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Chlorine decay in pipeline systems under sequential transients based on probability density function

机译:基于概率密度函数的连续瞬态管道系统中的氯衰减

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摘要

The dynamic hydraulic condition in water distribution systems significantly affects the decay of chlorine concentrations. There is strong correspondence between the turbulence intensity and chlorine decay and its regression analysis provides a feasible method to determine the chlorine decay coefficients. This study focused on the applicability of chlorine decay under dynamic conditions through transient events at designated intervals with predetermined intensities. To address field conditions for transient generation, the probability density function (PDF), based on the demand curve of the water consumption, was derived and implemented to the generation of transient events with irregular intervals and durations. The temporal variation of residual chlorine concentration in a pipeline system under irregular intervals and intensity of transient events based on predetermined PDF was obtained. The parameters of various chlorine decay models were calibrated using genetic algorithm and the regression equations. The parameters of nth and limited nth order chlorine decay models from regression equation were almost identical to those obtained by calibrations. The performance of the regression equation under various transient intensities and irregular introduction of transients demonstrated potential for the application of the developed method to field of water distribution systems.
机译:供水系统中的动态水力状况会显着影响氯浓度的衰减。湍流强度与氯气衰减之间有很强的对应关系,其回归分析为确定氯气衰减系数提供了一种可行的方法。这项研究的重点是在动态条件下,通过以指定的强度以指定的时间间隔进行瞬态事件,在动态条件下氯的衰减的适用性。为了解决瞬态发电的现场条件,基于耗水量需求曲线的概率密度函数(PDF)被推导并实现为具有不规则间隔和持续时间的瞬态事件的产生。基于预定的PDF,获得了不规则间隔和瞬态事件强度下管道系统中残余氯浓度的时间变化。使用遗传算法和回归方程对各种氯衰减模型的参数进行了校准。回归方程中第n级和第n级有限氯衰减模型的参数与通过校准获得的参数几乎相同。回归方程在各种瞬态强度和不规则瞬态引入下的性能证明了该方法在水分配系统领域中的应用潜力。

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