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- W2026240599 abstract "In solving the title problem the majority of authors have assumed the shape and position of the shock wave, after which the inverse problem was solved; a detailed review of existing methods is given in the paper [1]. The method of Dorodnitsyn [2] permits the direct problem to be solved with the necessary degree of accuracy, in its exact formulation. Such calculations have been carried out at the Computing Center of the Academy of Sciences, USSR, on the electronic computing machine BESM-1. The problem is posed of treating the calculation by a method that would be equally suitable for handling both plane and axisymmetric bodies of various shapes (smooth, with corners, combinations) with detached shock wave, for different values of the adiabatic index k ( k > 1) and of the free-stream mach number 1 < M t 8 ⩽ ∞). The plane problem was considered by the author [3], and calculation of flows at M ∞ = 1 was carried out by Chushkin [4]. The calculations scheme and also results of computations for certain simple shapes (ellipsoids, spheres and disks) are given below" @default.
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- W2026240599 date "1960-01-01" @default.
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- W2026240599 title "On the calculation of flow past axisymmetric bodies with detached shock waves using an electronic computing machine" @default.
- W2026240599 doi "https://doi.org/10.1016/0021-8928(60)90180-5" @default.
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