FINITE DIFFERENCE FORM OF THE COMPRESSIBLE BOUNDARY LAYER EQUATIONS IN GENERALIZED CURVILINEAR COORDINATES

Authors
  1. Bergeron, D.
Corporate Authors
Defence Research Establishment Suffield, Ralston ALTA (CAN)
Abstract
The paper presents the development of a finite difference form of the unsteady boundary layer equations for two-dimensional flow. The equations are written in body-conformal coordinates, non-dimensionalized, transformed to a generalized curvilinear coordinate system, and expanded to yield equations suitable for use in a tridiagonal solver. The boundary conditions are also presented. This work, done in cooperation with the University of Toronto, seeks the development of a boundary layer code compatible with the NASA Ames ARC2D Navier-Stokes code. The two codes will be used in a study of the Fortified Navier-Stokes concept.
Report Number
DRES-M-1348 — Memorandum
Date of publication
15 Dec 1990
Number of Pages
30
DSTKIM No
91-00487
CANDIS No
67706
Format(s):
Hardcopy;Originator's fiche received by DSIS

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