Long Waves on a Rotating Sea Due to Travelling Disturbances

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概要

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• An initial value investigation is made of the unsteady dispersive long waves on the surface of a homogeneous rotating shallow ocean due to an arbitrary travelling wind stress distribution acting on the free surface of the ocean. An asymptotic solution for the free surface displacement function is derived by using the generalized Fourier transform and its asymptotic behaviour. Some oscillatory or transient travelling wind stress distributions of physical interest are included in the analysis for the investigation of the dispersive long waves. It is shown that the wave motion asymptotically approaches to its ultimate steady state as the time tends to infinity. Several limiting cases of interest are discussed.

• 社団法人日本物理学会の論文
• 1973-07-05

著者

• Debnath Lokenath

  Department Of Mathematics East Carolina University

• Bagcghi Kalyan

  Centre Of Advanced Study In Applied Mathematics University Of Calcutta

• Bagchi Kalyan

  Centre of Advanced Study in Applied Mathematics, University of Calcutta

関連論文

• Unsteady Flows in an Elastico-Viscous Fluid Induced by Torsional Oscillations of a Plate
• Long Waves on a Rotating Sea Due to Travelling Disturbances
• On Generation of Dispersive Long Waves on a Rotating Ocean by Wind Stress Distributions

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