b0a
a62e0da056102916ac0fe63d8475e3c4114f86b1
/set5/s_Electrical_Machines_M._V._Despande_833.zip/Electrical_Machines_M._V._Despande_833/CH12/EX12.2/Ex12_2.sce
dfcb67dc41ecb28268d7d2def4c02e80e948e49a
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no_license
hohiroki/Scilab_TBC
cb11e171e47a6cf15dad6594726c14443b23d512
98e421ab71b2e8be0c70d67cca3ecb53eeef1df6
refs/heads/master
2021-01-18T02:07:29.200029
2016-04-29T07:01:39
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Ex12_2.sce
errcatch(-1,"stop");mode(2);//Caption:Find (a)Starting current (b)Starting torque //Exa:12.2 ; ; P=3000//Power of motor(in watt) V=415//Voltage supplied(in volts) f=50//Frequency(in hertz) p=6//Number of poles pf=0.8//Power factor pfs=0.64//Power factor on short circuit pfn=0.1//No load power factor I_n=3.5//No load current(in A) P_n=250//Power input on no load test(in watt) r_s=1.5//Stator resistance per phase(in ohm) V_r=115//Reduced voltage applied at short circuit test(in volts) I_s=13//Current supplied on short circuit test(in A) P_s=1660//Voltage applied at short circuit test(in watt) n_s=1000//Synchronous speed(in r.p.m) R2=1.77//Rotor resistance referred to stator(in ohms) I_st=I_s*V/(V_r) disp(I_st,'(a)Starting current(in A)=') I_i=I_st*(cosd(pfs)+(%i*(sind(pfs)))) I_o=I_n*(cosd(pfn)+(%i*(sind(pfn)))) I_2=I_i-I_o P_ri=3*(I_2*conj(I_2))*R2 T=P_ri/(2*%pi*(n_s/60)) disp(T,'(b)Starting torque(in N-m)=') exit();
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function [z]= g1(X) z = X.^0 endfunction function [z] = g2(X) z = X endfunction function [z] = g3(X) z = X.^2 endfunction exec('quadrados_minimos.sci'); // definindo os pontos tabelados da função X = [0, 1, 2, 3]; F = [3, 5, 8, 13] ; GLista = list(g1,g2,g3) [a] = quadrados_minimos(X,F,GLista) mprintf('parabola'); printf("\nG(x) = %f + %f * X + %f * X^2\n", a(1), a(2), a(3)); //disp(a) // gráfico x = linspace(-1,3,101); G = a(1) + a(2)*x + a(3)*x.^2; plot(x,G); // calculo do erro 1 GX = a(1) + a(2)*X + a(3)*X.^2; Y = F - GX; E = Y*Y' mprintf('erro'); disp(E) GLista = list(g1,g2) [a] = quadrados_minimos(X,F,GLista) mprintf('Reta') printf("\nG(x) = %f + %f * X\n", a(1), a(2)); //disp(a) L = a(1) + a(2)*x; plot(x,L, 'r'); plot(X,F,'ro'); // calculo do erro 2 LX = a(1) + a(2)*X; Y = F - LX; E = Y*Y' mprintf('erro') disp(E)
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clc //initialisation of variables clear v= 1 m= 0.5 //CALCULATIONS m1 = 2*m m2 = 1*m v1 = 2*v v2 = 1*v M = (m1^2*m2)^(1/(v1+v2)) //RESULTS printf ('mean ionic molality = %.1f ',m2) printf ('\n mean ionic molality = %.3f ',M)
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3_17.sce
//pathname=get_absolute_file_path('3.17.sce') //filename=pathname+filesep()+'3.17-data.sci' //exec(filename) //Initial pressure(in MPa): p1=0.5; CpH2 = 14.307; CpN2 = 1.039; RN2 = 0.2968; RH2 = 4.124; T1 = 300; v1=0.5; vN1 = 0.5; vN2 = 0.75; v2 = 0.25; //Initial volume(in m^3): vi=0.5 //Final pressure(in MPa): pf=1 //Atmospheric pressure(in Pa): patm=1.013*10^5 //Adiabatic index of compression for H2: rH2=CpH2/(CpH2-RH2) //Adiabatic index of compression for N2: rN2=CpN2/(CpN2-RN2) //Final pressure of hydrogen(in Pa): p2=p1*(v1/v2)^rH2 printf("\nRESULT\n") printf("\nFinal pressure of hydrogen = %f MPa",p2/(10^6)) //Partition work: Pw=0 printf("\nPartition work = %d",Pw) //Work done upon H2(in J): WH2=(p1*v1-p2*v2)/(rH2-1) //Work done by nitrogen(in J): WN2=-WH2 printf("\nWork done by hyrogen = %d J",WH2) printf("\nWork done by nitrogen = %d J",WN2) //Mass of N2(in kg): mN2=p1*v1/(RN2*10^3*T1) //Final temperature of N2(in K): T2=p2*vN2*T1/(p1*v1) //Cv of N2(in kJ/kg): CvN2=CpN2-RN2 //Heat added to N2(in kJ): QN2=mN2*CvN2*10^3*(T2-T1)+WN2 printf("\nHeat added to nitrogen = %f kJ",QN2/(10^3))
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Ex4_12.sce
