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FLOW IN THE VICINITY OF THE PLANE OF SYMMETRY OF A DELTA WING WITH A SMALL SWEEP ANGLE IN THE STRONG INTERACTION REGIME

Volumen 45, Ausgabe 8, 2014, pp. 759-779
DOI: 10.1615/TsAGISciJ.2015013395
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ABSTRAKT

The flow in a three-dimensional boundary layer in the vicinity of the plane of symmetry of a semiinfinite flat delta wing with a small sweep angle in the strong viscous/inviscid interaction regime is studied. The flow functions are expanded into a power series in the transverse coordinate and a small parameter related to the sweep angle. Systems of ordinary differential equations and boundary conditions for calculating the coefficients in terms of the coordinate/parameter expansions are given. The sequence of solving the formulated boundary-value problems is determined, and the coefficients of the first six terms of expansions are calculated.

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