Solving system nonlinear hyperbolic pdes
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I have to solve a 1-D nonlinear pde system but I can't use pdepe because the equations are hyperbolic.
I think I can use solvepde (hence pde toolbox), even with coefficients c and a functions of the solution u, but I don't know how to assign the linear domain [0, L].
I have seen a single suggestion that recommends a rectangular domain in any case, with appropriate bc, but I do not know how to apply it in practice.
Otherwise, other solution possibilities in Matlab through already implemented functions? (without having to develop a finite-difference solution on the geometry)
Thank you so much in advance for the help, Giuseppe
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Bill Greene
2020-4-19
I suggest posting the definition of your problem-- PDEs, boundary conditions, and initial conditions.
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