These are the equations:
function [fval]= ptfunc(X)Tcell=X(1);Pcell=X(2);Qh=X(3);Pteg=X(4);alpha = 0.95;A = (0.04)^2; epsilon = 0.88; sigma = 5.69*10^(-8); Ta = 298.15; u=(0.003+1/5)^-(1);ns = 0.10; theta = 0.0011; An=6.4*10^-7;Hn=0.01;%:0.01:0.06;
N=62;S=185*10^-6;rho=10^-5;den=2*rho;k=1.5;Z=(S^2)/(rho.*k);Tc=298;r=0.2;n=0.0001;hc=0.00009;num2=2*r*hc;G=500;fval(1,1)= -Qh+ alpha*G*A-u*A*(Tcell-Ta)-epsilon*sigma*A*((Tcell.^4)-(Ta^4))-Pcell;fval(2,1)= -Pcell+ alpha*G*A*ns.*(1-theta.*(Tcell - 298));fval(3,1)= -Qh + (k*An*N/Hn)*(1-Z*(3*Tcell+Tc)/8)*(Tcell-Tc);fval(4,1)= -Pteg+(S^2)*An*N*((Tcell-Tc)^2)./(den.*(n+Hn).*(1+num2./Hn).^2);
I need to plot the varaibles with respect to G. How do I do that?
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