Limitations to the Growth Rate of a Disturbance in Maxwell Ferromagnetic Convection in a Densely Packed Porous Medium
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Abstract
The present paper describes the analytical limitations of the complex growth rate of a randomly oscillating movement with an increasing amplitude in Maxwell ferromagnetic convection in a densely packed porous medium for the case of free-free and rigid-rigid boundaries. The eigen value problem is derived from the governing equations by employing normal mode analysis and linearized stability theory
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