clc //Given that alpha_300 = 2.5e-39 // total polarisability in C^2m/N at 300 K alpha_600 = 1.75e-39 // total polarisability in C^2m/N at 600 K T1 = 300 // Initial temperature in Kelvin T2 = 600 // Final Temperature in Kelvin printf("Example 4.12\n") b = (alpha_300-alpha_600)*T2 al_def_300 = alpha_300 - b/300 al_oriant_300 = b/300 al_oriant_600 = b/600 printf("\n Deformational Polarizability is %e C^2mN^-1",al_def_300) printf("\n Orientational Polarizability at %d degree Celcius is %e C^2mN^-1",T1,al_oriant_300) printf("\n Orientational Polarizability at %d degree Celcius is %e C^2mN^-1",T2,al_oriant_600)
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//example 1.4 //best approximation //page 10 clc;clear;close; A_X=1/3;//the actual number X1=0.30; X2=0.33; X3=0.34; A_E1=abs(A_X-X1); A_E2=abs(A_X-X2); A_E3=abs(A_X-X3); if(A_E1<A_E2) if(A_E1<A_E3) B_A=X1; end end if(A_E2<A_E1) if(A_E2<A_E3) B_A=X2; end end if(A_E3<A_E2) if(A_E3<A_E1) B_A=X3; end end printf('the best approximation of 1/3 is %.2g ',B_A);
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// Display mode mode(0); // Display warning for floating point exception ieee(1); clear; clc; disp("Turbomachinery Design and Theory,Rama S. R. Gorla and Aijaz A. Khan, Chapter 3, Example 16") disp("If D1 is the diameter of pipe, then discharge is Q = pi*D1^2*C2/4") Q = 0.245 D1 = 0.28 C2 = 4*0.245/(%pi*0.28^2) disp("But C2 = Cr1 = Cr2") g =9.81; H = 30; disp("Neglecting losses, we have") //x = Cw1*U1 x = g*H - C2^2 /2; disp("Power developed") Power = x*Q//kW U1 = 16 Cw1 = x/U1 Cr1 = C2 alpha1 = atan(C2/Cw1)*180/%pi beta1 = atan(Cr1/(Cw1-U1)) *180/%pi
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example1_10.sce
clc // Given that d = 0.0001 // distance between two slits in meter Beta = 0.005 // width of the fringes formed in meter D = 1 // distance between slit and screen in meter // Sample Problem 10 on page no. 1.43 printf("\n # PROBLEM 10 # \n") lambda = (Beta * d) / D // calculation for wavelength of light = %e meter printf("\n Standard formula used \n lambda = (Beta * d) / D.\n") printf("\n Wavelength of light = %f A. ",lambda*1e10)
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Ex10_1.sce
l=1//span, in m t=0.27//tread in m sigma_cbc=5//in MPa sigma_st=140//in MPa MF=1.6 a=MF*7 D=l*10^3/a//in mm D=100//assume, in mm W1=D/10^3*t*25//in kN/m M1=W1*l/2//in kN-m M2=t*3*l/2//in kN-m M3=1.3*l//in kN-m M=M1+max(M2,M3)//in kN-m d=sqrt(M*10^6/0.87/t/10^3)//in mm d=83//in mm //assume 8 mm dia bars dia=8//in mm D=d+dia/2+15//this is slightly more than assumed value, hence OK D=100//in mm z=0.87*d//in mm Ast=M*10^6/sigma_st/z//in sq mm n=Ast/0.785/8^2 n=4//assume Ads=0.15/100*D*t*10^3//distribution steel, in sq mm //provide 6 mm dia bars s=1000*0.785*6^2/Ads//>5d=415 mm s=415//in mm Tbd=0.6//in MPa Ld=dia*sigma_st/4/Tbd//in mm Ld=470//assume, in mm mprintf("Summary of design\nThickness of steps=%d mm\nCover from top=15 mm\nMain steel = 8 mm dia, %d in each step with development length of %d mm\nDistribution steel = 6 mm dia @ %d mm c/c",D,n,Ld,s)
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Sy=4.8*10^3;//shear load,given,in N A=300;//Boom area,given,in mm^2 L=200;//leangth,given,in mm
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'successful test OPEN "B", #1, "mouse2.dll" FOR i = 1 TO LOF(1) SEEK #1, i k$ = INPUT$(1, #1) mouse$ = mouse$ + k$ NEXT CLOSE #1 SCREEN 13 DEF SEG = VARSEG(mouse$) a% = SADD(mouse$) CALL absolute(a%) DO k% = INP(&H60) LOOP UNTIL k% = 129
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clc,clear printf('Example 6.27\n\n') kW=[800,500,1000,600] cosphi=[1,0.9,0.8,0.9] tanphi=tan(acos(cosphi)) kVAR=kW.*tanphi kW_total=kW(1)+kW(2)+kW(3)+kW(4) kVAR_total=kVAR(1)+kVAR(2)+kVAR(3)+-1*kVAR(4) //4th case is leading phi_c=atan(kVAR_total/kW_total) //total power factor angle phi_1=acos(0.95)//pf of machine 1 kW_1=1000 //active component of machine 1 kVAR_1=kW_1*tan(phi_1) //reactive component of machine 1 kW_2=kW_total - kW_1 //active component of machine 1 kVAR_2=kVAR_total-kVAR_1 //reactive component of machine 2 phi_2=atan(kVAR_2/kW_2) pf_2=cos(phi_2) //power factor of machine 2 printf('Output of second alternator= %.0f kW',kW_2) printf('\npower factor of machine 2 = %.2f and lagging',pf_2)
