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Most efficient channel section with multiple slender obstructions in flow path

机译:最有效的通道部分,流动路径中具有多个细长障碍物

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摘要

An open channel is to be considered most efficient when it can pass maximum discharge for a given cross-sectional area, bottom slope and resistance of flow in the side walls. In the present work, the efficiency of channel section is determined analytically for rectangular and trapezoidal cross-section with slender structure equally spaced along the width of channel cross-section. The economic depth of flow and hydraulic radius is found for a given discharge with multiple barriers in flow path. The energy of flow is determined with slender structure in rectangular channel section. The proposed analytical solution will be helpful to optimum design of the lined rectangular and trapezoidal channel section with number of barriers that may be pier like structures.
机译:开放通道将被认为是最有效的,当它可以通过最大放电以用于给定的横截面积,底部斜率和侧壁流动的电阻。 在本作本作中,通道部分的效率是针对矩形和梯形横截面的分析确定,其细长结构沿沟道横截面的宽度等间隔开。 在流动路径中具有多个屏障的给定放电,找到了流动和液压半径的经济深度。 在矩形通道部分中用细长结构确定流动能量。 所提出的分析解决方案将有助于最佳设计衬里的矩形和梯形通道部分,其屏障数量可以是码头的结构。

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