Temporal Development of the Taylor Vortices in a Rotating Fluid
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概要
- 論文の詳細を見る
Flow patterns of a viscous incompressible fluid contained between two coaxial cylinders with the inner cylinder rotating are investigated. A truncated set of nonlinear coupled-mode equations governing temporal development of the velocity amplitude of the rotating fluid is presented with the aid of the Galerkin method, and is integrated numerically for several assigned values of the angular speed of the inner cylinder in order to determine whether its solutions are periodic or chaotic. The calculated results of the power spectral density and the separation distance between two orbits with their initial conditions only slightly different from each other show the existence of highly chaotic numerical solutions above a certain value of the angular speed. The results of these numerical calculations are also compared with those of experimental observations.
- 理論物理学刊行会の論文
- 1979-04-01
著者
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YAHATA Hideo
Department of Materials Science, Faculty of Science, Hiroshima University
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Yahata Hideo
Department Of Materials Science Faculty Of Science
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Yahata Hideo
Department Of Materials Science Hiroshima University
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YAHATA Hideo
Department of Materials Science, Hiroshima University
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