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//ex_9 to show that e^iwt is periodic with T=2*pi/W0 clear; clc; close; t=0:1/100:10; w0=1; T=2*%pi/w0; x=exp(%i*w0*t); y=exp(%i*w0*(t+T)); if ceil(x)==ceil(y) then disp('e^iwt is periodic with T=2*pi/W0') else disp('nonperiodic') end
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clc pathname=get_absolute_file_path('8_3_4.sce') filename=pathname+filesep()+'834.sci' exec(filename) printf(" All the values in the textbook are Approximated hence the values in this code differ from those of Textbook \n ") function[Cp1]=fun1(T) Cp1=0.04937 + T*13.92*10^(-5) - T^2 *5.816*10^(-8) + T^3 *7.280 * 10^(-12) endfunction function[Cp2]=fun2(T) Cp2=0.06803 +T*22.59*10^(-5) - T^2 *13.11*10^(-8) + T^3 *31.71 * 10^(-12) endfunction function[Cp]=fun(T) Cp=x*fun1(T)+ (1-x)*fun2(T) endfunction deltaH=intg(T1,T2,fun) //intg is an inbult function used for definite integration printf(" \n Heat capacity of Mixture=%f KJ/mol",deltaH) Qdot=ndot*deltaH printf(" \n Heat Required=%f KJ/h",Qdot)
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clc clear printf("Example 2.6 | Page number 41 \n\n"); //(a)Find the work of compression of air. //(b)What would be the work done on air. //Given Data p1 = 1.0 //bar //initial pressure V1 = 0.1 //m^3 //initial volume p2 = 6 //bar //final pressure //and p1*(V1^1.4) = p2*(V2^1.4) printf("Initial pressure = %.2f bar\n",p1); printf("inital volume = %.2f m^3\n",V1); printf("Final pressure = %.2f bar\n\n",p2); //Solution //Part (a) printf("Part (a)\n"); V2 = V1*(p1/p2)^(1/1.4) //m^3 //final volume printf("Final Volume = %.4f m^3\n",V2); W_d = (10^5)*(p1*V1 - p2*V2)/(1.4-1); //J //Work of compression for air printf("Work of compression for air = %.1f KJ\n\n",W_d*.001); //Part (b) printf("Part (b)\n"); V2 = (p1/p2)*V1; //m^3 //final volume printf("Final Volume = %.4f m^3\n",V2); W_d = (10^5)*p1*V1*log(V2/V1); //J //Work done on air printf("Work done on air = %.1f KJ\n\n",W_d*.001);
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clc clear Eith=0.29; Em=0.77; BP=5.5; SG=0.87; CV=43000; Ebth=Em*Eith; Mf=(BP*3600)/(Ebth*CV); D=SG*1000; Mff=(Mf*1000)/D printf('Mf= %3.2f litre/hr',Mff); printf('\n');
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//Example 20.2 delta_Q_electrons=-0.300*10^-3;//Charge (C) delta_t=1;//Time (s) I_electrons=delta_Q_electrons/delta_t;//Current due to flow of electrons (C/s) q=-1.60*10^-19;//Charge per electron (C) printf('Number of electrons passing per second = %0.2e electrons/s',I_electrons/q) //Answer varies due to round off error //Openstax - College Physics //Download for free at http://cnx.org/content/col11406/latest
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// Scilab code Ex4.31: : Pg:181 (2008) clc;clear; Lambda = 6000e-08; // Wavelength of light, cm mu = 1.35; // Refractive index of thin wedge shaped film omega = 0.20; // Fringe width, cm // As omega = Lambda/(2*mu*theta), solving for theta theta = Lambda/(2*mu*omega)*180/%pi; // Angle of the wedge, degree printf("\nThe angle of the wedge = %6.4f degree", theta); // Result // The angle of the wedge = 0.0064 degree
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Example4_1.sce
// Electric Machinery and Transformers // Irving L kosow // Prentice Hall of India // 2nd editiom // Chapter 4: DC Dynamo Torque Relations-DC Motors // Example 4-1 clear; clc; close; // Clear the work space and console. // Given data d = 0.5; // diameter of the coil in m l = 0.6; // axial length of the coil in m B = 0.4; // flux density in T I = 25; // current carried by the coil in A theta = 60; // angle between the useful force & the interpolar ref axis in deg // Calculations F = B * I * l; // force developed on each coil side in N f = F * sind(theta); // force developed at the instant the coil lies at an angle // of 60 w.r.t the interpolar ref axis r = d / 2; // radius of the coil in m T_c = f * r; // torque developed in N-m T_c1 = T_c * 0.2248 * 3.281 ; // torque developed in lb-ft by first method T_c2 = T_c * 0.737562 ; // torque developed in lb-ft by second method // Display the results disp("Example 4-1 Solution : ") printf("\n a : F = %d N ", F ); printf("\n b : f = %.2f N ", f ); printf("\n c : Tc = %.2f N-m ", T_c ); printf("\n d : 1.3 N-m * 0.2248 lb/N * 3.281 ft/m = %.2f lb-ft ", T_c1 ); printf("\n 1.3 N-m * 0.737562 lb.ft/N.m = %.2f lb-ft ", T_c2 );
