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On the Particle Method for Electrons in an Inhomogeneous Scattering Medium

Berezin, A. V. ; Markov, M. B. ; Parot’kin, S. V.

Computational mathematics and mathematical physics, 2021-09, Vol.61 (9), p.1521-1531 [Periódico revisado por pares]

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Título:
On the Particle Method for Electrons in an Inhomogeneous Scattering Medium
Autor: Berezin, A. V. ; Markov, M. B. ; Parot’kin, S. V.
Assuntos: Cauchy problems ; Computational Mathematics and Numerical Analysis ; Electromagnetic fields ; Electron beams ; Kinetic equations ; Mathematical Physics ; Mathematics ; Mathematics and Statistics ; Scattering ; Self consistent fields
É parte de: Computational mathematics and mathematical physics, 2021-09, Vol.61 (9), p.1521-1531
Descrição: A Cauchy problem for the kinetic and electrodynamic equations describing the self-consistent electromagnetic field of an electron beam propagating in a medium with discontinuous scattering properties and electrophysical characteristics is considered. An interpretation of the generalized solution as a particle method for the numerical solution of the kinetic equation in a self-consistent field is presented. An approach to the numerical solution based on smoothing the coefficients of the kinetic equation and considering its solution in the class of compactly supported generalized functions is proposed.
Editor: Moscow: Pleiades Publishing
Idioma: Inglês

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