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An improved mathematical program to solve the simple assembly line balancing problem

机译:一种改进的数学程序,用于解决简单的流水线平衡问题

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摘要

The simple assembly line balancing problem (SALBP) has been extensively examined in the literature. Various mathematical programs have been developed to solve SALBP type-1 (minimising the number of workstations, m, for a given cycle time, ct) and SALBP type-2 (minimising ct given m). Usually, an initial pre-process is carried out to calculate the range of workstations to which a task i may be assigned, in order to reduce the number of variables of task-workstation assignment. This paper presents a more effective mathematical program than those released to date to solve SALBP-1 and SALBP-2. The key idea is to introduce additional constraints in the mathematical program, based on the fact that the range of workstations to which a task i may be assigned depends either on the upper bound on the number of workstations or on the upper bound on the cycle time (for SALBP-1 and SALBP-2, respectively). A computational experiment was carried out and the results reveal the superiority of the mathematical program proposed.
机译:简单流水线平衡问题(SALBP)已在文献中进行了广泛研究。已经开发了各种数学程序来求解SALBP类型1(在给定的循环时间ct下,将工作站数最小化,m)和SALBP类型2(给定的m,将ct最小化)。通常,为了减少任务-工作站分配的变量数量,执行初始预处理以计算可以向其分配任务i的工作站的范围。本文提出了一个比迄今为止发布的解决SALBP-1和SALBP-2的数学程序更有效的数学程序。关键思想是基于以下事实:在数学程序中引入其他约束,因为可以向其分配任务i的工作站范围取决于工作站数量的上限或周期时间的上限(分别用于SALBP-1和SALBP-2)。进行了计算实验,结果表明了所提出的数学程序的优越性。

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