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LI Rui-jie. Wave transformation model taking into account effect of nonlinear dispersion[J]. Haiyang Xuebao, 2001, 23(1): 102-108.
Citation: LI Rui-jie. Wave transformation model taking into account effect of nonlinear dispersion[J]. Haiyang Xuebao, 2001, 23(1): 102-108.

Wave transformation model taking into account effect of nonlinear dispersion

  • Received Date: 1999-09-30
  • Rev Recd Date: 1999-11-26
  • An explicit nonlinear expression that approximated to the nonlinear dispersion relation developed by Kirby and Dalrymple is presented.The precision of the explicit expression is nearly the same as that of the dispersion relation of Kirby and Dalrymple.Using this explicit nonlinear dispersion relation and comhining it with the mild-slope equation with weakly nonlinear efffect term,a wave transformation model taking into account effect of nonlinear dispexsion can be obtained.The numerical computation shows that the results taking into account effect of nonlinearity for modelling the wave transformation are better than those without considering the linearity.
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  • KIRBY J T,DALRYMPLE R A.Verification of parabolic equation for propagation of weakly nonlinear waves[J].Coastal Engineering,1984,(8):219~232.
    KIRBY J T,DALRYMPLE R A.An approximate model for nonlinear dispersion in monochromatic wave propagation models[J].Coastal Eng,1986,(9):545~561.
    LI Rui-jie,WANG Hou-jie.Nonlinear effect of wave propagation in shallow water[J].China Ocean Engineering,1999,13(1):109~114.
    BERKHOFF J C W,BOOIJ N,RADDER A C.Verification of numerical wave propagation models for simple harmonic linear water waves[J].Coastal Eng,1982,(6):255~279.
    HEDGES T S.An approximate model for nonlinear dispersion in monochromatic wave propagation models:discussion[J].Coastal Eng,1987,(13):23~54.
    KIRBY J T,DALRYMPLE R A.An approximate model for nonlinear dispersion in monochromatic wave propagation models:replay[J].Coastal Eng,1987,(11):89~92.
    LI Rui-jie,WANG Hou-jie.A modified form of mild-slope equation with weakly nonlinear effect[J].China Ocean Engineering,1999,13(3):327~333.
    YOOD,O'CONNORBA.Diffraction of waves in caustics[J].J Wtrwy,Port,Coast and Oc Engrg,ASCE,1988,114(6):751~731.
    ZHAO Y,ANASTASIOU K.Economical random wave propagation modelling taking into account nonlinear amplitude dispersion[J]、Coastal Eng,1993,(20):59~83.
    DALRYMPLE R A.Model for reffraction of water wave[J].J Wtrwy,Port,Coast and Oc Engrg,1988,114(4):423~435.
    洪广文,等.海岸河口水域波浪传播数值模拟[J].河海大学学报,1999,(2):1~9.
    LO Jen-Men.A numerical model for combined refraction-diffraction of short waves on an island[J].Ocean Engineering,1991,18(5):419~434.
    WEI G,KIRBY J T.A time-dependent numerical code for extended Boussinesq equation[J].J Wtrwy,Port,Coast and Oc Engrg,ASCE,1995,121(5):251~262.
    KAIHATU J M,KIRBY J T.Two-dimansion parabolic modeling of extended Boussinesq equation[J].J Wtrwy,Port,Coast and Oc Engrg,1998,124(2):57~67.
    DINGEMANS M W.Water Wave Propagation over Uneven Bottoms[M].Singapore:World Scientific,1997.
    李瑞杰,等.近岸水域波浪变形数学模型[J].海洋工程,1998,16(4):48~54.
    李瑞杰,等.非线性效应对浅水水波变形的影响[J].海洋湖沼通报,1998,(1):1~5.
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