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Hydraulic calculation of field drain pipe diameter: Using the theory of spatially-varied flow with increasing discharge

机译:现场排水管直径的水力计算:使用随着流量增加而变化的空间流量理论

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The flow in field drain pipes is classified as a spatially-varied flow (SVF) with increasing discharge. In this study, the parameter of "critical slope" was defined for SVF with increasing discharge. If the drain pipes have free outlet and the drain line slope is equal or less than the critical slope, which mostly is the case for the drain pipes, then, the critical section occurs towards the end of drain pipes. At the critical section, the Froude number is unity, and the flow depth at the end of drain pipes can be determined using the critical depth computation for the circular section. This method was used to calculate drain pipe diameter and the results were compared with the standard method of drain pipe computations based on Manning's equation. The results showed that the standard equations and design charts, based on Manning's equation, over estimate the drain pipe diameter.
机译:场排水管中的流量随着排放量的增加而分类为空间变化流量(SVF)。在这项研究中,为“ SVF”定义了“临界斜率”,并随放电的增加而增加。如果排水管有自由出水口,并且排水管的斜率等于或小于临界斜率(大多数情况下是排水管的情况),则临界区将在排水管的末端发生。在临界部分,弗洛伊德数为1,可以使用圆形部分的临界深度计算确定排水管末端的流量深度。该方法用于计算排水管直径,并将结果与​​基于曼宁方程的标准排水管计算方法进行比较。结果表明,基于曼宁方程式的标准方程式和设计图过度估计了排水管的直径。

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