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- W624687575 abstract "A three-dimensional finite volume method using a moving grid system is presented for solving incompressible viscous flows with a free surface. A new technique is developed for the implementation of the nonlinear free surface conditions. In the time-marching solution procedure, the grid points on the free surface are moved in the direction normal to the surface by using the volume flux vector across the temporary cell face. This method holds the conservative properties even in the cells adjacent to the free surface and it allows the moving grids to represent the three-dimensional arbitrary deformation of the free surface without any rearrangement of grid points. Numerical experiments of the collision of the two solitary waves travelling in opposite directions are made to demonstrate the validity of this method. The two waves emerge almost unchanged in profile after their interaction of brief duration. The method is also applied to the three-dimensional viscous flows about a circular cylinder vertically piercing a free surface. The computed results show the strong interaction of the vortical flows with the free surface waves." @default.
- W624687575 created "2016-06-24" @default.
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- W624687575 date "1992-01-01" @default.
- W624687575 modified "2023-09-27" @default.
- W624687575 title "COMPUTATION OF NONLINEAR WATER WAVES BY FINITE-VOLUME METHOD USING FREE-SURFACE FITTED CO-ORDINATE SYSTEM" @default.
- W624687575 hasPublicationYear "1992" @default.
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