The Solution of the Laplace Equation for Two Dielectric Isolated Bodies
- 1 докт. техн. наук, профессор
Abstract
The scalar problem for Laplace's equations has been solved with boundary conditions on two dielectric bodies isolated from each other. Such problems appear when the potential fields in inhomogeneous surroundings of different physical environment are discussed. For example electrostatic field, velocity field of fluid in filtration, magnetic field in an inhomogeneous medium and steady-state temperature field. Moreover, the problem and its solution is naturally extended to the case of any finite number of insulators.
How to cite
Мостовый И.Я., Бартенев И.Е. Решение уравнения Лапласа для двух диэлектрических изолированных тел // Радиотехника. 2012. № 1. С. 45–49.
References
- Михлин С.Г. Курс математической физики. М.: Наука. 1971.
- Агранович М.С. Спектральные свойства задач дифракции: доп. к книге: Войтович Н.Н., Каценеленбаум Б.З., Сивов А.Н. Обобщенный метод собственных колебаний в теории дифракции. М.: Наука. 1977.
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