Статья

Numerical methods of higher accuracy for solving problems of electrodynamics

B. D. UtebaevKarakalpak State University, Sh. Abdirov St., 1, Nukus, 2301112, UzbekistanDauletbay UtebaevKarakalpak State University, Sh. Abdirov St., 1, Nukus, 2301112, UzbekistanZukhra OrynbaevaKarakalpak State University, Sh. Abdirov St., 1, Nukus, 2301112, Uzbekistan

AIP conference proceedingsjournal2024en

ABI

Аннотация

Difference schemes of high accuracy for solving three-dimensional non-stationary Maxwell equations are proposed.From the original problem, we pass to the problem for one sought-for vector function.The problem is considered in a parallelepiped with the simplest boundary conditions.The construction of difference schemes is conducted on the basis of the finite difference method and finite element method.The stability and convergence of the considered difference schemes in the class of smooth solutions of the original differential problem are proved.

Темы

Electromagnetic Simulation and Numerical Methods Numerical methods in inverse problems Electromagnetic Scattering and Analysis

Идентификаторы

DOI: 10.1063/5.0214859

Цитирования и источники

Цитирований: 0Использованных источников: 13

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