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system of DEs with different "denominators"
Hi,
Sorry in advance for the lack of knowledge of the techincal terms.
I am trying to solve a system of differential equations numerically, and I am not sure how to go about it. I've got 7 equations total; 5 of the form dT/dt = f(T1,T2,T3...) and 2 of the form dT/dx = f(T1,T2,T3...) .
***Note*** dT could be dT1, dT2, dT3...
How can I solve this numerically? I was looking at RungeKutta, but I'm not sure that I can since some equations have different "denominators".
Does anybody understand what I'm trying to ask? If you need more info, let me know.
I attached a pdf of the equations if that can help... Those equations will actually change (I just wrote them up really quickly, and I know that there are lots of mistakes in them) but it should give you a good idea of the problem. Some of the h coefficient are functions of T, m1 and m2 are functions of x.
Thanks for any kind of help
Hi,
Sorry in advance for the lack of knowledge of the techincal terms.
I am trying to solve a system of differential equations numerically, and I am not sure how to go about it. I've got 7 equations total; 5 of the form dT/dt = f(T1,T2,T3...) and 2 of the form dT/dx = f(T1,T2,T3...) .
***Note*** dT could be dT1, dT2, dT3...
How can I solve this numerically? I was looking at RungeKutta, but I'm not sure that I can since some equations have different "denominators".
Does anybody understand what I'm trying to ask? If you need more info, let me know.
I attached a pdf of the equations if that can help... Those equations will actually change (I just wrote them up really quickly, and I know that there are lots of mistakes in them) but it should give you a good idea of the problem. Some of the h coefficient are functions of T, m1 and m2 are functions of x.
Thanks for any kind of help
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