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Optimization of well placement by combination of a modified particle swarm optimization algorithm and quality map method

机译:结合改进的粒子群算法和质量图法优化井位

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Determining the optimum placement of new wells in an oil field is a crucial work for reservoir engineers. The optimization problem is complex due to the highly nonlinearly correlated and uncertain reservoir performances which are affected by engineering and geologic variables. In this paper, the combination of a modified particle swarm optimization algorithm and quality map method (QM + MPSO), modified particle swarm optimization algorithm (MPSO), standard particle swarm optimization algorithm (SPSO), and centered-progressive particle swarm optimization (CP-PSO) are applied for optimization of well placement. The SPSO, CP-PSO, and MPSO algorithms are first discussed, and then the modified quality map method is discussed, and finally the implementation of these four methods for well placement optimization is described. Four example cases which involve depletion drive model, water injection model, and a real field reservoir model, with the maximization of net present value (NPV) as the objective function are considered. The physical model used in the optimization analyses is a 3-dimensional implicit black-oil model. Multiple runs of all methods are performed, and the results are averaged in order to achieve meaningful comparisons. In the case of optimizing placement of a single producer well, it is shown that it is not necessary to use the quality map to initialize the position of well placement. In other cases considered, it is shown that the QM + MPSO method outperforms MPSO method, and MPSO method outperforms SPSO and CP-PSO method. Taken in total, the modification of SPSO method is effective and the applicability of QM + MPSO for this challenging problem is promising.
机译:对于油田工程师而言,确定油田中新井的最佳布置是一项至关重要的工作。由于高度非线性相关且不确定的储层性能受到工程和地质变量的影响,优化问题非常复杂。本文将改进的粒子群优化算法和质量图方法(QM + MPSO),改进的粒子群优化算法(MPSO),标准粒子群优化算法(SPSO)和中心渐进式粒子群优化(CP)相结合-PSO)用于优化井位。首先讨论了SPSO,CP-PSO和MPSO算法,然后讨论了改进的质量图方法,最后描述了这四种方法用于井位优化的实现。考虑了四个示例情况,其中包括耗竭驱动模型,注水模型和实地储层模型,其中净现值(NPV)的最大值为目标函数。优化分析中使用的物理模型是3维隐式黑油模型。对所有方法进行多次运行,并对结果取平均值,以实现有意义的比较。在优化单个生产井的位置的情况下,表明没有必要使用质量图来初始化井位置。在其他情况下,表明QM + MPSO方法优于MPSO方法,而MPSO方法优于SPSO和CP-PSO方法。总的来说,对SPSO方法的修改是有效的,并且QM + MPSO在这一具有挑战性的问题上的应用前景广阔。

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