Flows in a Rotating Cylinder with a Sloping Bottom
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概要
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An analytic solution of non-axisymmetric flow in a rotating cylinder with asloping bottom and a flat top, which is rotating slightly farster than the otherwalls, is obtained for compressible fluid, and is compared with the imcompres-sible counterpart considered by Pedlosky and Greenspan. In the incompressiblefluid the flow field is z-independent due to Taylor-Proudman theorem, and thephenomenon so called westward intensification is observed. In the compressiblecase, on the other hand, horizontal flow lines are circular, while non-axisym-metric weak z-motion is induced by the bottom slope.
- 社団法人日本物理学会の論文
- 1983-11-15
著者
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Matsuda Takuya
Department Of Aeronautical Engineering Kyoto University
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Takeda Hidenori
Department Of Aeronautical Engineering Kyoto University
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Nakagawa Keizo
Department Of Advanced Materials Institute Of Technology And Science The University Of Tokushima
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Nakagawa Keizo
Department Of Aeronautical Engineering Kyoto University:national Space Development Agency Of Japan
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Matsuda Takuya
Department Of Aeronautical Engineering Faculty Of Engineering Kyoto University
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Takeda Hidenori
Department of Aeronautical Engineering,Kyoto University
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