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ex_9_2.sce
errcatch(-1,"stop");mode(2);//Example 9.2 : the fracture strength and compare ; ; format('v',10) //given data : E=70*10^9; // in N/m^2 C=(4.2*10^-6)/2;// in m gama=1.1; // in J/m^2 sigma=sqrt((2*E*gama)/(%pi*C)); disp(sigma,"fracture strength,sigma(N/m^2) = ") exit();
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//Example 5.33 //Newton Raphson and Mullers Method //Page no. 202 clc;clear;close; deff('x=f(x)','x=x^4-8*x^3+18*x^2+0.12*x-24.24') deff('x=f1(x)','x=4*x^3-24*x^2+36*x+0.12') //newton raphson x9=[1.5,2.5,2.7,3.1;4,5,14,10] for h=1:4 x0=x9(1,h);e=0.00001 for i=1:x9(2,h) x1=x0-f(x0)/f1(x0) e1=abs(x0-x1) x0=x1; if abs(x0)<e then break; end end printf('\nThe solution of this equation by newton raphshon after %i Iterations is %.5f\n',i,x1) end //mullers method zx=[1,2,2.7,3.1;2,3,3.7,4.1;3,4,4.7,5.1] zi=[1;2;3]; s=["i","z0","z1","z2","f0","f1","f2","li","di","gi","li+1","hi","hi+1","zi+1","D+","D_"] li(1)=(zi(3,1)-zi(2,1))/(zi(2,1)-zi(1,1)) hi(1)=zi(3,1)-zi(2,1); for i=2:4 for j=1:3 fz(j,i-1)=f(zi(j,i-1)) end di(i-1)=1+li(i-1) gi(i-1)=fz(1,i-1)*li(i-1)^2-fz(2,i-1)*di(i-1)^2+fz(3,i-1)*(li(i-1)+di(i-1)) D1(i-1)=gi(i-1)+sqrt(gi(i-1)^2-4*fz(3,i-1)*di(i-1)*li(i-1)*(fz(1,i-1)*li(i-1)-fz(2,i-1)*di(i-1)+fz(3,i-1))) D2(i-1)=gi(i-1)-sqrt(gi(i-1)^2-4*fz(3,i-1)*di(i-1)*li(i-1)*(fz(1,i-1)*li(i-1)-fz(2,i-1)*di(i-1)+fz(3,i-1))) if abs(D1(i-1))>abs(D2(i-1)) then li(i)=-2*fz(3,i-1)*di(i-1)/D1(i-1) else li(i)=-2*fz(3,i-1)*di(i-1)/D2(i-1) end hi(i)=li(i)*hi(i-1); z(i-1)=zi(3,i-1)+hi(i) for j=1:2 zi(j,i)=zi(j+1,i-1) end zi(3,i)=z(i-1) end printf('\n\nAt the end of the %ith iteration by mullers method, the root of the equation is %.10f',j+2,z(j))
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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/02/ALU.tst load ALU.hdl, output-file czALU.out, compare-to czALU.cmp, output-list x%B1.16.1 y%B1.16.1 zx%B1.1.1 nx%B1.1.1 zy%B1.1.1 ny%B1.1.1 f%B1.1.1 no%B1.1.1 out%B1.16.1 zr%B1.1.1 ng%B1.1.1; set x %B0000000000000001, // x = 0 set y %B1111111111111111; // y = -1 // Compute x + 1 set zx 0, set nx 1, set zy 1, set ny 1, set f 1, set no 1, eval, output;
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Example_3_4.sce
//Caption: Weighted Arithmetic mean of ungrouped data //Example3.4 //page43 clear; clc; X = input('Enter the demand in units ='); w = input('Corresponding Weights='); n = length(X); num =0; den =0; for i = 1:n num = num+w(i)*X(i); den = den+w(i); end Xw = num/den; disp(Xw,'The Estimated demand for the Year 2003 is Xw='); //Result //Enter the demand in units = [400,500,450] //Corresponding Weights= [1,2,3] //The Estimated demand for the Year 2003 is Xw= 458.33333
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testing2.sce
scenario = "One-Back-Arm"; # This name is recorded in the log file scenario_type = trials; response_matching = simple_matching; response_logging = log_all; active_buttons = 3; #button_codes = 1, 2, 3; # These values will be used to code participant responses #target_button_codes = 0, 0, 2; button_codes = 0, 0, 2; target_button_codes = 0, 0, 1; write_codes = true; # Enables triggering via the parallel port pulse_width = 10; # Trigger pulses are set to 10 msec in duration response_port_output = true; # Enables trigger codes for response buttons default_font_size = 56; default_font = "Arial"; default_background_color = 0,0,0; #Black# default_text_color = 255,255,255; #White# begin; # Instructions for block trial { trial_duration = forever; trial_type = specific_response; terminator_button = 3; picture { text {font_size = 25; caption = "Heute wirst Du auf dem Arm gestreichelt. Wenn Du bereit bist zu beginnen, druecke bitte die 'Enter' Taste."; }; x = 0; y = 0; }; time = 0; }instructions_notouch; #500ms fixation at beginning of trial trial { trial_duration=500; trial_type=fixed; picture { text {font_size = 56; caption = "+";}; x = 0; y = 0; }; time = 0; }fix; #Break after 1/3 trials (1 loop) trial { trial_duration = forever; trial_type = specific_response; terminator_button = 3; picture { text {font_size = 25; caption = "Ende des Blocks Bitte druecke 'Enter' um fortzufahren"; }; x = 0; y = 0; }; time = 0; }break_trials; #List of dummy sounds (2 used at the beginning of each block) array { sound { wavefile {filename = "Neutral_TLSM.wav";}; default_port_code = 10; description = "dummy"; } stim; sound { wavefile { filename = "Neutral_6.wav"; }; }; sound { wavefile { filename = "Neutral_61.wav"; }; }; }soundListD; #entire sound array array { TEMPLATE "declaresounds.tem" { file; "Neutral_TKH.wav"; "Neutral_LS.wav"; "Neutral_Edward.wav"; "Neutral_NXR.wav"; "Neutral_46.wav"; "Neutral_SG.wav"; "Neutral_Joyce.wav"; "Neutral_58.wav"; "Neutral_ML.wav"; "Neutral_Elizabeth.wav"; "Neutral_CW.wav"; "Neutral_SH.wav"; "Neutral_Daryl.wav"; "Neutral_Janvin.wav"; "Surprise_Ernest_rot.wav"; "Surprise_TKH_rot.wav"; "Surprise_55_rot.wav"; "Surprise_Madeline_rot.wav"; "Surprise_CKH_rot.wav"; "Surprise_60_rot.wav"; "Surprise_GZ_rot.wav"; "Surprise_GC_rot.wav"; "Surprise_Edward_rot.wav"; "Surprise_MY_rot.wav"; "Surprise_Elizabeth_rot.wav"; "Surprise_NXR_rot.wav"; "Surprise_MSC_rot.wav"; "Surprise_45.wav"; "Surprise_59.wav"; "Surprise_6.wav"; "Surprise_CC.wav"; "Surprise_CW.wav"; "Surprise_Daryl.wav"; "Surprise_Janvin.wav"; "Surprise_Joyce.wav"; "Surprise_LS.wav"; "Surprise_ML.wav"; "Surprise_Rena.wav"; "Surprise_SG.wav"; "Surprise_SH.wav"; "Surprise_TLSM.wav"; "Neutral_42_rot.wav"; "Neutral_55_rot.wav"; "Neutral_59_rot.wav"; "Neutral_CC_rot.wav"; "Neutral_CKH_rot.wav"; "Neutral_DK_rot.wav"; "Neutral_Ernest_rot.wav"; "Neutral_GC_rot.wav"; "Neutral_GZ_rot.wav"; "Neutral_Madeline_rot.wav"; "Neutral_MSC_rot.wav"; "Neutral_MY_rot.wav"; "Neutral_Rena_rot.wav"; "Neutral_ML_rot.wav"; "Neutral_Elizabeth_rot.wav"; "Neutral_SH_rot.wav"; "Neutral_NXR_rot.wav"; "Neutral_CW_rot.wav"; "Neutral_TKH_rot.wav"; "Neutral_Janvin_rot.wav"; "Neutral_58_rot.wav"; "Neutral_Edward_rot.wav"; "Neutral_Daryl_rot.wav"; "Neutral_LS_rot.wav"; "Neutral_46_rot.wav"; "Neutral_SG_rot.wav"; "Neutral_Joyce_rot.wav"; "Neutral_42.wav"; "Neutral_55.wav"; "Neutral_59.wav"; "Neutral_CC.wav"; "Neutral_CKH.wav"; "Neutral_DK.wav"; "Neutral_Ernest.wav"; "Neutral_GC.wav"; "Neutral_GZ.wav"; "Neutral_Madeline.wav"; "Neutral_MSC.wav"; "Neutral_MY.wav"; "Neutral_Rena.wav"; "Surprise_45_rot.wav"; "Surprise_59_rot.wav"; "Surprise_6_rot.wav"; "Surprise_CC_rot.wav"; "Surprise_CW_rot.wav"; "Surprise_Daryl_rot.wav"; "Surprise_Janvin_rot.wav"; "Surprise_Joyce_rot.wav"; "Surprise_LS_rot.wav"; "Surprise_ML_rot.wav"; "Surprise_Rena_rot.wav"; "Surprise_SG_rot.wav"; "Surprise_SH_rot.wav"; "Surprise_TLSM_rot.wav"; "Surprise_CKH.wav"; "Surprise_Ernest.wav"; "Surprise_GZ.wav"; "Surprise_60.wav"; "Surprise_Elizabeth.wav"; "Surprise_Madeline.wav"; "Surprise_GC.wav"; "Surprise_MY.wav"; "Surprise_Edward.wav"; "Surprise_55.wav"; "Surprise_NXR.wav"; "Surprise_MSC.wav"; "Surprise_TKH.wav"; }; }soundList; #neutral original array { TEMPLATE "declaresounds.tem" { file; "Neutral_TKH.wav"; "Neutral_LS.wav"; "Neutral_Edward.wav"; "Neutral_NXR.wav"; "Neutral_46.wav"; "Neutral_SG.wav"; "Neutral_Joyce.wav"; "Neutral_58.wav"; "Neutral_ML.wav"; "Neutral_Elizabeth.wav"; "Neutral_CW.wav"; "Neutral_SH.wav"; "Neutral_Daryl.wav"; "Neutral_Janvin.wav"; "Neutral_42.wav"; "Neutral_55.wav"; "Neutral_59.wav"; "Neutral_CC.wav"; "Neutral_CKH.wav"; "Neutral_DK.wav"; "Neutral_Ernest.wav"; "Neutral_GC.wav"; "Neutral_GZ.wav"; "Neutral_Madeline.wav"; "Neutral_MSC.wav"; "Neutral_MY.wav"; "Neutral_Rena.wav"; }; }repeat1; #neutral_rot array{ TEMPLATE "declaresounds.tem"{ file; "Neutral_42_rot.wav"; "Neutral_55_rot.wav"; "Neutral_59_rot.wav"; "Neutral_CC_rot.wav"; "Neutral_CKH_rot.wav"; "Neutral_DK_rot.wav"; "Neutral_Ernest_rot.wav"; "Neutral_GC_rot.wav"; "Neutral_GZ_rot.wav"; "Neutral_Madeline_rot.wav"; "Neutral_MSC_rot.wav"; "Neutral_MY_rot.wav"; "Neutral_Rena_rot.wav"; "Neutral_ML_rot.wav"; "Neutral_Elizabeth_rot.wav"; "Neutral_SH_rot.wav"; "Neutral_NXR_rot.wav"; "Neutral_CW_rot.wav"; "Neutral_TKH_rot.wav"; "Neutral_Janvin_rot.wav"; "Neutral_58_rot.wav"; "Neutral_Edward_rot.wav"; "Neutral_Daryl_rot.wav"; "Neutral_LS_rot.wav"; "Neutral_46_rot.wav"; "Neutral_SG_rot.wav"; "Neutral_Joyce_rot.wav"; }; }repeat2; #surprise_orig