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How will i transfer this graphical method code to simplex method?

4 vues (au cours des 30 derniers jours)
Warda Panondi
Warda Panondi le 20 Oct 2018
Commenté : madhan ravi le 20 Oct 2018
this is code is for maximizing the sizes of the cantiliver beam in graphical method of linear programming. i just want to ask a little idea how to transfer it in simplex method.
clear all; close all; clc; FOS= input(' Enter the value for FOS= '); F= input('Enter Force= '); L= input('Length= '); E= input('Enter Youngs Modulus for Material= '); sigma_y= input('Yield Stress of the Material= '); def= input(' Maximum allowable deflection= '); a= input(' Minimum depth of the beam= '); b= input(' Maximum depth of the beam= '); constrain1= 6*F*(L)*FOS/sigma_y;
x1= a:0.1:b; [r,c]=size(x1); x2=x1; for i=1:1:c x2(1,i)=constrain1/x1(1,i)^2; end constrain2=4*F*(L^3)/E*def; x3=x1; for i=1:1:c x3(1,i)=constrain2/x1(1,i)^3; end plot(x1,x2,x1,x3);
thank you very much for your kind response.
  4 commentaires
madhan ravi
madhan ravi le 20 Oct 2018
give all your input datas to test and simplify . select the whole code and press the code button{} so that its easy to read
Warda Panondi
Warda Panondi le 20 Oct 2018
clear all;
close all;
clc;
FOS= input(' Enter the value for FOS= ');
F= input('Enter Force= ');
L= input('Length= ');
E= input('Enter Youngs Modulus for Material= ');
sigma_y= input('Yield Stress of the Material= ');
def= input(' Maximum allowable deflection= ');
a= input(' Minimum depth of the beam= ');
b= input(' Maximum depth of the beam= ');
darshan1= 6*F*(L)*FOS/sigma_y;
x1= a:0.001:b;
[r,c]=size(x1);
x2=x1;
for i=1:1:c
x2(1,i)=darshan1/x1(1,i)^2;
end
darshan2=4*F*(L^3)/E*def;
x3=x1;
for i=1:1:c
x3(1,i)=darshan2/x1(1,i)^3;
end
plot(x1,x2,x1,x3);
thank you sir madhan ravi.

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Réponse acceptée

madhan ravi
madhan ravi le 20 Oct 2018
Modifié(e) : madhan ravi le 20 Oct 2018
clear all;
close all;
clc;
FOS= input(' Enter the value for FOS= ');
F= input('Enter Force= ');
L= input('Length= ');
E= input('Enter Youngs Modulus for Material= ');
sigma_y= input('Yield Stress of the Material= ');
def= input(' Maximum allowable deflection= ');
a= input(' Minimum depth of the beam= ');
b= input(' Maximum depth of the beam= ');
darshan1= 6*F*(L)*FOS/sigma_y;
darshan2=4*F*(L^3)/E*def;
x1= a:0.001:b;
[r,c]=size(x1);
x2=darshan1./x1.^2;
x3=darshan2./x1.^3;
plot(x1,x2,'r',x1,x3,'b');
  3 commentaires
Warda Panondi
Warda Panondi le 20 Oct 2018
Thank you very much, sir, for your response and especially to your time sir.
madhan ravi
madhan ravi le 20 Oct 2018
anytime :)

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