Can I read Boundary conditions at a fluid–porous interface for a convective heat transfer problem: Analysis of the jump relations on EtoBox?

Boundary conditions at a fluid–porous interface for a convective heat transfer problem: Analysis of the jump relations by A. d’Hueppe; M. Chandesris; D. Jamet; B. Goyeau is a Engineering article available to read on EtoBox.

What is Boundary conditions at a fluid–porous interface for a convective heat transfer problem: Analysis of the jump relations about?

This paper presents a two-step up-scaling approach to determine the jump relations that must be imposed at the interface between a homogeneous porous domain and a free domain. We study convective heat transfer at such an interface under the assumption of local thermal equilibrium. The two-step approach has the capability of providing closed jump relations depending on intrinsic characteristic of the interface. In addition, from the resulting jump relations, it is possible to determine a particular interface location where the condition of continuity are sufficient. Thus, the use of jump or continuity conditions depend only on the interface location inside the fluid-porous transition region.

Who reads Boundary conditions at a fluid–porous interface for a convective heat transfer problem: Analysis of the jump relations?

Author

A. d’Hueppe; M. Chandesris; D. Jamet; B. Goyeau

Publisher

Elsevier Science; Elsevier ; Elsevier Ltd.; Elsevier BV (ISSN 0017-9310)

Published

2011

Language

EN

Field

Engineering (Physical Sciences)