Boundary element simulation of transient nonlinear waves.

J. F. Lee, H. H. Hwung

Research output: Book/Report › Book

Abstract

A boundary integral equation model for the analysis of transient nonlinear free surface waves was developed. Galerkin's method of weighted residual was used to include the dynamic free surface boundary condition into the boundary integral equation model. To resolve the nonlinear dynamic problem, an incremental time integration scheme is presented. Numerical results of the test example obtained by the present model were compared with an analytical linear solution and a linear BIEM solution. Good agreements were obtained.

Original languageEnglish
PublisherA.A. Balkema
ISBN (Print)90 6191 836 7
Publication statusPublished - 1800

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Boundary integral equations
Galerkin methods
Surface waves
Boundary conditions

All Science Journal Classification (ASJC) codes

  • Engineering(all)

Cite this

Lee, J. F. ; Hwung, H. H. / Boundary element simulation of transient nonlinear waves. A.A. Balkema, 1800.
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Lee, JF & Hwung, HH 1800, Boundary element simulation of transient nonlinear waves. A.A. Balkema.

Boundary element simulation of transient nonlinear waves. / Lee, J. F.; Hwung, H. H.

A.A. Balkema, 1800.

Research output: Book/Report › Book

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N2 - A boundary integral equation model for the analysis of transient nonlinear free surface waves was developed. Galerkin's method of weighted residual was used to include the dynamic free surface boundary condition into the boundary integral equation model. To resolve the nonlinear dynamic problem, an incremental time integration scheme is presented. Numerical results of the test example obtained by the present model were compared with an analytical linear solution and a linear BIEM solution. Good agreements were obtained.

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Lee JF, Hwung HH. Boundary element simulation of transient nonlinear waves. A.A. Balkema, 1800.

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