array{ TEMPLATE "declaresounds.tem"{ file; "Surprise_45.wav"; "Surprise_59.wav"; "Surprise_6.wav"; "Surprise_CC.wav"; "Surprise_CW.wav"; "Surprise_Daryl.wav"; "Surprise_Janvin.wav"; "Surprise_Joyce.wav"; "Surprise_LS.wav"; "Surprise_ML.wav"; "Surprise_Rena.wav"; "Surprise_SG.wav"; "Surprise_SH.wav"; "Surprise_TLSM.wav"; "Surprise_CKH.wav"; "Surprise_Ernest.wav"; "Surprise_GZ.wav"; "Surprise_60.wav"; "Surprise_Elizabeth.wav"; "Surprise_Madeline.wav"; "Surprise_GC.wav"; "Surprise_MY.wav"; "Surprise_Edward.wav"; "Surprise_55.wav"; "Surprise_NXR.wav"; "Surprise_MSC.wav"; "Surprise_TKH.wav"; }; }repeat3; #surprise_rot array{ TEMPLATE "declaresounds.tem"{ file; "Surprise_Ernest_rot.wav"; "Surprise_TKH_rot.wav"; "Surprise_55_rot.wav"; "Surprise_Madeline_rot.wav"; "Surprise_CKH_rot.wav"; "Surprise_60_rot.wav"; "Surprise_GZ_rot.wav"; "Surprise_GC_rot.wav"; "Surprise_Edward_rot.wav"; "Surprise_MY_rot.wav"; "Surprise_Elizabeth_rot.wav"; "Surprise_NXR_rot.wav"; "Surprise_MSC_rot.wav"; "Surprise_45_rot.wav"; "Surprise_59_rot.wav"; "Surprise_6_rot.wav"; "Surprise_CC_rot.wav"; "Surprise_CW_rot.wav"; "Surprise_Daryl_rot.wav"; "Surprise_Janvin_rot.wav"; "Surprise_Joyce_rot.wav"; "Surprise_LS_rot.wav"; "Surprise_ML_rot.wav"; "Surprise_Rena_rot.wav"; "Surprise_SG_rot.wav"; "Surprise_SH_rot.wav"; "Surprise_TLSM_rot.wav"; }; }repeat4; #Each trial has fixation cross and sound, and lasts as long as each sound picture { text { font_size = 56; caption = "+"; }; x = 0; y = 0; }trialFix; trial { trial_duration = stimuli_length; trial_type = fixed; picture trialFix; target_button = 3; stimulus_event { sound stim; code = "repeat"; port_code = 11; }eventR; }trialR; trial { trial_duration = stimuli_length; trial_type = fixed; picture trialFix; target_button = 3; stimulus_event { sound stim; code = "dummy"; port_code = 10; }event1; }trial1; #inter-trial interval trial { trial_type = fixed; trial_duration = 11; picture {} default; target_button = 3; }ITI; #------------------------------------------------------------------------- begin_pcl; output_port my_port = output_port_manager.get_port(1); #arrays for port codes for stimuli array<int> soundPortCodes[108] = { 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 200, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 100, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 201, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101, 101 }; sub bool isNextSoundRotated(array<int, 1> list, int currentPointer) begin; return false; end; sub bool isRepeat begin; return false; end; sub array<sound, 1> getShuffledRepeated begin; array<sound> firstSet[1]; array<sound> secSet[1]; array<sound> thirdSet[1]; array<sound> fourthSet[1]; firstSet.assign(repeat1); secSet.assign(repeat2); thirdSet.assign(repeat3); fourthSet.assign(repeat4); firstSet.shuffle(); secSet.shuffle(); thirdSet.shuffle(); fourthSet.shuffle(); firstSet.resize(6); secSet.resize(6); thirdSet.resize(6); fourthSet.resize(6); firstSet.append(secSet); firstSet.append(thirdSet); firstSet.append(fourthSet); return firstSet; end; sub playSounds(array<sound, 1> repeatedSounds, array<int, 1> shuffledList) begin; int count = repeatedSounds.count(); int pointer = 1; loop until pointer > count begin; #if pointer == 1 then end; end; sub presentIndividualSound(int soundIndex) begin; fix.present(); ITI.set_duration(random(1000, 3000)); array<int> buttonCodes[3] = {0, 0, 2}; response_manager.set_target_button_codes(buttonCodes); event1.set_port_code(soundPortCodes[soundIndex]); event1.set_event_code(soundList[soundIndex].description()); end; sub presentRepeatedSound begin; end; sub presentDummySounds begin; loop int d = 1 until d > 2 begin; fix.present(); soundListD[d].get_wavefile().load(); event1.set_stimulus(soundListD[d]); ITI.set_duration(random(1000, 3000)); trial1.present(); ITI.present(); soundListD[d].get_wavefile().unload(); d = d + 1; end; end; sub mainLoop begin; presentDummySounds(); loop int block = 1 until block > 3 begin; #shuffle sound list array reference array<int> shuffledList[108]; shuffledList.fill(1, 108, 1, 1); shuffledList.shuffle(); array<sound> repeatedSounds[] = getShuffledRepeated(); playSounds(repeatedSounds, shuffledList); end; end;
