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The New Fundamental Equation of Turbulent Phase Transition

DOI: 10.5923/j.ajms.20120201.03

Keywords: Spatial Navier Stokes Equation, Time-Independent Diffusion of Momentum Equations, Time Dependent Part of Diffusion Equation, Two Hall Coefficients

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Abstract:

Coupling the Navier-Stokes (NS) and the diffusion of momentum equations we have obtained the new fundamental flow equation that is mathematically equivalent to conductivity in the weak and strong magnetic fields, wherein a magnetic field corresponds to a vorticity field and the electric current density corresponds to the mass flux (momentum per unit volume). We have used the Helmholdz technique to separate time and spatial variables. The new fundamental spatial equation of current (fluid) motions, includes two non-linear terms of NS equations, which can be solved by the Green function technique.

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