智能生产系统控制劣化库存的应用

Shaktipada Bhuniya, Rekha Guchhait, B. Ganguly, Sarla Pareek, B. Sarkar, M. Sarkar
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引用次数: 0

摘要

变质的产品需要不同的处理程序。处理程序包括防止产品的自然变质率。变质产品的生产需要对这些产品进行长期使用的预防技术。变质类产品的过度生产给防止变质带来了更多的麻烦。本研究采用智能生产系统来控制变质产品的生产。可控的生产率控制了变质产品的生产,保鲜技术降低了产品的变质率。保存技术有助于延长产品的寿命,但它需要一个特定的温度控制的环境,以最大限度地提高效率。这些产品的运输采用冷藏运输,以保持运输期间的质量。将所有这些特性用于变质产品的目的是降低变质率,这有助于减少生产中的废物产生。此外,生产系统中的不完美产品通过再制造过程来支持减少废物的过程。本文描述了上述战略下的可持续供应链管理模型。采用经典优化方法求解目标函数的全局最优解。然后,利用生产率、交货数量、交货批数、系统可靠性和保存投资的唯一解决方案对供应链的总成本进行优化。从理论上建立了全局最优解,并提出了一些命题。提供了一些特殊案例、案例研究和比较图来验证结果。与均匀分布、伽玛分布、三角分布和双三角分布相比,beta分布提供了最小的系统总成本。智能生产允许72%的系统可靠性,不完美产品的数量可以忽略不计。与现有文献相比,该政策的收益提高了22.72%。通过凸三维图形、敏感性分析和管理见解,该模型更加真实。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An application of a smart production system to control deteriorated inventory
Deteriorating products require different handling procedures. Handling procedure includes prevention of the natural deterioration rate of the product. The production of deteriorating products requires prevention technology for those products to use for a long time. Overproduction of deteriorating types of products causes more trouble in preventing deterioration. This study uses a smart production system to control the production of deteriorating products. A controllable production rate controls the production of deteriorating products, and preservation technology reduces the deterioration rate of products. Preservation technology helps extend the life of products, but it requires a specific temperature-controlled environment to work at maximum efficiency. Transportation of these products uses refrigerated transportation to maintain the quality during the transportation time. The purpose of using all these features for deteriorating products is to reduce the deterioration rate, which helps to reduce waste generation from production. Besides, imperfect products from the production system pass through a remanufacturing process to support the waste reduction process. A sustainable supply chain management model under the above-stated strategies is described here. A classical optimization is used to find global optimum solution of the objective function. Then, the total cost of the supply chain is optimized using unique solutions of production rate, number of deliveries, delivery lot size, system reliability, and preservation investment. Global optimum solutions are established theoretically, and few propositions are developed. Some special cases, case studies, and a comparison graph are provided to validate the results. The beta distribution provides the minimum total cost of the system than uniform, gamma, triangular, and double triangular distribution. Smart production allows 72% system reliability with a negligible amount of imperfect products. Besides, the proposed policy gain 22.72% more profit than exiting literature. The model is more realistic through convex 3D graphs, sensitivity analyses, and managerial insights.
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