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EVOLUTION EQUATIONS FOR NONLINEAR WAVES IN A THREELAYER FLUID MODEL
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作者 zhu, yong 《Journal of Hydrodynamics》 SCIE EI CSCD 1995年第3期94-103,共10页
Based on Boussinesq's shallow-water wave assumption, the generalized Boussinesq equations for a three-layer fluid model were derived by using the vertically-average method. The linearized wave equations, very-long... Based on Boussinesq's shallow-water wave assumption, the generalized Boussinesq equations for a three-layer fluid model were derived by using the vertically-average method. The linearized wave equations, very-long wave equations based on Airy theory and the KdV equations for the three-layer fluid model were also presented. Those equations can be reduced to the corresponding equations for two- and one-layer fluid models in some special cases. 展开更多
关键词 Nonlinear equations Numerical methods Unsteady flow Water waves
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