An integrable localized approximation for interaction of two nearly anti-parallel sheets of the generalized vorticity in 2D ideal electron-magnetohydrodynamic flows

Details An integrable localized approximation for interaction of two nearly anti-parallel sheets of the generalized vorticity in 2D ideal electron-magnetohydrodynamic flows An integrable localized approximation for interaction of two nearly anti-parallel sheets of the generalized vorticity in 2D ideal electron-magnetohydrodynamic flows

2002-10-10

arxiv.org/abs/physics/0210046v1

Physics

Plasma Physics

4 pages, revtex4, 1 eps figure

Scientific paper

The formalism of frozen-in vortex lines for two-dimensional (2D) flows in
ideal incompressible electron magnetohydrodynamics (EMHD) is formulated. A
localized approximation for nonlinear dynamics of two close sheets of the
generalized vorticity is suggested and its integrability by the hodograph
method is demonstrated.

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