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Uncertainty in the analysis of urban water supply and distribution systems

机译:城市给排水系统分析中的不确定性

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Conventionally, the design of urban water supply and distribution systems is based on the assumption that all the involved parameters are known a priori and remain unaltered throughout the life cycle of the system. However, significant uncertainties do appear during the analysis and design of these systems, such as the equivalent pipe roughness and the actual internal diameters of the pipes. To study these uncertainties, the water supply and the looped water distribution systems are studied separately. For the water supply system, these uncertainties are incorporated in the analysis of the system, using the extension principle of the fuzzy sets and a new operation of the fuzzy subtraction. Based on the calculation of head losses for each branch of the system, the nodal heads are obtained as fuzzy numbers. In regard to the looped water distribution system, a methodology is developed and proposed, based on the extension principle and leading to several optimisation problems with respect to the branches of the system. The aim of the proposed methodology is to determine the alpha-cuts and finally produce the shape of the membership function of flows in the branches of the system. Both methodologies are illustrated by numerical examples.
机译:传统上,城市给水和供水系统的设计基于以下前提:所有相关参数都是先验已知的,并且在系统的整个生命周期中保持不变。但是,在这些系统的分析和设计过程中确实会出现很大的不确定性,例如等效的管道粗糙度和管道的实际内径。为了研究这些不确定性,分别研究了供水和循环水分配系统。对于供水系统,使用模糊集的扩展原理和模糊减法的新运算,将这些不确定性纳入系统分析中。基于系统每个分支的水头损失的计算,节点水头作为模糊数获得。关于循环水分配系统,基于扩展原理开发并提出了一种方法,并导致了针对系统分支的一些优化问题。拟议方法的目的是确定Alpha切割,并最终产生系统分支中流的隶属函数的形状。两种方法均通过数值示例进行说明。

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