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A mixed integer linear programming formulation for optimal balancing of mixed-model U-lines

机译:混合整数U线最优平衡的混合整数线性规划公式

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The mixed-model U-line balancing problem was first studied by Sparling and Miltenburg (Sparling, D. and Miltenburg, J., 1998. The mixed-model U-line balancing problem. International Journal of Production Research, 36(2), 485-501) but has not been mathematically formulated to date. This paper presents a mixed integer programming formulation for optimal balancing of mixed-model U-lines. The proposed approach minimises the number of workstations required on the line for a given model sequence. The proposed formulation is illustrated and tested on an example problem and compared with an existing approach. This paper also proposes a new heuristic solution procedure to handle large scale mixed-model U-line balancing problems. A comprehensive experimental analysis is also conducted to evaluate the performance of the proposed heuristic. The results show the validity and usefulness of the proposed integer formulation and effectiveness of the proposed heuristic procedure.
机译:混合模型U线平衡问题最早是由Sparling和Miltenburg研究的(Sparling,D.和Miltenburg,J.,1998.混合模型U线平衡问题。国际生产研究杂志,36(2), 485-501),但迄今为止尚未进行数学公式化。本文提出了一种混合整数规划公式,以实现混合模型U线的最佳平衡。对于给定的模型序列,建议的方法可以最大程度地减少生产线上所需的工作站数量。所提出的公式在一个示例问题上进行了说明和测试,并与现有方法进行了比较。本文还提出了一种新的启发式求解程序,以处理大规模混合模型U线平衡问题。还进行了全面的实验分析,以评估所提出的启发式算法的性能。结果表明所提出的整数公式的有效性和实用性以及所提出的启发式程序的有效性。

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