Substitution to solve Coupled differential equations
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Hi,
I have the following types of equations:
Here F is known, so I will get p = g(x(i)) which gives me f(i) as a function of all x(i).
Now I need to solve the following coupled differential equations:
How can I solve this problem in MATLAB? Please help.
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Torsten
on 7 Feb 2019
Here F is known, so I will get p = g(x(i)) which gives me f(i) as a function of all x(i).
I don't understand this. Could you clarify ?
Answers (1)
Bjorn Gustavsson
on 7 Feb 2019
Just look at the examples for ode45 - there should be some example explaining how to write a function
returning dxdt when called. It would be something like this:
function dxdt = myode(t,x)
dxdt = zeros(numel(x),1)
dxdt(1) = f1(x,possibly,other,input,arguments);
dxdt(2) = f2(x,possibly,other,input,arguments);
...
dxdt(numel(x)) = fn(x,possibly,other,input,arguments);
end
HTH
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