Mathematical Formulation and Numerical Methods

Citation data:

Mixed Convection in Fluid Superposed Porous Layers, ISSN: 2191-530X, Issue: 9783319507866, Page: 15-19

Publication Year:
2017

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DOI:
10.1007/978-3-319-50787-3_2
Author(s):
John M. Dixon, Francis A. Kulacki
Publisher(s):
Springer Nature
Tags:
Biochemistry, Genetics and Molecular Biology, Chemical Engineering, Mathematics, Materials Science, Energy, Engineering
book chapter description
Numerical solution of the mass, momentum, and energy conservation equations governing mixed convection in fluid-superposed porous layers is described. The momentum equation includes the Brinkman and Forchheimer terms and the Boussinesq equation of state accounts for buoyancy. The lower boundary of the system is heated over a finite length with the heat sink on the upper surface of the fluid sublayer. Test cases against prior investigations give very good results for free and mixed convection in saturated porous layers and cavities with full bottom heating.

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