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Solving the integrated lot-sizing and job-shop scheduling problem

机译:解决集成的批量确定和车间调度问题

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Production planning and scheduling are usually performed in a sequential manner, thus generating unfeasibility conflicts. Moreover, solving these problems in complex manufacturing systems (with several products sharing different resources) is very challenging in production management. This paper addresses the solution of multi-item multi-period multi-resource single-level lot-sizing and scheduling problems in general manufacturing systems with job-shop configurations. The mathematical formulation is a generalisation of the one used for the Capacitated Lot-Sizing Problem, including detailed capacity constraints for a fixed sequence of operations. The solution method combines a Lagrangian heuristic, determining a feasible production plan for a fixed sequence of operations, with a sequence improvement method which iteratively feeds the heuristic. Numerical results demonstrate that this approach is efficient and more appropriate than a standard solver for solving complex problems, regarding solution quality and computational requirements.
机译:生产计划和调度通常以顺序的方式执行,从而产生不可行冲突。而且,在生产管理中,在复杂的制造系统(具有共享不同资源的几种产品)中解决这些问题非常具有挑战性。本文讨论了具有车间配置的通用制造系统中多项目多期间多资源单级批量计划和调度问题的解决方案。数学公式是用于Capacitated Lot-Sizing的一个概括,包括针对固定操作序列的详细容量约束。解决方案方法结合了拉格朗日启发式算法(确定固定操作序列的可行生产计划)和迭代反馈启发式算法的序列改进方法。数值结果表明,与标准求解器相比,该方法对于解决复杂问题(在解决方案质量和计算要求方面)是有效且更合适的。

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