A Biased-Randomized Discrete-Event Heuristic for the Hybrid Flow Shop Problem with Batching and Multiple Paths

C. Laroque, Madlene Leißau, P. Copado, Javier Panadero, A. Juan, Christin Schumacher
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Abstract

Based on a real-life use-case, this paper discusses a manufacturing scenario where different jobs be processed by a series of machines. Depending on its type, each job must follow a pre-defined route in the hybrid flow shop, where the aggregation of jobs in batches might be required at several points of a route. This process can be modeled as a hybrid flow shop problem with several additional but realistic restrictions. The objective is to find a good permutation of jobs (solution) that minimizes the makespan. Discrete-event simulation can be used to obtain the makespan value associated with any given permutation. However, to obtain high-quality solutions to the problem, simulation needs to be combined with an optimization component, e.g., a discrete-event heuristic. The proposed approach can find solutions that significantly outperform those provided by employing simulation only and can easily be extended to a simheuristic to account for random processing times.
多路径批处理混合流车间问题的一种偏随机离散事件启发式算法
基于一个现实生活中的用例,本文讨论了一个由一系列机器处理不同工作的制造场景。根据其类型,每个作业必须遵循混合流车间中的预定义路由,其中可能需要在路由的几个点上批量聚合作业。这个过程可以建模为一个混合流车间问题,有几个附加的但现实的限制。目标是找到一个好的作业排列(解决方案),使最大完工时间最小化。离散事件模拟可以用来获得与任何给定排列相关联的makespan值。然而,为了获得问题的高质量解决方案,模拟需要与优化组件相结合,例如,离散事件启发式。所提出的方法可以找到明显优于仅使用模拟提供的解决方案,并且可以很容易地扩展到近似启发式来解释随机处理时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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