基于混合整数非线性规划(MINLP)方法的汽车行业操作员工作量平衡工作轮换优化

Hilman Hanif, I. M. Hakim
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引用次数: 0

摘要

本文采用混合整数非线性规划(MINLP)方法建立了一种新的岗位轮换数学模型,旨在从人体工程学角度出发,获得最优的岗位轮换设计结果。为了减少肌肉骨骼疾病(MSD)的危险因素,制造业在劳动力计划中实施轮岗。在各工位进行工效分析,评估各工位的体力工作量,并将分析结果作为本研究建立的工位轮换数学模型的参数,以安排最优的工位轮换,实现累积工作量的平衡。在设计工作轮换模型时考虑了人体工程学方面的因素,以防止操作员连续的高工作量暴露,并调整操作员在工作站工作的能力,因为这将涉及额外的培训成本和时间后果。在本研究中,工作轮岗规划的结果是每个工人的最优工作顺序,从而使全球日常工作量得到平衡。本研究提出的岗位轮岗策略成功地减少了累积日工作量在工人之间的分散和偏差,将标准差从10.73降低到0.32,证明了体力工作量在工人之间是均匀分布的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Job Rotation Optimization using Mixed-Integer Nonlinear Programming (MINLP) Method to Balance Operator Workload in Automotive Industry
This research discussed balancing operator workload on the automotive industry assembly line by developing a novel job rotation mathematical model using mixed-integer nonlinear programming (MINLP) method that aims to obtain optimal job rotation design results by considering ergonomic aspects. The implementation of job rotation in workforce planning is carried out by manufacturing industry to reduce musculoskeletal disorder (MSD) risk factors. Ergonomic analysis was carried out at each workstation to evaluate the physical workload of various jobs, in which the results were used as the parameters of the job rotation mathematical model developed in this research to schedule optimal job rotation and achieve a balanced cumulative workload. Ergonomics aspect was considered in designing the job rotation model to prevent sequentially high workload exposure for an operator and also adjust the operator's capacity to do work at the workstation because it will be related to additional training costs and time consequences. The result of job rotation programming in this research is the optimal work order for each worker so that the global daily workload will be balanced. The job rotation strategy proposed in this research succeeded in reducing the spread and deviation of the cumulative daily workload among workers by decreasing the standard deviation from 10.73 to 0.32, proving that the physical workload is equally distributed among operators.
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