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首页> 外文期刊>Journal of Cleaner Production >Multi-objective optimization of buffer allocation for remanufacturing system based on TS-NSGAII hybrid algorithm
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Multi-objective optimization of buffer allocation for remanufacturing system based on TS-NSGAII hybrid algorithm

机译:基于TS-NSGAII混合算法的再制造缓冲区分配的多目标优化。

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Remanufacturing is of great importance for environmental protection and sustainable development, while the uncertainty in returns' quality has brought huge challenge for the design and operation of remanufacturing systems. By considering returns' quality, this study is to optimize the buffer allocation with maximum throughput rate and minimum work in process (WIP) concurrently. Decomposition-extension-Markov approach is adopted to establish the model and obtain the performance of the system. A novel tabu search non-dominated sorting genetic algorithm-II (TS-NSGA II) is put forward to search the optimal solution, and the Pareto-optimal solutions are obtained. A case study is provided to demonstrate the effectiveness of the proposed approaches. The main findings of the study are as follows: (1) Compared with the previous studies, a Pareto optimization can maintain the diversity of the solutions, thus it is favorable to make better decisions for multi-objective buffer allocation. (2) TS-NSGA II can obtain optimal solutions closely enough to the Pareto frontier, and it has significant advantages in convergence, diversity and running time. (3) Buffer capacity and its allocation have important effect on the performance of remanufacturing system. For WIP, the buffer capacity is the most critical influence factor; for the throughput ratio and discarded ratio, buffer capacity is the secondary factor just behind the process route. The above achievements provide an valuable reference for the optimal design of remanufacturing system. (C) 2017 Elsevier Ltd. All rights reserved.
机译:再制造对于环境保护和可持续发展至关重要,而收益质量的不确定性给再制造系统的设计和运行带来了巨大挑战。通过考虑退货的质量,本研究将以最大的吞吐率和最小的在制品(WIP)同时优化缓冲区分配。采用分解扩展-马尔可夫方法建立模型并获得系统性能。提出了一种新的禁忌搜索非遗传排序遗传算法-TS(NS-GAGA II)来搜索最优解,得到了帕累托最优解。提供了一个案例研究来证明所提出方法的有效性。研究的主要结果如下:(1)与以往的研究相比,Pareto优化可以保持解的多样性,因此有利于为多目标缓冲区分配做出更好的决策。 (2)TS-NSGA II可以获得最接近帕累托边界的最优解,并且在收敛性,多样性和运行时间方面具有显着优势。 (3)缓冲容量及其分配对再制造系统的性能有重要影响。对于WIP,缓冲区容量是最关键的影响因素;对于吞吐率和丢弃率,缓冲容量是紧随工艺路线之后的次要因素。以上成果为再制造系统的优化设计提供了有价值的参考。 (C)2017 Elsevier Ltd.保留所有权利。

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