Excerpt from Aec Computing and Applied Mathematics Center: Aec Research and Development Report
In this paper we discuss an implicit numerical scheme for the solution of equations of the type After transu forming the equations into dimensionless form. We change the variables and recombine the equations in a manner that would lead to the characteristic form if the third derivative term were not present in the momentum equation. The initial and boundary conditions assumed to be appropriate for this system are those required by the shallow water theory.
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