General solution of two-dimensional Chapman-Ferraro problem of magnetospheric cavity

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Title:	General solution of two-dimensional Chapman-Ferraro problem of magnetospheric cavity
Authors:	Yeh,T
Contributors:	太空科學研究所
Date:	1999
Issue Date:	2010-06-29 18:38:27 (UTC+8)
Publisher:	中央大學
Abstract:	The famous Chapman-Ferraro problem for the determination of the magnetospheric cavity is elucidated for its two-dimensional solutions in mathematical detail. The general solution presented in this paper amounts to a complex variable extension of the well-known Poisson's integral formula for the Dirichlet problem for a half-plane or a circle domain. It provides the needed methodology for obtaining desirable solutions that avoid the defects inherent in the Dungey-Hurley solution, which uses Ferraro's approximation of pressure balance as the boundary condition.
Relation:	TERRESTRIAL ATMOSPHERIC AND OCEANIC SCIENCES
Appears in Collections:	[Graduate Institute of Space Science] journal & Dissertation

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