Binary Integer Formulations for Task Allocation and Optimal Labor Cost in Small and Medium Apparel Manufacturing

Q2 Engineering
Designs Pub Date : 2023-06-30 DOI:10.3390/designs7040084
Vi Nguyen, Quyen Tran, Faisal Altarazi, Thanh Tran
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引用次数: 0

Abstract

In small apparel manufacturing, unit price determination is often based on production duration given by customers and design complexity rather than information relating to internal labor resources. However, labor expertise and skills are critical factors that outweigh the machinery and technology in small and medium apparel companies. The quality of the product greatly depends on the experience and delicacy of the tailors. Using data on labor skill and wage levels in the planning process will benefit human resource utilization, increasing productivity, and profits effectively. This paper proposes a general mathematical model for task allocation and cost optimization for small and medium apparel companies. The model handles task allocation and cost minimization problems that must ensure processing time requirements and balance workloads for operators. The developed model tests two case studies in a published paper. The results prove that although the proposed model is simple, it has high applicability and efficiency in solving allocation optimization problems. The authors then integrate the formulations into a Standalone desktop app in the MATLAB “App designer” module. With a standalone desktop app, end users can enjoy the application. This app has a user-friendly design. Users unfamiliar with computers or planners with no background in programming can use the app to tackle similar optimization problems. The proposed mathematical model can further expand to include more complex issues in apparel companies and can also be a good reference for other fields.
中小服装制造业任务分配与最优劳动力成本的二元整数公式
在小型服装制造中,单位价格的确定通常基于客户提供的生产时间和设计复杂性,而不是与内部劳动力资源相关的信息。然而,在中小服装企业中,劳动力专业知识和技能是比机器和技术更重要的因素。产品的质量在很大程度上取决于裁缝的经验和精细程度。在计划过程中使用有关劳动技能和工资水平的数据将有利于人力资源的利用,有效地提高生产率和利润。本文提出了中小服装企业任务分配与成本优化的通用数学模型。该模型处理任务分配和成本最小化问题,必须确保处理时间要求并平衡运营商的工作负载。开发的模型在一篇已发表的论文中测试了两个案例研究。结果表明,该模型虽然简单,但在求解分配优化问题上具有较高的适用性和效率。然后,作者将公式集成到MATLAB“应用程序设计器”模块中的独立桌面应用程序中。通过一个独立的桌面应用程序,最终用户可以享受应用程序。这个应用程序有一个用户友好的设计。不熟悉计算机的用户或没有编程背景的规划者可以使用该应用程序来解决类似的优化问题。所提出的数学模型可以进一步扩展到服装企业中更复杂的问题,也可以为其他领域提供很好的参考。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Designs
Designs Engineering-Engineering (miscellaneous)
CiteScore
3.90
自引率
0.00%
发文量
0
审稿时长
11 weeks
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