A new solution branch of the Falkner-Skan equation

被引：0
|
作者：
M. B. Zaturska
W. H. H. Banks
机构：
[1] University of Bristol,School of Mathematics
来源：
Acta Mechanica | 2001年 / 152卷
关键词：
Dynamical System; Fluid Dynamics; Transport Phenomenon; Principal Characteristic; Solution Branch;
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摘要：
We present here results for a new solution branch of the Falkner-Skan equation with parameter β. It is found that there are two turning points on this new branch which results in two solutions of the problem for 37.844<β<∞, three solutions for β=37.844, four solutions for 14.533<β<37.844, three solutions for β=14.533, and two solutions for 1<β<14.533. This solution branch is found to end singularly at β=1; its structure is analytically investigated and the principal characteristics described. The spatial stability of such solutions is also commented on.
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页码：197 / 201
页数：4
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