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Application of a max-min ant system to joint layout and size optimization of pipe networks

机译:最大最小蚂蚁系统在管网联合布置和尺寸优化中的应用

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The application of a max-min ant algorithm to the layout and size optimization of pipe networks is described in this paper. The formulation conventionally used for the pipe size optimization of networks with fixed layout is extended to account for the layout determination of the networks. This is achieved by including new constraints regarding the reliability of the network and modifying some of the constraints of the optimization problem. A deterministic concept of reliability is used in which the number of independent paths from source nodes to each of the demand nodes is considered as a measure of reliability. The method starts with a predefined layout which includes all possible links. The method is capable of designing the layout and pipe sizes of water distribution networks of predefined reliability including tree-like and looped networks. It is also shown that a layout optimization of a network followed by size optimization does not lead to an optimal or a near-optimal solution. This emphasizes the need for simultaneous layout and size optimization of networks if an optimal or near-optimal solution is desired. The performance of the method for layout and pipe size optimization of pipe networks is tested against two benchmark examples in the literature and the results are presented. The first example is considered to show the necessity of joint layout and size optimization even for the simple tree networks while the second example is considered to illustrate the efficiency of the proposed method for layout and size optimization of real-world networks with different levels of reliability.
机译:本文介绍了最大最小蚂蚁算法在管网布局和尺寸优化中的应用。常规上用于固定布局网络的管道尺寸优化的公式被扩展为考虑网络布局的确定。这是通过包括有关网络可靠性的新约束并修改优化问题的某些约束来实现的。使用可靠性的确定性概念,其中将从源节点到每个需求节点的独立路径的数量视为可靠性的度量。该方法以包括所有可能链接的预定义布局开始。该方法能够设计具有预定可靠性的供水网络的布局和管道尺寸,所述供水网络包括树状和环形网络。还显示出,网络布局优化之后进行尺寸优化不会导致最优或接近最优的解决方案。如果需要最佳或接近最佳的解决方案,这将强调需要同时进行网络布局和大小优化。针对文献中的两个基准示例测试了管网布局和管径优化方法的性能,并给出了结果。认为第一个示例说明了即使对于简单的树形网络,也需要进行联合布局和大小优化的必要性;而考虑第二个示例,则说明了所提出方法对具有不同可靠性级别的实际网络的布局和大小优化的效率。

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