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SELF-SIMILAR INTERPOLATION IN RAREFIED GAS DYNAMICS

Volume 41, Edição 5, 2010, pp. 567-578
DOI: 10.1615/TsAGISciJ.v41.i5.60
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RESUMO

A method of self-similar interpolation is given for an approximation of a solution using given asymptotic representations of various types on the bounds of a function definition range. The effectiveness of the method involved is demonstrated on problems of rarefied gas dynamics, namely, slow 2D flows of Poiseuille and Couette, and hypersonic flow around a simple-shape body.

Referências
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