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首页> 外文期刊>Journal of Water Resources Planning and Management >Roughness and Demand Estimation in Water Distribution Networks Using Head Loss Adjustment
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Roughness and Demand Estimation in Water Distribution Networks Using Head Loss Adjustment

机译:用水头损失调整法估算配水网的粗糙度和需求

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摘要

To estimate pipe roughness and nodal demand parameters in water distribution networks, a method based on head loss adjustment is proposed. By using weighted least squares (WLS), model-simulated head losses are adjusted to minimize the sum of the squares of the corrections (differences between simulated and adjusted values) of simulated head losses under the constraints of head and flow measurements. Pipe roughness coefficients (Hazen-Williams C-factors) are computed by using the ratio of the simulated to adjusted head losses and refined by using boundary-fence and gross-error detection techniques. With the adjusted C-factors and head losses, pipe flows are computed to rectify nodal demands, which are limited in their boundary fences. After the demand multipliers are computed and filtered by using gross-error detection techniques, a large number of nodal demands make an advance. The loop of model simulation, head loss adjustment, and roughness and demand calibrations runs iteratively from different starting points of C-factor under multiple loading conditions, then realistic roughness and demands are achieved. The method was verified on two benchmark networks-a hypothetical network and a real network-by using noisy head and flow measurements. The results show that the method is effective for dual estimation of roughness and demand parameters. (C) 2017 American Society of Civil Engineers.
机译:为了估算配水管网的管道粗糙度和节点需求参数,提出了一种基于水头损失调整的方法。通过使用加权最小二乘(WLS),可以对模型模拟的水头损失进行调整,以在水头和流量测量的约束下最小化模拟水头损失的校正平方(模拟值与调整值之间的差异)。管道粗糙度系数(Hazen-Williams C因子)是通过使用模拟水头损失与调整后水头损失之比计算得出的,并使用边界围栏和总误差检测技术进行细化。利用调整后的C因子和压头损失,可以计算管道流量以纠正节点需求,这些需求在其边界围栏中受到限制。在使用总误差检测技术计算并过滤了需求乘数之后,大量的节点需求得到了发展。在多种负载条件下,从C因子的不同起点迭代运行模型仿真,压头损失调整以及粗糙度和需求校准的循环,从而获得实际的粗糙度和需求。通过使用嘈杂的水头和流量测量,在两个基准网络(假设网络和真实网络)上验证了该方法。结果表明,该方法对粗糙度和需求参数的双重估计是有效的。 (C)2017年美国土木工程师学会。

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