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Hybrid Multiobjective Evolutionary Algorithm for Assembly Line Balancing Problem with Stochastic Processing Time

机译:随机加工时间的流水线平衡问题的混合多目标进化算法

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An assembly line (AL) is a typical manufacturing process consisting of various tasks in which interchangeable parts are added to a product in a sequential manner at a station to produce a final product. Most of the work related to the ALs concentrate on the assembly line balancing (ALB) which deals with the allocation of the tasks among stations so that the precedence relations among them are not violated and a given objective function is optimized. From the view point of the real ALB systems, multiobjective ALB with stochastic processing time (S-moALB) is an important and practical topic from traditional ALB problem involving conflicting criteria such as the cycle time, variation of workload, and/or the processing cost under uncertain manufacturing environment. This paper proposes a hybrid multiobjective evolutionary algorithm (hMOEA) to deal with such S-moALB problem with stochastic processing time considering minimization of the cycle time and the processing cost, given a fixed number of stations available. The special fitness function strategy is adopted and a hybrid selection mechanism is designed to improve the convergence and distribution performance. Experimental results with various instances show that hMOEA could get the better convergence distribution performance than existing MOEAs.
机译:装配线(AL)是典型的制造过程,由各种任务组成,其中可互换的零件在工位上以顺序方式添加到产品中,以生产最终产品。与AL相关的大多数工作都集中在流水线平衡(ALB)上,该流水线处理站之间的任务分配,从而不违反它们之间的优先关系,并优化给定的目标函数。从实际ALB系统的角度来看,具有随机处理时间的多目标ALB(S-moALB)是传统ALB问题(涉及诸如周期时间,工作量变化和/或处理成本等冲突标准)的一个重要而实用的话题。在不确定的制造环境下。本文提出了一种混合多目标进化算法(hMOEA),在给定固定站数的情况下,考虑到周期时间和处理成本的最小化,以随机的处理时间来处理此类S-moALB问题。采用特殊的适应度函数策略,设计了一种混合选择机制,以提高收敛性和分布性能。在各种情况下的实验结果表明,hMOEA可以获得比现有MOEA更好的收敛分布性能。

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