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JSL
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ode45 - Does matlab keep track of derivatives which can be recalled?

Asked by JSL
on 1 May 2013
I've run into an issue with a system of coupled 2nd order nonlinear ODEs. I've converted the system to a system of 1st order ODEs like normal, but its not in the format that ode45 requires. ode45 requires
x_dot = f(t,x), where x is the state vector
My form is
x_dot = f(t,x,x_dot)
where the function also depends on the derivative. I searched all around to see if anyone else has had this issue, and only found one post on a forum. It just said to proceed normally with ode45 and use the old values (previous step) of x_dot to calculate the rhs.
This makes sense, but ode45 doesn't work that way (not that I know of). I only have access to the old state values and not their derivatives.
Any ideas?

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1 Answer

Answer by Babak
on 1 May 2013
 Accepted Answer

Re-formulate your equations from
x_dot = f(t,x,x_dot)
to
g(t,x,x_dot) = f(t,x,x_dot) - x_dot = 0
and then use
ode15i
to integrate the set of equations in g().

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Excellent! Thanks!

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