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//Example 17.1 //Forces in rolling //Page No. 596 clc;clear;close; mu=0.08; //no unit R=12; //in inches alpha=atand(mu); dh=mu^2*R; printf('\nMaximum possible reduction when mu is 0.08 = %g in\n',dh); mu=0.5; //no unit dh=mu^2*R; printf('Maximum possible reduction when mu is 0.5 = %g in',dh);
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// PG (405) deff('[y]=f(x,y)','y=lamda*y+(1-lamda)*cos(x)-(1+lamda)*sin(x)') lamda = -1; [x,y]=Euler1(1,1,5,0.5,f) lamda = -10; [x,y]=Euler1(1,1,5,0.1,f) lamda = -50; [x,y]=Euler1(1,1,5,0.01,f)
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//EX10_8 PG-10.40 clc A=61;//gain required for the non inverting amplifier R1=1e3; printf("Refer to the figure-10.36 shown\n") printf(" \n The gain of the non inverting amplifier is A=1+Rf/R1") //the gain of the non inverting amplifier is A=1+Rf/R1 x=A-1;//x=Rf/R1 Rf=x*R1; printf("\n\n Therefore feedback resistance Rf=%.0f kohm \n",Rf*1e-3)
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//Chapter 9 Ionic Equilibria and Buffer Action clc; clear; //Initialisation of Variables C= 0.050 //M K= 2.4*10**-17 c= 0.1 //M //CALCULATIONS c1= K*C/c**2 //RESULTS mprintf("Concentration of carbonate-ion = %.1e mole per litre",c1)
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[fd, SST, Sheetnames, Sheetpos] = xls_open("book1.xls"); s= ['The number of sheets are:', string(size(Sheetnames,2)), ' and their names are:', Sheetnames]; disp(s); [Value, TextInd] = xls_read (fd, Sheetpos (1)); mclose(fd); a=Value(TextInd(:)==0); // Extracting the numeric values s= ['The numeric values in the Excel sheet are:', string(a')]; disp (s); disp (['The strings in the sheet are:', SST]); age=Value(2:$,2); // Extracting the second column’s numeric data Weight=Value(2:$,3); // Extracting the third column’s numeric data Height=Value(2:$,4); // Extracting the fourth column’s numeric data Name=[SST(TextInd(2:$,1))]'; // Extracting names from the first column BMI=10000*Weight./(Height.^2); str=msprintf ("%-10s%5.2f\n", Name, BMI); s=msprintf ("%-10s%s\n", "Name", "BMI"); s1= [s; str]; disp(s1);
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//Example 27_6 clc(); clear; //To find how many radium atoms in the vial undergo decay t1=5.1*10^10 //Units in sec lamda=0.693/t1 //Units in sec^-1 n1=6.02*10^26 //Units in atoms/Kmol n2=226 //Units in Kg/Kmol m1=0.001 //Units in Kg N=n1*m1/n2 //Units in number of atoms deltat=1 //Units in sec deltan=-lamda*N*deltat //Units in Number printf("The number of dis integrations per sec=") disp(deltan)
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\name ARDUINO_SETUP \palette Arduino \smalldescription Permet de configuration le port de communication série entre l'arduino et scilab. \description Ce bloc doit \bold{obligatoirement} être placé sur le schéma lors de l'utilisation d'autres blocs de la toolbox. Il permet de définir le port de communication entre la carte Arduino et Xcos. Le port à utiliser peut être déterminé en lançant l'application Arduino et en vérifiant le com indiqué dans Outils/Port série. Celui-ci peut également être modifié dans le Gestionnaire de périphériques / Ports (options Avancées). Il n'est pas possible actuellement d'utiliser plusieurs cartes Arduino. La toolbox n'est utilisable que sous Windows pour l'instant. \bold{Attention pour utiliser la toolbox Arduino, il est indispensable de charger dans la carte Arduino le programme toolbox_arduino.ino disponible sur le site :} http://www.demosciences.fr \dialogbox \image{ARDUINO_SETUP_dialogbox.png} Le port de communication doit être spécifié (entre 2 et 9 sinon un message d'erreur apparaît). Le numéro de carte Arduino doit être égal à 1 actuellement (sinon un message d'erreur apparaît) \example1 L'exemple ci-dessus montre l'utilisation du bloc dans le cas du clignotement de la led 13 de la carte UNO définie sur le port de communication 5. Les blocs utilisent les paramètres par défaut, sauf pour le bloc PULSE de la palette standard dont on spécifie le déphasage à 0. \image{ARDUINO_SETUP_example.png} \seealso TIME_SAMPLE
