Designing Individual Material Recovery in Reverse Supply Chain Using Linear Physical Programming at the Digital Transformation Edge
Designing Individual Material Recovery in Reverse Supply Chain Using Linear Physical Programming at the Digital Transformation Edge
复制标题
在数字化转型边缘使用线性物理编程设计逆向供应链中的单个材料回收
DOI:
10.11221/jima.72.259
复制
发表时间:
2022
影响因子:
--
通讯作者:
Aya Ishigaki
中科院分区:
文献类型:
--
作者:
Hiromasa Ijuin;Yuki Kinoshita;Tetsuo Yamada;Aya Ishigaki
In order to save individual virgin materials by recycling products, manufacturing companies must adopt new information technology to evaluate the environmental impact of their management. The transformative adoption of digital technology is referred to as digital transformation (DX), and the DX technique can be used to digitalize reverse supply chain management strategies for environmental issues. Before the use of the DX technique for a reverse supply chain, a decision maker (DM) was not be able to know the material types of the end-of-life (EOL) products based on their status until they had been recycled. However, using the DX technique, the DM is able to understand EOL product data such as the number and the amount of each material within the EOL products in advance. Therefore, the usage of the DX technique enables the DM to design the reverse supply chain network not only environmentally-friendly but also economical. In applying DX to supply chain networks, supply chain managers must cut costs and evaluate environmental impacts. In order to balance environmental and economic concerns, the DM can design a reverse supply chain network using a solving method for multi-criteria decision making such as linear physical programming (LPP). Using the LPP algorithm, the DM can calculate a harmonized weight for objective functions with a trade-off relationship. This study designs a reverse supply chain network for individual material recovery environmentally-friendly and economical by using LPP as one of the support methods in the era of DX. The academic contribution of this study is that the effect of objective functions for individual material types can be identified, and the practical contribution is that it enables us to find a reverse network solution based on individual materials being collected from EOL products recycled throughout numerical experiments with LPP.