Effect of Transverse Magnetic Field on the Flow due to an Oscillating Flat Plate
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概要
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Under the well-known assumption in magnetohydrodynamics, the distributions of velocity, magnetic field, and related quantities such as pressure, electric field and current density are obtained for the flow of an incompressible, viscous and electrically conducting fluid due to an infinite oscillating flat plate in the presence of transverse magnetic field. General solutions are first derived and then some special cases are discussed corresponding to limiting values of parameters such as magnetic pressure number S and magnetic Reynolds number R_m. It is found that each of the velocity distribution and other related quantities consists of two different oscillations whose decaying factors differ from the corresponding wave numbers, which contrasts to the well-known velocity distribution in classical hydrodynamics.
- 社団法人日本物理学会の論文
- 1958-12-05
著者
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Kakutani Tsunehiko
Department Of Engineering Mathematics University Of Newcastle Upon Tyne:(present Address) Department
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Kakutani Tsunehiko
Department Of Physics Faculty Of Science University Of Kyoto
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