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Applications of sediment sudden deposition model based on the third-generation numerical model for shallow water wave
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作者 BAI Yuchuan ZHANG Yinqi ZHANG Bin 《Acta Oceanologica Sinica》 SCIE CAS CSCD 2007年第3期142-149,共8页
The existing numerical models for nearshore waves are briefly introduced, and the third-generation numerical model for shallow water wave, which makes use of the most advanced productions of wave research and has been... The existing numerical models for nearshore waves are briefly introduced, and the third-generation numerical model for shallow water wave, which makes use of the most advanced productions of wave research and has been adapted well to be used in the environment of seacoast, lake and estuary area, is particularly discussed. The applied model realizes the significant wave height distribution at different wind directions. To integrate the model into the coastal area sediment, sudden deposition mechanism, the distribution of average silt content and the change of sediment sudden deposition thickness over time in the nearshore area are simulated. The academic productions can give some theoretical guidance to the applications of sediment sudden deposition mechanism for stormy waves in the coastal area. And the advancing directions of sediment sudden deposition model are prospected. 展开更多
关键词 Boussinesq equation mild-slope equation third-generation numerical model for shallow water wave sedimentsudden deposition
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RATIONAL FORM SOLITARY WAVE SOLUTIONS FOR SOME TYPES OF HIGH ORDER NONLINEAR EVOLUTION EQUATIONS
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作者 韩廷武 卓相来 《Annals of Differential Equations》 2000年第4期315-319,共5页
In this paper, three types of nonlinear evolution equations such as (2n + 1)th order KdV equation, etc, are studied. And their solitary wave solutions of rational form obtained are available and possess the simplest f... In this paper, three types of nonlinear evolution equations such as (2n + 1)th order KdV equation, etc, are studied. And their solitary wave solutions of rational form obtained are available and possess the simplest form so far. At last, the Hamiltonian form of (2n + 1)th order general KdV equation is generalized. 展开更多
关键词 KdV equation K-P equation model equation for shallow water waves solitary wave solution?
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