I'm working on a homework assignment where I have to prove that the variable "T" cancels out in the final equation.
For some reason, the T is being conjugated and it won't cancel out in the final equation. Is there a way to prevent this?
clear allclose allclcd12 = 10;d23 = 300;d34 = 0;d45 = 310;d56 = 320;d41 = 300;d63 = 10;d25 = 10;A1 = 95000;A2 = 95000;Gref = 1;syms T;a11 = (A2/A1)*(d63+d25+d23+d56)+d23;a12 = (A2/A1)*(d23)+(d34+d41+d12+d23);a21 = 2*A1;a22 = 2*A2;A = [a11 a12; a21 a22];b = [0 T]';q = A\b;q1 = q(1,1);q2 = q(2,1);dtdz_1 = (1/(2*A1*Gref))*(q1*d63+(q1-q2)*d23+q1*d25+q1*d56);tor_1 = T/dtdz_1;display(tor_1);>>tor_1 = -(5607810198407703691264000*T)/(4475892091877764709*conj(T))
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