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Multiobjective optimization of industrial water networks with contaminants

机译:工业用水网络中污染物的多目标优化

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This paper presents a multiobjective MILP formulation for optimizing industrial waterrnnetworks. By expressing balance equations in terms of partial mass flows instead ofrntotal mass flows and concentrations, and because the contaminant mass flow (ppm) isrnvery small compared to the water mass flow (T.h~(-1)), the problem becomes linear. Therninteger variables are related to the interconnections into the network. The biobjectivernoptimization of the fresh water flow rate at the network entrance and the water flow raternat regeneration unit inlets, parameterized by the number of interconnections, is carriedrnout according to a lexicographic procedure. A monocontaminant network involving tenrnprocesses and one regeneration unit illustrates the approach. Even if the results arernspecific, the methodology guide can be applied to a large panel of networks. On the onernhand, this example shows that the Pareto front is a straight line where each point is arnfeasible solution, when the number of connections is maximal (120). On the other hand,rnthe Pareto front is reduced with the number of connections (11) and constituted byrnisolated points located mainly on a straight line with the same slope as for 120rnconnections, but no feasible solution exists between these points.
机译:本文提出了一种用于优化工业供水网络的多目标MILP公式。通过用部分质量流量而不是总质量流量和浓度来表达平衡方程,并且由于污染物质量流量(ppm)与水质量流量(T.h〜(-1))相比很小,因此问题变得线性。整数变量与到网络的互连有关。根据词典的程序,对网络入口处的淡水流量和再生单元入口处的水流量进行了双目标优化,该优化由互连数确定。包含张力过程和一个再生单元的单污染物网络说明了该方法。即使结果是特定的,该方法指南也可以应用于大型网络。在另一方面,该示例显示当连接数最大时(120),帕累托前沿是一条直线,其中每个点都是可行的解。另一方面,Pareto前沿随着连接数(11)的减少而减少,由孤立点组成,这些孤立点主要位于与120rn连接具有相同斜率的直线上,但是这些点之间不存在可行的解决方案。

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