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- W2381114803 abstract "In order to model the waves breaking on a submerged breakwater and consider energy dissipation on the basis of breaking property,a numerical model for breaking waves was given by adding second order eddy viscosity terms to the fourth order dispersive Boussinesq equations.The numerical model was established with the finite differential method in non-staggered grids,and the model was solved with the third-order Adams-Bashforth predictor and the fourth-order Adams-Moulton corrector.Numerical experiments were firstly carried out to obtain the optimum breaking parameter involved in the eddy viscosity term.Then,based on the optimum value,numerical simulations of waves breaking on a submerged breakwater with different back slope were performed.The computed surface elevations varying with time in different locations were compared to experimental data,and the agreement was reasonably satisfactory,which demonstrates the present method considering energy dissipation in Boussinesq wave model is effective." @default.
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- W2381114803 date "2012-01-01" @default.
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- W2381114803 title "Numerical analysis of waves breaking on a submerged breakwater" @default.
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