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A Lagrangian relaxation approach to the mixed-product assembly line sequencing problem: A case study of a door-lock company in Taiwan

机译:拉格朗日松弛法解决混合产品流水线排序问题:以台湾一家门锁公司为例

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In mixed-product assembly line sequencing, the production resources required for the assembly lines should be scheduled to minimize the overall cost and meet customer demand. In this paper, we study an assembly line sequencing problem for the door-lock industry in Taiwan and develop an integer programming formulation with realistic constraints. The complex solution space makes the resulting program difficult to solve using commercial optimization packages. Therefore, a heuristic based on the Lagrangian relaxation principle is developed to solve this problem efficiently. We evaluate the efficiency of the developed Lagrangian relaxation heuristic by comparing its solutions with those obtained using a commercial optimization package: the computational results show that the developed heuristic solves the real-world problem faster than the optimization package by almost 15 times in CPU time at a comparable solution quality.
机译:在混合产品装配线排序中,应安排装配线所需的生产资源,以最大程度地降低总体成本并满足客户需求。在本文中,我们研究了台湾门锁行业的装配线排序问题,并开发了具有实际约束的整数编程公式。复杂的解决方案空间使生成的程序很难使用商业优化包来解决。因此,开发了一种基于拉格朗日松弛原理的启发式方法来有效地解决该问题。我们通过将其解决方案与使用商业优化包获得的解决方案进行比较,评估了开发的拉格朗日松弛启发式算法的效率:计算结果表明,开发的启发式算法比优化包更快地解决实际问题,其CPU时间是优化时间的15倍。可比的解决方案质量。

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