facing problem in optimization using GA
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Hi all
i want the value of p(t),q(t) and a(t) and the value of t from 1 to 25 with minimizing a function z, code is given below,
function z=opt19(p,q,a)
M=100;
r=0.8;
alpha=0.45;
beta=0.75;
gama=0.1;
d=0.004;
h=0.4;
n=100;
nn=15;
x = zeros(nn,1); 
a = zeros(nn,1); 
p = zeros(nn,1); 
c = zeros(nn,1);
q = zeros(nn,1);
lembda = zeros(nn,1); 
delT=1; 
x(1)=2; 
   c(1)=1580;
   lembda(1)=150; 
    for t=1:nn-1
p(t)=c(t)+lembda(t)+1/d;
   q(t)=exp(1/x(t)-1)*log10(c(t)/n);
   c(t)=n*q(t)^x(t)-1;
   a(t)=(p(t)-c(t)+lembda(t)*beta*(M-x(t))*exp(-d*p(t))*exp(h*q(t)));
   z=((p(t)-1200+150)*(-0.004)*(0.45+0.75*log10(abs(a(t)))+0.1*2)*(100-2)*exp(-(.004)*p(t))*exp(.4*q(t))...
  +(0.45+0.75*log10(abs(a(t)))+0.1*2)*(100-2)*exp(-(.004)*p(t))*exp(.4*q(t)))^(2)...
  +((p(t)-1200+150)*0.4*(0.45+0.75*log10(abs(a(t)))+0.1*2)*(100-2)*exp(-(.004)*p(t))*exp(.4*q(t))...
      +100*(2-1)*q(t)^(2-2)*(0.45+0.75*log10(abs(a(t)))+0.1*2)*(100-2)*exp(-(.004)*p(t))*exp(.4*q(t)))^(2)+...
  ((p(t)-1200+150)*0.75/a(t)*(100-2*exp(-(.004)*p(t))*exp(.4*q(t))-1))^(2);
x(t+delT)=x(t)+delT*(alpha+beta*log10(abs(a(t)))+gama*x(t))*(M-x(t))*exp(-d*p(t))*exp(h*q(t));
gx=exp(-d*p(t))*exp(h*q(t))*(gama*M-alpha-beta*log10(a(t))-2*gama*x(t));
cx=n*q(t)^(x(t)-1)*log10(q(t));
g=(alpha+beta*log10(a(t))+gama*x(t))*(M-x(t))*exp(-d*p(t))*exp(h*q(t));
   lembda(t+delT)=lembda(t)+delT*(r*lembda(t)-gx*(p(t)-c(t)+lembda(t))+cx*g);
   end
my problem is how to write objective function, i wrote the code please tell me how i will solve my problem please.
Thank you.
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Respuestas (1)
  Alan Weiss
    
      
 el 2 de Jul. de 2012
        Your code accepts arguments p, q, and a, and then overwrites them with different values (zeros(nn,1)). So I am not sure what your optimization variables are.
In any case, fmincon wants a single variable. I don't know what your variables are, but suppose they are the p, q, and a variables. Then you would write an objective function file such as
 function f = objfun(x)
 p = x(1:13);
 q = x(14:26);
 a = x(27:end);
 (...calculations using p,  q, and a go here)
Good luck,
Alan Weiss
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