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Turbulent Pipe-flow Computation Using the Rough Model Method (RMM)

机译:使用粗糙模型方法(RMM)的湍流管道流量计算

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A new approach is presented to solve common straight pipe-flow problems, namely, computation of the discharge Q, computation of the internal diameter D and computation of the energy slope J. The theoretical approach is based on a referential rough pipe model characterized by an arbitrarily assigned relative roughness value, taken in the fully turbulence flow regime. Thus, the friction factor of Colebrook-White remains constant whatever the Reynolds number value. Hence, applying the Darcy-Weisbach formula, all parameters of the flow in the chosen model, such as the flowing discharge , the internal diameter and the energy slope , are then well defined. These allow a direct determination of the required value of Q, D and J by the use of a non-dimensional correction factors. The efficiency of the proposed approach is put forward through a practical application.
机译:提出了一种新的方法来解决常见的直管流动问题,即排放量Q的计算,内径D的计算和能量斜率J的计算。理论方法基于具有以下特征的参考粗管模型:任意分配的相对粗糙度值,采用全湍流状态。因此,无论雷诺数值如何,Colebrook-White的摩擦系数都保持恒定。因此,使用Darcy-Weisbach公式,可以很好地定义所选模型中的所有流动参数,例如流动流量,内径和能量斜率。这些允许通过使用无量纲校正因子直接确定Q,D和J的所需值。通过实际应用提出了所提方法的有效性。

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