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Layout optimization of tree-tree gas pipeline network

机译:树木煤气管网布局优化

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摘要

With the development of petroleum industry and the exploitation of unconventional gas reservoir, the topological form of surface pipeline network is changing gradually and a tree-tree structure is put forward in gas field. Therefore, optimization of the tree-tree pipeline network becomes urgent and indispensable. In this paper, a comprehensive optimization objective function and constraints is established to allow layout design. In view of the characteristics of the model comprising numerous discrete variables (e.g. location, number, allocation relationship, connection decision variable etc), a hierarchical optimization strategy is proposed to decompose it into three sub-problems. On the basis of the proposed model, an optimization program based on Delaunay triangulation has been presented to solve the non-linear constrained optimization problem which contains connection decision variable between wells in clusters on the constraint condition of path length restriction. Further, the reason of using Delaunay triangulation is analyzed and the optimization process of the essential sub-problem has been illustrated. Moreover, the developed program has been applied to a practical coalbed methane field project. The model and method in this paper is shown to be feasible and effective to solve layout optimization on two-level tree-tree pipeline network.
机译:随着石油工业的发展和非传统气体储层的开发,表面管道网络的拓扑形式逐渐变化,气田逐步改变树木结构。因此,树木管道网络的优化变得紧急和不可或缺。在本文中,建立了全面的优化目标函数和约束,以允许布局设计。鉴于包括许多离散变量的模型的特征(例如,位置,数字,分配关系,连接决策变量等),提出了分层优化策略来将其分解为三个子问题。在所提出的模型的基础上,已经提出了一种基于Delaunay三角剖分的优化程序,以解决非线性约束优化问题,该优化问题在路径长度限制的约束条件下包含群体中的孔之间的连接决策变量。此外,分析了使用Delaunay三角测量的原因,并说明了基本子问题的优化过程。此外,开发的程序已应用于实用的煤层甲烷场项目。本文的模型和方法被证明是可行的,有效地解决两级树木树管道网络的布局优化。

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