ODE- How to solve this equation??
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Hi Im trying to solve this differential equation:
dydt=((g0.*L-y)./tau)-((Pin./Esat)*(exp(y)-1));
by ODE45: [T Y]=ode45(@(t,y) fun(t,Y,It,I),[0 3],0);
but it doesnt work... I guess becouse it based on example3 from ODE45 help which looks like this: dydt = -f.*y + g,(y'(t) + f(t)y(t) = g(t))
but here I have the "exp(y)" which I dont know how to hadle with.
g0=R*a*n0*((I/I0)-1); I is a vector dependent on t. L,tau,Pin,Esat,R,a,n0,I0 are constant.
any suggestion may help. thanks
1 Commento
Arnaud Miege
il 1 Giu 2011
Please reformat your code. See http://www.mathworks.co.uk/matlabcentral/answers/6200-tutorial-how-to-ask-a-question-on-answers-and-get-a-fast-answer
Risposte (3)
Igor
il 1 Giu 2011
be exactly in y(t) definition and remember that y(t) is a COLUMN vector.
also in -- @(t,y) fun(t,Y,It,I) -- you use y and Y!
0 Commenti
Laura Proctor
il 1 Giu 2011
The following code worked for me:
dydt=@(t,y)(((g0*L-y)/tau)-((Pin/Esat)*(exp(y)-1)));
[T Y]=ode45(dydt,[0 3],0);
But, I did have to make some guesses at the constant values, such as g0, L, tau, Pin, and Esat.
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