Numerical modeling of longitudinal vibrations in dispersive mediums

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The aim of the paper is a numerical investigation of the Showalter - Sidorov problem for degenerate Boussin-esq - Löve equation, as well as numerical study of the Cauchy problem for non-degenerate Boussinesq - Löve equation in one-dimensional case. The phase space method and the Galerkin method were used during research.

Showalter - sidorov problem, sobolev type equation, phase space, galerkin method

Короткий адрес: https://sciup.org/14750314

IDR: 14750314

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