1998
DOI: 10.1029/98ja00677
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Analysis of time‐dependent reconnection in compressible plasmas

Abstract: Abstract. Time-dependent Petschek-type reconnection including moving shock waves and discontinuities in a compressible plasma is studied. Reconnection is initiated by a dissipative electric field pulse along a reconnection line and generates nonlinear perturbations propagating along an initial .current sheet. The induced linear wave perturbations in the adjacent half-spaces are obtained analytically in the form of a convolution integral. The results are evaluated for typical dayside magnetopause parameters and… Show more

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Cited by 10 publications
(8 citation statements)
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“…In particular, the length scale (in the z direction) of the sheet is macroscopic (being several Earth radii in length) while the thickness along the Sun‐Earth line is about a tenth of an Earth radius. Further, we see no indication that the current sheet has disintegrated into a system of MHD discontinities (slow mode shocks, rotational discontinuities, and contact discontinuities), as predicted by Petschek‐like theories where the dissipation is localized to a microscopic region around the stagnation point [ Heyn et al , 1988; Heyn and Semenov , 1996; Semenov et al , 1998].…”
Section: Resultsmentioning
confidence: 54%
“…In particular, the length scale (in the z direction) of the sheet is macroscopic (being several Earth radii in length) while the thickness along the Sun‐Earth line is about a tenth of an Earth radius. Further, we see no indication that the current sheet has disintegrated into a system of MHD discontinities (slow mode shocks, rotational discontinuities, and contact discontinuities), as predicted by Petschek‐like theories where the dissipation is localized to a microscopic region around the stagnation point [ Heyn et al , 1988; Heyn and Semenov , 1996; Semenov et al , 1998].…”
Section: Resultsmentioning
confidence: 54%
“…[2] Magnetic reconnection is believed to be a crucial process controlling plasma dynamics in the magnetosphere. Its occurrence in the magnetotail was predicted theoretically and verified by observations [e.g., Sonnerup, 1979;Semenov et al, 1998;Nagai et al, 2001].…”
Section: Introductionmentioning
confidence: 57%
“…Its occurrence in the magnetotail was predicted theoretically and verified by observations [e.g., Sonnerup, 1979;Semenov et al, 1998;Nagai et al, 2001].…”
Section: Introductionmentioning
confidence: 91%
“…The outflow region is bounded by branches of a bifurcated current sheet. This scheme is supported by MHD simulations [e.g., Ugai and Tsuda , 1977; Sato and Hayashi , 1979] and analytical solutions [e.g., Semenov et al , 1998].…”
Section: Introductionmentioning
confidence: 99%