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JNS
2007

Two-Dimensional Infinite Prandtl Number Convection: Structure of Bifurcated Solutions

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Two-Dimensional Infinite Prandtl Number Convection: Structure of Bifurcated Solutions
Abstract. This paper examines the bifurcation and structure of the bifurcated solutions of the two-dimensional infinite Prandtl number convection problem. The existence of a bifurcation from the trivial solution to an attractor ΣR was proved by Park [14]. We prove in this paper that the bifurcated attractor ΣR consists of only one cycle of steady state solutions and
Jungho Park
Added 15 Dec 2010
Updated 15 Dec 2010
Type Journal
Year 2007
Where JNS
Authors Jungho Park
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