首页> 外文会议>Proceedings of the fifth IASTED international conference on computational intelligence >APPLICATION OF 2D-3D CONTINUOUS ANT COLONY APPROACH TO PIPE DISTRIBUTION NETWORK DESIGN OPTIMIZATION PROBLEMS
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APPLICATION OF 2D-3D CONTINUOUS ANT COLONY APPROACH TO PIPE DISTRIBUTION NETWORK DESIGN OPTIMIZATION PROBLEMS

机译:二维3D连续蚁群法在配管网络优化设计中的应用。

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Recently [1] presented a new heuristic optimizationrnapproach, called 2D-3D Continuous Ant ColonyrnApproach (2D-3D-CACA), based on Ant ColonyrnOptimization Algorithm for solving 3D continuous realrnworld space problems. Ant colony algorithms are a subsetrnof swarm intelligence and consider the ability of simplernants to solve complex problems by cooperation. Thernproposed approach has been successfully used to optimizernthe path generation, cost estimation and road constructionrnproblem in 3D real world search space and has capturedrnsuccessfully the essence of the 3D problem structure. Thisrnpaper presents an application of 2D-3D-CACA to solvernthe pipe distribution network optimization problem. To bernclear, all previous attempts have been focused on discreternnature of pipe distribution network, where networkrnelements positions are fixed and known in prior. Thisrnpaper provides an initial study for the use of 2D-3DCACArnin solving pipe distribution network problems inrn3D continuous search spaces. Herein, the positions ofrnnetwork elements are not known in advance, except somerninitial starting points. The optimization of piperndistribution networks designs are complex, multi-modalrnproblems that cannot be easily solved with conventionalrnoptimization algorithms. The problem is formulated as arnconstrained multiple-objective optimization problem. Onernexample of Pipe network optimization is internal waterrndistribution network design (WDND) optimization. Waterrndistribution network design (WDNDs) is costlyrninfrastructure, and much attention has been given to thernapplication of optimization methods to minimize designrncosts. Herein, the application of the 2D-3D-CACA tornwater network design optimization is considered. In thisrnpaper, a mathematical formulation is developed whichrnenables 2D-3D-CACA to be used for the optimal designrnof WDN and thus to obtain the least cost design of thernnetwork. The 2D-3D-CACA has been used to determinernthe minimum cost of the water network system taking intornconsideration some design criteria (pipes lengths, no. ofrnrounds,….).rnAlthough, the paper presents an initial study andrninvestigation of the possibilities offered by 2D-3D-CACArnto optimize pipe distribution network design, preliminaryrnsimulation results on three 3D artificial models show thatrnthe proposed evolutionary optimization algorithm isrnefficient and suitable for any generalized pipe distributionrnnetwork design in 3D continuous search space.
机译:最近[1]提出了一种新的启发式优化方法,称为2D-3D连续蚁群算法(2D-3D-CACA),它基于蚁群优化算法来解决3D连续现实世界空间问题。蚁群算法是群体智能的子集,它考虑简单蚁通过合作解决复杂问题的能力。所提出的方法已成功地用于优化3D现实世界搜索空间中的路径生成,成本估算和道路建设问题,并成功地捕获了3D问题结构的本质。本文提出了2D-3D-CACA在解决配管网优化问题中的应用。为了清楚起见,所有先前的尝试都集中在管网的离散特性上,其中网络元件的位置是固定的,并且事先已知。本文为使用2D-3DCACArn解决3D连续搜索空间中的管道配送网络问题提供了初步研究。在此,除了某些初始起点之外,网络元素的位置是未知的。管道分配网络设计的优化是复杂的,多模式的问题,用常规的优化算法无法轻松解决。该问题被公式化为无约束的多目标优化问题。管网优化的另一个例子是内部供水网络设计(WDND)优化。水分配网络设计(WDND)是基础设施,其成本很高,因此人们对优化方法的应用给予了极大的关注,以最大程度地降低设计成本。在此,考虑了2D-3D-CACA防洪网设计优化的应用。在本文中,开发了一种数学公式,该公式使得2D-3D-CACA可以用于最佳设计WDN,从而获得成本最低的网络设计。 2D-3D-CACA已被用于确定水管网系统的最低成本,并考虑了一些设计标准(管道长度,无圆角……)。尽管如此,本文还是对2D提供的可能性进行了初步研究和研究。 -3D-CACA为优化配管网络设计,在三个3D人工模型上的初步仿真结果表明,所提出的进化优化算法效率高,适用于3D连续搜索空间中的任何广义配管网络设计。

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