Solving Boundary Value Problem in 2D
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I am trying to solve the 2D boundary value problem (energy equation for non-isothermal flow of non-newtonian fluids) inside a channel with rectangular cross-section. One version of that equation looks e.g. like this: a.dT/dx=d^2T/dy^2+b.exp(-T) Do the existing capabilities of Matlab offer a way for solving a BVP of this type without programming a finite difference code?
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Torsten
2017-11-23
Interpret x as time(t) and y as length(x) and use MATLAB's "pdepe".
Best wishes
Torsten.
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