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On the oscillations of harbours of arbitrary shape

  • Li-San Hwang (a1) and Ernest O. Tuck (a2)


A theory is developed for calculating oscillations of harbours of constant depth and arbitrary shape. This theory is based on the solution of a singular integral equation. Numerical results have been calculated for rectangular harbours so as to check the accuracy of the method. Examples for wave amplification factor and velocity field for both rectangular and actual complex-shaped harbours are given.



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