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- W2007449991 abstract "view Abstract Citations (18) References (10) Co-Reads Similar Papers Volume Content Graphics Metrics Export Citation NASA/ADS Magnetoconvection in a Viscous Fluid of Infinite Electrical Conductivity. Malkus, W. V. R. Abstract A determination is made of the stable magnetic fields associated with steady-state convection in a fluid with no electrical resistance. The viscosity and thermal diffusivity which determine the amplitude of the fields are retained in the analysis. It is found that the most stable magnetic field is that one which alters the advection of momentum in a manner that minimizes the constraints on the convection. For the non-rotating fluid with small Prandtl number, the stable state is one of detailed local equipartition of magnetic and kinetic energy. For the rotating fluid the stable state can be one of vastly greater magnetic energy than kinetic energy. In speculating on the applicability of these results to astrophysical convection it is suggested that the stable magnetostrophic fields are by far the largest part of the observed fields. Publication: The Astrophysical Journal Pub Date: July 1959 DOI: 10.1086/146714 Bibcode: 1959ApJ...130..259M full text sources ADS |" @default.
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- W2007449991 title "Magnetoconvection in a Viscous Fluid of Infinite Electrical Conductivity." @default.
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