Abstract
Computational schemes and numerical stability conditions of a modified version of Marker and Cell method are studied and a new computing program is developed using second-order upstream differencing representations of the momentum conservation equations and a SOR iterative method for solving a Poisson equation for the pressure, which is applicable to 3-D wave making problems of steadily advancing floating bodies in deep water. Computed results are given for nonlinear bow-waves of wedge models.
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