Adaptive fuzzy-genetic algorithm operators for solving mobile robot scheduling problem in job-shop FMS environment

IF 4.3 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS
Erlianasha Samsuria , Mohd Saiful Azimi Mahmud , Norhaliza Abdul Wahab , Muhammad Zakiyullah Romdlony , Mohamad Shukri Zainal Abidin , Salinda Buyamin
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引用次数: 0

Abstract

Flexible Manufacturing Systems (FMS) is known as one of the recurring themes that possess these promising characteristics with a synergistic combination of productivity-efficiency transport and flexibility through a number of machine tools alongside other material handling devices. In FMS, mobile robots are commonly deployed in material handling system for the purpose of increasing the efficiency and productivity of the manufacturing process. A reliable, efficient, and optimal scheduling is the most important in manufacturing system. The scheduling problems can become highly complex, especially in large-scale systems with numerous tasks and constraints. Thus, schedule optimization becomes crucial to enhance target performance by determining the best allocations and sequences of resources under specified constraints. Recently, Genetic Algorithm (GA) is a remarkably applicable search algorithm to solve scheduling problems to the way that near optimal could be found. While the performance of GA much depends on the selection of the main parameters, a standard GA may suffer from the issue of premature convergence due to the lack of control on its parameters especially crossover and mutation operators. As there is no specific method or way to tune these parameters, the algorithm is prone to converge on the local optimum, thereby leading to performance degradation. To overcome such flaw, this paper proposed an improved Genetic Algorithm using an adaptive Fuzzy Logic to control crossover and mutation operators (FGAOC) for the solution to the NP-hard problem of scheduling mobile robot within Job-Shop FMS environment. The proposed algorithm has been evaluated in several case studies such as small and large-scale problem, various numbers of mobile robots and the 40-test benchmark problem. The results have demonstrated that the proposed FGAOC has delivered a good performance in exploration-exploitation activities with better solution quality.

自适应模糊遗传算法运算器用于解决作业车间 FMS 环境中的移动机器人调度问题
众所周知,柔性制造系统(FMS)是一个经常出现的主题,它通过一些机床和其他材料处理设备,将生产率-效率运输和灵活性协同结合起来,从而具备了这些充满希望的特性。在 FMS 系统中,移动机器人通常被部署在材料处理系统中,以提高生产过程的效率和生产率。在制造系统中,可靠、高效和优化的调度是最重要的。调度问题可能会变得非常复杂,尤其是在具有众多任务和约束条件的大型系统中。因此,在特定的约束条件下,通过确定资源的最佳分配和排序来提高目标绩效,调度优化变得至关重要。最近,遗传算法(GA)是一种非常适用于解决调度问题的搜索算法,可以找到接近最优的方法。虽然遗传算法的性能在很大程度上取决于主要参数的选择,但由于缺乏对其参数的控制,特别是交叉和突变算子,标准遗传算法可能会出现过早收敛的问题。由于没有调整这些参数的具体方法或途径,该算法很容易收敛于局部最优,从而导致性能下降。为了克服这种缺陷,本文提出了一种改进的遗传算法,使用自适应模糊逻辑来控制交叉和变异算子(FGAOC),用于解决在作业车间 FMS 环境中调度移动机器人的 NP 难问题。已在多个案例研究中对所提出的算法进行了评估,如小型和大型问题、各种数量的移动机器人以及 40 个测试基准问题。结果表明,所提出的 FGAOC 在探索-开发活动中表现出色,解决方案质量更高。
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来源期刊
Robotics and Autonomous Systems
Robotics and Autonomous Systems 工程技术-机器人学
CiteScore
9.00
自引率
7.00%
发文量
164
审稿时长
4.5 months
期刊介绍: Robotics and Autonomous Systems will carry articles describing fundamental developments in the field of robotics, with special emphasis on autonomous systems. An important goal of this journal is to extend the state of the art in both symbolic and sensory based robot control and learning in the context of autonomous systems. Robotics and Autonomous Systems will carry articles on the theoretical, computational and experimental aspects of autonomous systems, or modules of such systems.
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