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Numerical Simulation of Nonlinear Three Dimensional Waves in Water of Arbitrary Varying Topography
Authors:HONG Guangwen  ZHANG Hongsheng and FENG Weibing Professor  Coastal and Ocean Engineering Research Institute  Hohai University
Abstract:The numerical simulation is based on the authors' high-order models with a dissipative term for nonlinear and dispersive wave in water of varying depth. Corresponding finite-difference equations and general conditions for open and fixed natural boundaries with an arbitrary reflection coefficient and phase shift are also given in this paper. The systematical tests of numerical simulation show that the theoretical models, the finite-difference algorithms and the boundary conditions can give good calculation results for the wave propagating in shallow and deep water with an arbitrary slope varying from gentle to steep.
Keywords:numerical simulation  nonlinear  3D waves  boundary conditions
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