Local Description of the Flow behind a Steady, Two-Dimensional, Curved Shock Wave
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概要
- 論文の詳細を見る
The local properties of the rotational flow field behind a steady, two-dimensional, curved shock wave which occurs in a supersonic uniform flow of a perfect gas are considered. The states of flow field in the vicinity of a point on a shock wave are described as a power series about this point under the assumption that the shape of the shock wave is regular. The hodograph transformation of such a field becomes singular at the points where Jacobian relating to the transformation vanishes. The fields in the vicinity of such singular points are discussed in detail.
- 社団法人日本物理学会の論文
- 1961-08-05
著者
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Morioka Shigeki
Department Of Mathematics And Physics Faculty Of Science And Engineering Ritumeikan University
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HASIMOTO Ziro
Department of Mathematics and Physics, Faculty of Science and Engineering, Ritumeikan University
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Morioka Shigeki
Department Of Aeronautics Faculty Of Engineering Kyoto University
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Hasimoto Ziro
Department Of Mathematics And Physics Faculty Of Science And Engineering Ritsumeikan University
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Hasimoto Ziro
Department Of Mathematics And Physics Faculty Of Science And Engineering Ritumeikan University
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Hasimoto Z.
Department of Mathematics and Physics, Faculty of Science and Engineering, Ritumeikan University
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