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It is pointed out in this paper that the information usually available is not fully utilized in the traditional methods of tidal numerical computions. The governing equations, the essential and natural boundary conditions and the empirical data are incorporated in tho present model to form an overdetermined problem. A finite difference-least square technique is proposed to solve the problem. The application to modeling the M_2 tide in the Huanghai Sea(Yellow Sea) shows the advantages of the technique.
It is pointed out in this paper that the information usually available not fully utilized in the traditional methods of tidal numerical computions. The governing equations, the essential and natural boundary conditions and the empirical data are incorporated in tho present model to form an overdetermined problem . The application to modeling the M_2 tide in the Huanghai Sea (Yellow Sea) shows the advantages of the technique. A finite difference-least square technique is proposed to solve the problem.