Skin effect with arbitrary specularity in Maxwellian plasma

Abstract

The problem of skin effect with arbitrary specularity in maxwellian plasma with specular-diffuse boundary conditions is solved. New analytical method is developed that makes it possible to obtain a solution up to an arbitrary degree of accuracy. The method is based on the idea of symmetric continuation of not only the electric field, but also electron distribution function. The solution is obtained in a form of von Neumann series.

Analytical solution of the second Stokes problem on behavior of gas over a oscillation surface. Part I: eigenvalues and eigensolutions

“…Отметим, что на действительной оси дисперсионную функцию удобнее использовать в численных расчетах в виде (см. [21])…”

“…при 0 ω < ω * 1 , индекс функции G(t) равен единице. При ω 1 = 0 мы имеем случай, рассмотренный в [21]. В этом случае кривая Γ(0) охватывает один раз начало координат.…”