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考虑不确定性因素的弹性管道水锤模型及实验验证

Water Hammer Model for Elastic Pipelines Considering Uncertainty Factors and Experimental Validation

  • 摘要: 在长距离引调水、城市供水等有压输水管道,系统启停、工况切换等均会引起水锤现象,精准高效水力瞬变计算对于系统水力安全、智慧调控至关重要;然而,现有的水力计算主要是基于传统的弹性水锤理论,忽略且低估了不确定性因素对能量耗散、水锤压力的衰减效应。针对弹性管道水锤问题,本文考虑实际管道中难于用机理表达的不确定因素,包括流体的非轴向运动、管道锚固约束、管道扰动等,提出两种适用于弹性管道的水锤模型:广义Kelvin-Voigt与Zielke动态摩阻结合的耦合模型、基于广义Kelvin-Voigt的水锤模型,可通过时域全波形反演方法对蠕变函数进行参数率定。为了验证本文模型的正确性,搭建了水锤模型实验台。结果表明,耦合模型可有效提高弹性管道水锤瞬态模拟的准确性,但

     

    Abstract: In long-distance water diversion and urban water supply pipelines, operational events such as system start-up, shutdown, and transitions can induce water hammer effects. Accurate and efficient hydraulic transient calculation is crucial for system hydraulic safety and intelligent regulation and control. However, the existing hydraulic calculations are mainly based on the traditional elastic water hammer theories, which tend to overlook and underestimate uncertainties related to energy dissipation and pressure attenuation. Addressing the issue of water hammer in elastic pipelines, this study considers uncertainties that are difficult to express in actual pipelines, including the nonaxial movement of the

     

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