On Vibration of an Ideal Fluid contained in an Annular Region bounded by two Eccentric Circular Cylinders : Case of Finite Amplitude

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概要

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• An infinitely long cylindrical wall d_2 of circular cross-section is assumed to exist. Inside which, another cylindrical wall d_1,also of infinite length, is assumed to exist, their axes being parallel to each other. The axes of these two cylindrical walls need not necessarily coincide. The annular space lying between these two walls d_1 and d_2 is assumed to be filled up with an ideal fluid (non-viscous, incompressible). When the inner cylindrical wall d_1 makes a transverse vibration, while the outer cylindrical wall d_2 remains fixed, particles of the fluid contained between these walls will also make a vibratory motion. In this report, theoretical calculation is made of the vibratory hydraulic pressure thus set up in the fluid, for a case in which the amplitude of vibration is of finite value, not necessarily confining to the case of very small amplitude.

• 一般社団法人日本機械学会の論文

著者

• Kito Fumiki

  Department Of Engineering Keio University

関連論文

• On Vibration of an Ideal Fluid contained in an Annular Region bounded by two Eccentric Circular Cylinders : Case of Finite Amplitude

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