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Application of genetic algorithms with dominant genes in a distributed scheduling problem in flexible manufacturing systems

机译:具有显性基因的遗传算法在柔性制造系统中的分布式调度问题中的应用

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摘要

Multi-factory production networks have increased in recent years. With the factories located in different geographic areas, companies can benefit from various advantages, such as closeness to their customers, and can respond faster to market changes. Products (jobs) in the network can usually be produced in more than one factory. However, each factory has its operations efficiency, capacity, and utilization level. Allocation of jobs inappropriately in a factory will produce high cost, long lead time, overloading or idling resources, etc. This makes distributed scheduling more complicated than classical production scheduling problems because it has to determine how to allocate the jobs into suitable factories, and simultaneously determine the production scheduling in each factory as well. The problem is even more complicated when alternative production routing is allowed in the factories. This paper proposed a genetic algorithm with dominant genes to deal with distributed scheduling problems, especially in a flexible manufacturing system (FMS) environment. The idea of dominant genes is to identify and record the critical genes in the chromosome and to enhance the performance of genetic search. To testify and benchmark the optimization reliability, the proposed algorithm has been compared with other approaches on several distributed scheduling problems. These comparisons demonstrate the importance of distributed scheduling and indicate the optimization reliability of the proposed algorithm.
机译:近年来,多工厂生产网络已经增加。由于工厂位于不同的地理区域,因此公司可以从各种优势中受益,例如与客户的亲近度,并可以更快地响应市场变化。网络中的产品(职位)通常可以在多个工厂中生产。但是,每个工厂都有其运营效率,产能和利用率水平。在工厂中不适当地分配工作会导致高成本,较长的交货时间,资源过载或闲置等。这使分布式计划比传统的生产计划问题更加复杂,因为必须确定如何同时将工作分配到合适的工厂中确定每个工厂的生产计划。当工厂允许替代生产路线时,问题甚至更加复杂。本文提出了一种具有优势基因的遗传算法来解决分布式调度问题,特别是在柔性制造系统(FMS)环境中。显性基因的想法是识别和记录染色体中的关键基因,并增强遗传搜索的性能。为了验证和基准化优化可靠性,将所提出的算法与其他方法在几个分布式调度问题上进行了比较。这些比较证明了分布式调度的重要性,并表明了所提出算法的优化可靠性。

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