V. G. Danilov, R. Gaydukov, “Double-Deck Structure of the Boundary Layer in Problems of Flow around Localized Perturbations on a Plate”, Mat. Zametki, 2015, Volume 98, Issue 4,Pages <nobr>561

This article is cited in 16 papers

Papers published in the English version of the journal

Double-Deck Structure of the Boundary Layer in Problems of Flow around Localized Perturbations on a Plate

V. G. Danilov^a, R. Gaydukov^ba

^a National Research University Higher School of Economics, Moscow, Russia
^b Moscow Technical University of Communication and Informatics, Moscow, Russia

Abstract: We consider the problem of a viscous incompressible fluid flow along a flat plate with a small solitary perturbation (of hump, step, or corner type) for large Reynolds numbers. We obtain an asymptotic solution in which the boundary layer has a double-deck structure.

Keywords: double-deck structure, asymptotics methods, boundary-layer theory, fluid mechanics, Navier–Stokes equations, small solitary perturbation.

Received: 05.08.2015

Language: English