Stability theory for a two-dimensional channel

A scheme for deriving conditions for the nonlinear stability of an ideal or viscous incompressible steady flow in a two-dimensional channel that is periodic in one direction is described. A lower bound for the main factor ensuring the stability of the Reynolds–Kolmogorov sinusoidal flow with no-slip...

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Veröffentlicht in:	Computational mathematics and mathematical physics 2017-08, Vol.57 (8), p.1320-1334
1. Verfasser:	Troshkin, O. V.
Format:	Artikel
Sprache:	eng
Schlagworte:	Computational fluid dynamics Computational Mathematics and Numerical Analysis Dimensional stability Flow stability Fluid flow Incompressible flow Mathematical analysis Mathematics Mathematics and Statistics Steady flow Topological manifolds Two dimensional flow
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