2010CaltechTHESIS (California Institute of Technology)Open access

Viscous-inviscid flow interaction in stratified flow over a barrier

Tsung-Chow Su

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Abstract

The gross effect of boundary layer separation on the flow field of stratified flow over a barrier was studied by means of the integral method of Lees and Reeves. The complete integral formulation of both inner and outer flow field of stratified flow over a barrier was obtained. Furthermore, an iteration scheme of computation is proposed for the simple case of incompressible homogeneous flow over a barrier with viscous-inviscid interaction included. However, in viewing the increasing importance, a considerable amount of work remains to be done on this problem.

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The gross effect of boundary layer separation on the flow field of stratified flow over a barrier was studied by means of the integral method of Lees and Reeves. The complete integral formulation of both inner and outer flow field of stratified flow over a barrier was obtained. Furthermore, an iteration scheme of computation is proposed for the simple case of incompressible homogeneous flow over a barrier with viscous-inviscid interaction included. However, in viewing the increasing importance, a considerable amount of work remains to be done on this problem.

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Available abstract

The gross effect of boundary layer separation on the flow field of stratified flow over a barrier was studied by means of the integral method of Lees and Reeves. The complete integral formulation of both inner and outer flow field of stratified flow over a barrier was obtained. Furthermore, an iteration scheme of computation is proposed for the simple case of incompressible homogeneous flow over a barrier with viscous-inviscid interaction included. However, in viewing the increasing importance, a considerable amount of work remains to be done on this problem.

Key concepts: Inviscid flow, Stratified flow, Flow (mathematics), Mechanics, Potential flow around a circular cylinder, Mathematics, Stratified flows, Potential flow

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