Numerical solution of symmetric T-hyperbolic systems on an irregular grid
Автор: Davlatov Sh.O.
Журнал: Теория и практика современной науки @modern-j
Рубрика: Основной раздел
Статья в выпуске: 6 (120), 2025 года.
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This article discusses the finite element method for symmetric t-hyperbolic systems. An implicit difference scheme of a mixed problem for symmetric t-hyperbolic systems was constructed. Created an algorithm for a numerical solution of a mixed problem for symmetric t-hyperbolic systems by finite elements on an irregular grid. Based on this algorithm, a program has been created for a numerical solution of a mixed problem for symmetric t-hyperbolic systems by the method of finite elements on an irregular grid. The numerical calculation of the model problem is given.
Finite element method, hyperbolic system, basic functions, implicit difference scheme
Короткий адрес: https://sciup.org/140311124
IDR: 140311124