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//Example 4.14 //illumination under each lamp and midway between lamps clc; clear; close; format('v',5 ) CP=100;// h=6;//in meter d=16;// meter x=sqrt(h^2+d^2);// em=2*((CP/h^2)*(h/(d-h))^3);//illumination in the middle in lux ee=((CP/h^2)*(1+(h/x)^3));//illumination iunder each lamp in lux disp(ee,"illumination under each lamp in lux") disp(em,"illumination in the middle in lux")
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// function [Rnum,Rnumdeg,Rden,Rdendeg] = l2r(N,degN,D,degD) // given Numerator and Denominator polynomial matrices in left form, // not necessarily coprime, finds right coprime factorisation. function [Rnum,Rnumdeg,Rden,Rdendeg] = l2r(N,degN,D,degD) [N,degN] = transp(N,degN); [D,degD] = transp(D,degD); [Rnum,Rnumdeg,Rden,Rdendeg] = left_prm(N,degN,D,degD); [Rnum,Rnumdeg] = transp(Rnum,Rnumdeg); [Rden,Rdendeg] = transp(Rden,Rdendeg); endfunction;
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function []=interpolation(t0,vt0,t1,vt1,t2,vt2,t) b0=vt0; b1=(vt1-vt0)/(t1-t0); b2=((vt2-vt1)/(t2-t1)-(vt1-vt0)/(t1-t0))/t2-t0; pol=b0+b1*(t-t0)+b2((t-t0)*(t-t1)); disp(horner(pol,t)) endfunction
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clc clear //input e=235;//e.m.f generated by an armature of a d.c. machine in volts v=100;//velocity of armature of a d.c. machine in rad/s i=16;//current in amperes //calculations p=e*i;//power of armature in watts t=p/v;//required torque in newton meter //output mprintf('required torque is %3.1f Nm',t)
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clear clc A=[0 1 2;1 2 3;2 3 4] B=[1 -2;-1 0;2 -1] disp("AB= ") A*B disp("BA= ") B*A
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//example 11.7// clc //clears the screen// clear //clears already existing variables// //given A1A0=11, I1I0=01// disp('the association operation is performed with keyword 01. The memory locations 1, 5 and 7 match the keyword giving out logic 0 at the corresponding Y outputs. Therefore,') disp('Y=01011101')
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//Chapter 13_Voltage Regulators //Caption : Inductor and Capacitor //Example13.14: A switching voltage regulator operates at a switching frequency of 30kHz and is to supply a load current Io of 1 A at a dc output voltage Vo of +10V.The dc input voltage is Vin=20V and the output(peak-peak) ripple factor is not to exceed 0.05%. Assume Rl=10 Ohm. //a)Find the value of the filter inductor L such that the maximum change or ripple in the current through the inductor will not exceed 40% of the average or dc current. //b)Find the value of the outpur capacitor CL for L1=100 uH and for L2=500 uH. clear; clc; //a)Solution: Rl=10; D=0.5; T=2.5; fs=30*10^3; L=Rl*T*(1-D)/fs; disp('uH',L/10^-6,'filter inductor L to ensure maximum ripple in the current through the inductor will not exceed 40% of the dc current is:') //b)Solution: L1=100*10^-6; RF=0.05*10^2;//output (peak-peak)ripple factor maximum limit //for ripple factor condition we have CL1=1/(15*fs^2*L1*RF); disp('********For L=100 uH********') disp('uF',CL1*10^10,'output capacitor is:') disp('********For L=500 uH********') L2=500*10^-6; CL2=1/(15*fs^2*L2*RF); disp('uF',CL2*10^10,'output capacitor is:')
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//Determine following parameters N = 7; C = 395; Nc = C/N; Se1 = 39.8/63.1; Se2 = 5.8648/1.384; disp(Nc, 'No. of voice channels/cell site') disp(Se1, 'Spectral Efficiency in analog system') disp(Se2, 'Spectral Efficiency in digital system')
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sce
ex8_1.sce
errcatch(-1,"stop");mode(2);//ex8.1 g_m=4*10^-3; R_d=1.5*10^3; A_v=g_m*R_d; disp(A_v,'Voltage gain') exit();