A numerical wave model with weak nonlinearity and its application ability analysis

Liu Zhongbo1,2、Tang Jun2

Strategic Study of CAE ›› 2010, Vol. 12 ›› Issue (9) : 96-100.

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PDF(1112 KB)
Strategic Study of CAE ›› 2010, Vol. 12 ›› Issue (9) : 96-100.

A numerical wave model with weak nonlinearity and its application ability analysis

  • Liu Zhongbo1,2、Tang Jun2

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Abstract

Based on the extended Boussinesq equation with weak nonlinearity, 2-D numerical model was established in nonstaggered grids by the finite difference method. The nonstaggered grids were used with the first-order spatial derivatives being discretized by the fourth-order and the second-order terms discertized by the second-order. For the time derivatives, a composite fourth-order accurate Adams-Bashforth Moulton scheme was used. Numerical simulation was done upon one-dimension and two-dimension wave propagations problem, and through the comparisons of numerical results with the related experimental data, the application of the extended Boussinesq equations were investigated.

Keywords

numerical model / application ability / wave

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Liu Zhongbo,Tang Jun. A numerical wave model with weak nonlinearity and its application ability analysis. Strategic Study of CAE, 2010, 12(9): 96‒100
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