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A General MINLP Model for the Multiway Valve Channel-Limited Location-Allocation Problem

机译:用于多通阀通道的一般MINLP模型 - 有限位置分配问题

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摘要

As an important aspect of oil and gas field construction, oil and gas field surface engineering often affects the efficiency and safety of oil and gas production, and it requires a large investment. In the past, much work has been done on layout optimization for gathering pipeline networks. However, few studies have considered multiway valves in the optimization of pipeline networks. Compared to traditional metering processes, a process using multiway valves can reduce construction and operation costs and enable automation of the well-selection operation. In this paper, an MINLP model is established in which the number of multiway valves and their numbers of channels are considered special constraints and the number of multiway valves and the associations between wells and multiway valves are treated as optimization variables. A specific heuristic algorithm for solving this problem is also proposed in this paper. We consider the coordinates of real-world wells and of randomly generated well locations as different examples to analyze the performance of this algorithm. These examples demonstrate that the algorithm can initially adjust the network through single-step iteration, while double-step iteration is efficient when all channels of a multiway valve have been associated with pipelines, and multistep iteration can help the objective function escape from local optima. Finally, numerical analysis results prove that the proposed algorithm can be used to efficiently solve the problem of interest and exhibits stable convergence.
机译:作为石油和天然气场建设的一个重要方面,石油和天然气场表面工程往往会影响石油和天然气生产的效率和安全性,并且需要大量投资。在过去,在收集管道网络的布局优化方面已经完成了很多工作。然而,很少有研究已经考虑了在Pipeline网络的优化中的多道阀。与传统的计量过程相比,使用多通道阀的过程可以降低建筑和运营成本,并实现自动化良好选择操作。在本文中,建立了MINLP模型,其中多通阀的数量及其通道数被认为是特殊的限制,并且多向阀的数量和井和多向阀之间的关联被视为优化变量。本文还提出了一种解决该问题的特定启发式算法。我们考虑现实世界井和随机产生的井位置作为不同示例的坐标,以分析该算法的性能。这些示例表明,该算法可以通过单步迭代最初调整网络,而当多个通道阀的所有通道与管道相关联时,双层迭代是有效的,并且多步迭代可以帮助客观函数从本地最佳逃脱。最后,数值分析结果证明了所提出的算法可以用来有效地解决兴趣的问题,并且呈现稳定的收敛。

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  • 来源
    《Mathematical Problems in Engineering》 |2019年第19期|7576093.1-7576093.20|共20页
  • 作者单位

    Southwest Petr Univ Chengdu 610500 Sichuan Peoples R China;

    Southwest Petr Univ Chengdu 610500 Sichuan Peoples R China;

    Southwest Petr Univ Chengdu 610500 Sichuan Peoples R China;

    Southwest Petr Univ Chengdu 610500 Sichuan Peoples R China;

    Southwest Petr Univ Chengdu 610500 Sichuan Peoples R China;

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