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Numerical Flow Modeling over Semi-Spherical Obstructions in a Series - Toward a numerical modeling of nature-like fishways embedded with stones -

机译:一系列半球形障碍物上的数值流建模-走向嵌有石头的类似自然的鱼道的数值模型-

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摘要

This paper is devoted to analyze the change in flow properties by changing the longitudinal spacing between submerged semi-spherical obstructions in a series, from the point of view of designing nature-like fishways embedded with stones. A Godunov type numerical model of two dimensional shallow water equations using quadtree grids has been applied to compute the flow over 3D semi-spherical obstructions. The numerical results show that there is a limit to which obstruction spacing can be reduced to create a favorable flow condition for fish ascending. Likewise, the ratio of velocity reduction reduces as the obstructions become closer.
机译:从设计嵌入石头的自然似鱼道的角度出发,本文致力于通过改变一系列淹没的半球形障碍物之间的纵向间距来分析流动特性的变化。使用四叉树网格的二维浅水方程的Godunov型数值模型已应用于计算3D半球形障碍物上的流量。数值结果表明,可以减小障碍物间距以为鱼上升创造良好的流动条件是有极限的。同样,速度降低的比例随着障碍物的靠近而减小。

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