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The ideal MHD equations consist of the continuity equation, the Cauchy momentum equation, Ampere's Law neglecting displacement current, and a temperature evolution equation. As with any fluid description to a kinetic system, a closure approximation must be applied to highest moment of the particle distribution equation. This is often accomplished with approximations to the heat flux through a condition of adiabaticity or isothermality.

Produktbeschreibung
The ideal MHD equations consist of the continuity equation, the Cauchy momentum equation, Ampere's Law neglecting displacement current, and a temperature evolution equation. As with any fluid description to a kinetic system, a closure approximation must be applied to highest moment of the particle distribution equation. This is often accomplished with approximations to the heat flux through a condition of adiabaticity or isothermality.
Autorenporträt
I received Post Graduation in Mathematics from Gulbarga University, Gulbarga, Karnatka, India in 2007.Completed Doctoral degree in March 2013 form same University. And is award by Maulana Azad National Fellowship for Minority Students.My research interest includes heat and mass transfer of Newtonian and non-Newtonian fluid.