The fully developed decaying turbulence of 3-d resistive, viscous, incompressible magnetohydrodynamics is investigated using Elsasser variables and Hopf equation for probability distributions. The method is an extension of a previous work for Navier Stokes equations done by Foias et al. based on a suggestion by Hopf. It uses essentially self-similar properties of the statistics, which "almost" determine the turbulence spectrum up to a mild assumption on an unknown function. This spectrum is the well known Kolmogorov spectrum
Contents
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Open AccessSelf-Similar Statistics in MHD TurbulenceJune 2, 2014
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Open AccessCompressibility and Resistive Ballooning ModesJune 2, 2014
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Open AccessCalculation of the Resistive Ballooning Mode Growth Rate for a Class of 3-D MHD EquilibriaJune 2, 2014
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June 2, 2014
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Open AccessX-ray Diffraction Analysis of NdCl3 MeltJune 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessInfluence of Temperature on the Removal Rates of CH2(ã1A1 ) by Inert Gases and HydrocarbonsJune 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessHigher Tori in Volume-Preserving MapsJune 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessCovariant Electrodynamics in VacuumJune 2, 2014
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June 2, 2014
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Open AccessCold Fusion: A HypothesisJune 2, 2014
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June 2, 2014
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Open AccessDoes Cold Fusion Exist and is it Measurable?June 2, 2014
Issues in this Volume
Issues in this Volume