Matlab Subscripted Assignment Dimension Mismatch Parforce

I am trying to solve the set of 3 differential equations:

dTs(1) = 2*gd*Ts(3)-Ts(1)/TT(j)-aa*(Ts(1)^2+Ts(2)^2)/(TT(j)*GG(j)); dTs(2) = -Ts(2)/TT(j)-aa*(Ts(1)^2+Ts(2)^2)/(TT(j)*GG(j)); dTs(3) = gd*Ts(2)-Ts(3)/TT(j)-aa*Ts(3)*(Ts(1)+Ts(2))/(TT(j)*GG(j))-2*gd*GG(j);

whereas the factors TT(j) and GG(j) are in a loop. When I run the code I receive the error message: "Subscripted assignment dimension mismatch", and It looks like the ODE module fails to converge at t>~100s. In this case I sometimes cut the higher end of tspan (called tx in my code) to times that are smaller than 100 and then the code delivers a solution, but I need the response at larger times too. It might also help to know that the factor aa should be very small (<1e-6) in order for the code to deliver any solution. Here the entire code:

tx=[0 100] for j=1:iGT % Solving the DE for individual relaxation modes j [tt,Ts] = ode23(@fTs,tx,[0 0 0]); T110(:,j)=Ts(:,1); T220(:,j)=Ts(:,2); T120(:,j)=Ts(:,3); endfunction dTs=fTs(t,Ts) dTs = zeros(3,1); % a column vector dTs(1) = 2*gd*Ts(3)-Ts(1)/TT(j)-aa*(Ts(1)^2+Ts(2)^2)/(TT(j)*GG(j)); dTs(2) = -Ts(2)/TT(j)-aa*(Ts(1)^2+Ts(2)^2)/(TT(j)*GG(j)); dTs(3) = gd*Ts(2)-Ts(3)/TT(j)-aa*Ts(3)*(Ts(1)+Ts(2))/(TT(j)*GG(j))... -2*gd*GG(j); end

До Апельсинового сада оставалось всего двенадцать ступенек. ГЛАВА 101 Дэвид Беккер никогда не держал в руках оружия. Сейчас ему пришлось это сделать.

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