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An Improved Palmer-based Heuristic for Two-stage Flexible Flow Shop with Group Constraint

机译:基于Palmer的两阶段灵活流程店的改进的帕尔默 - 约束

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Based on a background to the mould job shop, this paper considers a two-stage flexible flow shop scheduling problem subject to release dates, where the first stage is made up of unrelated machines and tasks have group constraint. The objective is to find a schedule that minimizes makespan in that flexible flow shop environment. For this problem, a mathematic model is formulated. Because this problem is NP-hard, an improved Palmer-based heuristic (denoted by MPL) is proposed. Based on MPL, a new heuristic (denoted by IMPL) is developed. In order to test the efficiency of the two heuristics, sets of examples are designed. Compared to the MPL, the performance of IMPL is more superior.
机译:基于模具作业商店的背景,本文考虑了一个逐行释放日期的两级灵活流程店调度问题,其中第一阶段由不相关的机器组成,任务具有组约束。目标是找到一个节目,最小化了这种灵活的流量店环境中的Makespan。对于此问题,配制了数学模型。因为这个问题是NP - 硬,所以提出了一种改进的基于Palmer的启发式(由MPL表示)。基于MPL,开发了一种新的启发式(由iclich表示)。为了测试两个启发式的效率,设计了一组示例。与MPL相比,ichsl的性能更优越。

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