Abstract
A Dimet Numerical Simulation method using a regular grid under a generalized curvilinear coordinate system is presented which can simulate flows in complex geometry. In this paper, at first a one-dimensional linear convection problem was dealt to test the accuracy and the results strongly suggested that the way of defining a grid with certain types of unequal spacing cause substantial phase rrors in numerical solutions and the cause is the metric discontinuity. Next, a regular grid under a generalized coordinate system was used to analyze free surface turbulent flow with Reynolds number 150 defined by friction velocity. It was shown that this method enabled sufficiently stable calculation. In addition, a comparison with DNS of open channel flow using a staggered grid verified that this simulation gave fairy satisfactory properties with respect to higher-degree statistic values related to turbulent characteristics
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