“…5 This sort of one dimensional mass, energy, and stress balance analysis is also part of the more general time dependent case analyzed in Ref. 6 even in higher dimensions with finite reconnection line, 7 and additional shear in velocity. 8 In this time dependent analysis there appears as a typical velocity also the quadratic mean…”
Section: ͑14͒mentioning
confidence: 90%
“…We do not agree with the statement that "little was known about asymmetric reconnection until recently" 3 because several parts, in particular, stress balance, have been studied in detail in the past. [5][6][7][8][10][11][12] Physically, as can be seen from Eq. ͑10͒, there is an Alfvén wave standing in the inflow and as a consequence, Alfvén and plasma velocities are related by stress balance as given by Eq.…”
Recently, Cassak and Shay [Phys. Plasmas 14, 102114 (2007)] proposed a new scaling for asymmetric reconnection referred to as Sweet–Parker-type scaling. We set into question the derivation of those scaling laws.
“…5 This sort of one dimensional mass, energy, and stress balance analysis is also part of the more general time dependent case analyzed in Ref. 6 even in higher dimensions with finite reconnection line, 7 and additional shear in velocity. 8 In this time dependent analysis there appears as a typical velocity also the quadratic mean…”
Section: ͑14͒mentioning
confidence: 90%
“…We do not agree with the statement that "little was known about asymmetric reconnection until recently" 3 because several parts, in particular, stress balance, have been studied in detail in the past. [5][6][7][8][10][11][12] Physically, as can be seen from Eq. ͑10͒, there is an Alfvén wave standing in the inflow and as a consequence, Alfvén and plasma velocities are related by stress balance as given by Eq.…”
Recently, Cassak and Shay [Phys. Plasmas 14, 102114 (2007)] proposed a new scaling for asymmetric reconnection referred to as Sweet–Parker-type scaling. We set into question the derivation of those scaling laws.
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