Validity Of Principle Of Exchange Of Stabilities Of Rivilin- Ericksen Fluid Permeated with Suspended Particles in Porous Medium Under The effect of Rotation with Variable Gravity Field By Using Operator Method.
This document presents research on establishing the validity of the Principle of Exchange of Stabilities (PES) for thermal convection of a Rivlin-Ericksen fluid layer in porous medium heated from below with variable gravity. The fluid layer contains suspended particles and is subjected to rotation. The linearized stability equations are formulated using an operator method. It is established that PES is valid for this problem under sufficient conditions, when the gravity field g(z) is nonnegative throughout the fluid layer. This is done by analyzing the resolvent of the linearized stability operator as a composition of integral operators and applying the method of positive operators to show the system has a single greatest eigenvalue.
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Similar a Validity Of Principle Of Exchange Of Stabilities Of Rivilin- Ericksen Fluid Permeated with Suspended Particles in Porous Medium Under The effect of Rotation with Variable Gravity Field By Using Operator Method.
Similar a Validity Of Principle Of Exchange Of Stabilities Of Rivilin- Ericksen Fluid Permeated with Suspended Particles in Porous Medium Under The effect of Rotation with Variable Gravity Field By Using Operator Method. (20)
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Validity Of Principle Of Exchange Of Stabilities Of Rivilin- Ericksen Fluid Permeated with Suspended Particles in Porous Medium Under The effect of Rotation with Variable Gravity Field By Using Operator Method.