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Mathematical model of the micropolar fluid on continuous moving surface with suspended particles

Abstract

We study the new mathematical model of micropolar fluid on continuous moving surface with suspended particles. The proposed model incorporates a thermal boundary condition known as Newtonian heating. We compared the numerical solution with previous work and examined the validity of the model.

Particle Dynamics in Fluid FlowsLattice Boltzmann Simulation StudiesRheology and Fluid Dynamics StudiesMechanicsSurface (topology)Materials scienceMathematicsPhysicsGeometry
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Mathematical model of the micropolar fluid on continuous moving surface with suspended particles · Scinovex