An Approximate Analytical Solution to the Problem of Natural Convection of a Newtonian Liquid in a Rectangular Area

VICTOR RYAZHSKIH, VICTOR SUMIN, ANDREY BOGER, OLEG SEMENIKHIN

Abstract


The problem of thermoconcentration convection of a viscous incompressible liquid in a rectangular area is solved analytically for a given heat flux through the boundary based on the physical linearization of the hydrodynamic subtask in the Stokes approximation. The solution is presented in form of convergent two-fold series. The computational experiment has confirmed the correctness of the accepted assumptions application


DOI
10.12783/dteees/tpcase2018/30426

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