I have an equation like that:

y"(t)*c2+y(t)*c1+c0 = 0

in which c2, c1 and c0 are also time dependent. I've already got the
time values of these coefficients, so I've only to tell to the ode
solver to changhe their value at each time step. How can I do this?

Please help me.

Mr. Wolf wrote:
>
>
> I have an equation like that:
>
> y"(t)*c2+y(t)*c1+c0 = 0
>
> in which c2, c1 and c0 are also time dependent. I've already got
> the
> time values of these coefficients, so I've only to tell to the ode
> solver to changhe their value at each time step. How can I do this?
>
> Please help me.

you must update values of coefficient in your ode function. you can
write a function of your coefficient and then call using feval in ode
function

ex:

dydt=zeros(10,1);
[px,py]=feval(@fonksiyon,[t,y(1),y(3),y(5),y(7),y(9)]);

dydt(1)=y(2);
dydt(2)=px-300*y(2)
dydt(3)=y(4);
dydt(4)=py-300*y(4)

tk

try this method

for i=1:length(c1)
[T,Y]=ode45(@(t,y)system(t,y,c(i))),t,s)
Y_c(;,:,i)=Y(:,:)
end

something like this,

so Y_c(:,:,i) has every ith dimension correponding to each value fof c1 and so on :)

SALMAN