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Nonlinear stability of laminar flows in an inclined heated layer with an imposed magnetic field

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Nonlinear stability of stationary laminar flow solutions of two inclined parallel planes filled with a hydromagnetic fluid heated from below is studied via Lyapunov direct method. In order to determine… Click to show full abstract

Nonlinear stability of stationary laminar flow solutions of two inclined parallel planes filled with a hydromagnetic fluid heated from below is studied via Lyapunov direct method. In order to determine the energy stability bound for the critical Rayleigh number ( RaE ) explicitly, for Ra

Keywords: stability laminar; flows inclined; nonlinear stability; laminar flows; stability

Journal Title: Mathematical Methods in the Applied Sciences
Year Published: 2020

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