Analytical Solutions for Cusp Resonance in Dissipative MHD
作者： RÓBERT ERDÉLYI
关键词: Total pressure 、 Magnetic flux 、 Perturbation (astronomy) 、 Eulerian path 、 Physics 、 Dissipative system 、 Magnetohydrodynamics 、 Classical mechanics 、 Jump 、 Conservation law
摘要: The present paper considers resonant slow waves in 1D non-uniform magnetic flux tubes dissipative MHD. Analytical solutions are obtained for the Lagrangian displacement and Eulerian perturbation of total pressure both static stationary equilibrium states. From these analytical we obtain fundamental conservation law jump conditions validity ideal by Sakurai, Goossens, Hollweg (1991) equilibria Hollweg, Sakurai (1992) is justified
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