Authors: C Rogers W K Schief
Publish Date: 2014/05/20
Volume: 132, Issue: 1, Pages: 515-525
Abstract
Integrable substructure in 2+1dimensional anisentropic magnetogasdynamics is investigated via a general elliptic vortex ansatz The procedure involves introduction of a qGaussian density representation Thermodynamically consistent relations are isolated associated with certain integrable Hamiltonian reductions
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