Simulation and Genetic Algorithm-based approach for multi-objective optimization of production planning: A case study in industry

S. Bojic, M. Maslaric, D. Mircetic, S. Nikolicic, V. Todorovic
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Abstract

To stay competitive on the constantly changing and demanding market, production systems need to optimize their performance daily. This is particularly challenging in labour-intensive industries, which is characterized by highly volatile customer demand and significant daily variability of available workers. The Uncertainty related to the key production parameters in the industry is causing disruptions in long-term production planning and optimization, which leads to the long lead production times, operational risks and accumulation of inventory. To address these challenges, production systems need to ensure adequate operational production planning and optimization of all variables that are influencing the productivity of their systems on a daily basis. To tackle the problem, this study elaborates the application of discrete event simulations and genetic algorithm, using the Tecnomatix Plant Simulation software, to support decision-making and operational production planning and optimization in the industry. The simulation model developed for this purpose considers: customers demand changes, variable production times, operationally available resources and production batch size, to provide an optimal production sequence with the highest number of produced pieces and the lowest total work in process (WIP) inventory per day. To demonstrate the efficiency of the methodology and prove the benefits of the selected optimization approach, a case study is conducted in the textile factory.
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基于仿真和遗传算法的生产计划多目标优化方法:工业案例研究
为了在瞬息万变、要求苛刻的市场上保持竞争力,生产系统需要每天优化其性能。这对于劳动密集型行业来说尤其具有挑战性,因为客户需求极不稳定,每天可用工人的数量也变化很大。与该行业关键生产参数相关的不确定性导致长期生产计划和优化工作中断,从而造成生产准备时间过长、运营风险和库存积累。为应对这些挑战,生产系统需要确保对影响其系统日常生产率的所有变量进行充分的运营生产规划和优化。为解决这一问题,本研究利用 Tecnomatix 工厂模拟软件,详细阐述了离散事件模拟和遗传算法的应用,以支持该行业的决策以及生产运营规划和优化。为此开发的仿真模型考虑了以下因素:客户需求变化、生产时间可变、运营可用资源和生产批量大小,以提供每天生产件数最多、总在制品(WIP)库存最少的最佳生产顺序。为了展示该方法的效率并证明所选优化方法的优势,在纺织厂进行了一项案例研究。
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