- #1
Bianca123
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Hello :)I have a system which consists of two coupled ODEs for which I want to solve.F'' *(1/b²) - α²*F = Ra*(1/b³)*G
G'' *(1/b²) - α*²G + Ra*(1/b²)*G = F'(1/b)
In these two equations F(z) and G(z) both depend on z. b is a constant, Ra is the rayleigh number which I need to keep as Ra in my answere.
I suspect that my answere for the expressions of F and G will be expressions including hyperbolic functions, but have not managed to find it!
Does anybody have an ideaBianca
G'' *(1/b²) - α*²G + Ra*(1/b²)*G = F'(1/b)
In these two equations F(z) and G(z) both depend on z. b is a constant, Ra is the rayleigh number which I need to keep as Ra in my answere.
I suspect that my answere for the expressions of F and G will be expressions including hyperbolic functions, but have not managed to find it!
Does anybody have an ideaBianca
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