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Published July 1975 | Published
Journal Article Open

On the asymptotic solution of the lagerstrom model equation

Abstract

The Lagerstrom equation is a one-dimensional model of the equations of viscous flow at low Reynolds numbers. It is shown how a uniformly valid asymptotic solution to the Lagerstrom equation can be obtained by an iteration procedure applied directly to an equivalent integral equation, and without recourse to inner and outer expansions.

Additional Information

© 1975 Society for Industrial and Applied Mathematics. Received by the editors March 18, 1974, and in revised form June 24, 1974.

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Created:
August 19, 2023
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October 18, 2023