A NEW MATHEMATICAL MODEL FOR PARALLEL ASSEMBLY LINE BALANCING PROBLEM WITH ERGONOMIC CONSTRAINTS: ERGOPALBP

Yılmaz DELİCE, Emel KIZILKAYA AYDOGAN, Salih HİMMETOĞLU
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Abstract

Parallel assembly line (PAL) systems are one of the most preferred assembly line (AL) types for high volume and mass production in real-life applications. In the PALs, a parallel assembly line balancing problem (PALBP) is basically solved according to certain priority relations and task processing times. However, academic research generally does not take into account the ergonomic strains exposed by workers at stations. It would be a more accurate approach to consider ergonomic aspects in real-life PALBPs. In this study, the ergonomic-constrained PALBP (ergoPALBP) is discussed. Accordingly, the classical PALBP mathematical model is modified by adding ergonomic constraints. The mathematical model proposed for ergoPALBP has been implemented in a PAL system as a real-life application. Both ergonomic risk factors and total station operation times obtained with mathematical models used for classical PALBP and proposed for ergoPALBP were compared. According to the results obtained, the mathematical model proposed for the ergoPALBP shows a successful performance.
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具有人机工程学约束的平行装配线平衡问题的一种新的数学模型:ergopalbp
平行装配线(PAL)系统是在实际应用中大批量生产的最优选的装配线(AL)类型之一。在并行装配线系统中,平行装配线平衡问题基本上是按照一定的优先级关系和任务处理时间来解决的。然而,学术研究通常没有考虑到工作站工人暴露的人体工程学菌株。在现实生活中考虑palbp的人体工程学方面是一种更准确的方法。本研究讨论了人体工程学约束的PALBP (ergoPALBP)。在此基础上,对经典PALBP数学模型进行了修正,加入了符合人体工程学的约束条件。提出的ergoPALBP数学模型已在PAL系统中作为实际应用实现。比较了经典PALBP和提出的PALBP数学模型所得到的人机工程学风险因素和全站机操作时间。结果表明,所建立的ergoPALBP数学模型性能良好。
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