Generalized Moore-Saffman Vortices
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概要
- 論文の詳細を見る
A family of exact stationary solutions of the Euler equations is presented. They are the gen-eralizations of the lVIoore-Saflman vortex to N confoca[ ellipses tlaat are ernbedded in a uniformbackground strain field e and a uniform backgrotrnd vorticity field 2y. The two-dirnensional tin-ear instability of dovrble ellipses is studied following Love, lVIoore & Saf['rnan and Polvani & Flierl.Two types of instability are found. The first is the Love-type instability of the inner ellipse, whichdestabilizes an elliptical vortex patch whose aspect ratio is greater than 3. The second is theRayleigh-type instability that occtrrs f'or concentric vortex patches with non-rnonotonic vorticitydistribution.
- 社団法人日本物理学会の論文
- 1997-09-15
著者
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Hashimoto Hideki
Department of Health Economics and Epidemiology Research, School of Public Health, The University of
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宮嵜 武
電気通信大学電気通信学研究科
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MIYAZAKI Takeshi
Department of Neurosurgery, Faculty of Medicine, Shimane University
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Hirahara Kazuki
Department Of Mechanical And Contorol Engineering University Of Electoro-communications
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Miyazaki Takeshi
Research Information Center Institute Of Plasma Physics Nagoya University:hitachi Ltd. Kodaira
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Miyazaki Takeshi
Department Of Neurosurgery Faculty Of Medicine Shimane University
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Hashimoto Hideki
Department Of Applied Mathematics And Physics Graduate School Of Informatics Kyoto University
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Hashimoto Hideki
Department Of Mechanical And Contorol Engineering University Of Electoro-communications
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Miyazaki Takeshi
Department Of Materials Science And Technology Nagaoka University Of Technology
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