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Your opinion on a class of ODE problems
01-27-2016, 02:45 AM
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RE: Your opinion on a class of ODE problems
Namir,

In your example equations, if you add the three together, you get d(A+B+C)/dt=0, which means A+B+C=M, M being a constant throughout the solution. I suppose this is your conservation of mass, actually embedded in the equations. If I am not missing something, you could use this equation to eliminate one of the unknowns, say A, from the remaining two equations, which you could then solve for B and C with the numerical method of your choice, at each step calculating A from the above conservation relation. Would not this work?

Gordon
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RE: Your opinion on a class of ODE problems - gestrickland - 01-27-2016 02:45 AM



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