Exact Solution of Compressible Potential Flow Past a Body of Revolution at Zero Incidence : Especially for High Subsonic Flow
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概要
- 論文の詳細を見る
An entirely new solution for a compressible potential flow past a given body of revolution at zero incidence is predicted. A complex velocity for the flow is solved exactly through a complex integral equation with use of pseudo-analytic function theories in just the same way as in two-dimensional cases given by the authors. Owing to nonlinearity and the existence and uniqueness of the solution successive iteration is introduced. The present method has a wide range of applicabilities to flow fields such as those on meridional through flows in three-dimensional cases and so on. Moreover, for inverse problems only a few supplemental arguments may be needed. Numerical illustrations of our method, which fully depends on correspondence between two-dimensional incompressible flows and those in the present case, are given for incompressible and for high sub-sonic flows past ellipsoids. Obtained results show a good agreement with experimental values.
- 一般社団法人日本機械学会の論文
著者
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Miyazaki Teruo
Department Of Development For Community Medicine Tokyo Medical University
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Miyazaki Teruo
Department Of Mechanical Engineering Kokushikan University
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Hirayama Naomichi
Department Of Mechanical Engineering Tokyo Metropolitan University
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Hirayama Naomichi
Department Of Mechanical Engineering Faculty Of Technology Tokyo Metropolitan University
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