Diffraction   Of  Water   Waves   Due   To   A   Pit

Breakwater

M. Takezawa; H.S. Lee; B.H. Lee; I.J. Kim; A.N. Williams

doi:10.2495/HY000221

Diffraction Of Water Waves Due To A Pit Breakwater

Price

Free (open access)

Transaction

WIT Transactions on Ecology and the Environment

Volume

Pages

Published

2000

Size

1,195 kb

Paper DOI

10.2495/HY000221

WIT Press

Author(s)

M. Takezawa, H.S. Lee, B.H. Lee, I.J. Kim & A.N. Williams

Abstract

Diffraction of linearlized long waves has been studied for the prediction of wave interaction due to a pit breakwater. The present model is based on the linear wave theory and boundary element approach. The fluid domain is divided into two regions; an interior region whose boundary consists of the projection of the outline of the pit and an exterior region consisting of the remainder of the fluid domain. By utilizing an appropriate Green's theorem in each region, a pair of simultaneous integral equations has been derived for the velocity potential and its normal derivative at the imaginary fluid interface between the two regions. These integral equati

Keywords

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Code

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