考慮風險的第三方回收再制造閉環(huán)供應鏈研究
[Abstract]:In recent years, with the rapid development of science and technology and the continuous improvement of people's economic living standards, the renewal speed of many products is increasing day by day, and the life cycle is getting shorter and shorter, which leads to more and more serious problems of resource waste and environment. Therefore, it is urgent to develop the closed-loop supply chain operation mode of recycling and remanufacturing of waste products, which can not only bring considerable economic value, but also promote the improvement of social and environmental benefits. However, because the participants in the closed-loop supply chain are closely related to each other and complex, and the risks of each node enterprise are different, the supply chain system has great vulnerability and is vulnerable to various supply chain uncertainties and risks. And in the closed-loop supply chain of recycling and remanufacturing waste products, node enterprises want to maximize their own interests, the dispersion of this kind of decision will lead to the operation performance and overall profit of the whole supply chain can not be optimized, which makes the closed-loop supply chain out of balance. Therefore, it is of great practical and theoretical significance to design and study the contract mechanism of inter-enterprise coordination between nodes in the closed-loop supply chain considering risk, which is of great practical and theoretical significance to improve the overall performance of the whole closed-loop supply chain. Based on the background of the natural science fund project of the tutor, this paper adopts the expected utility theory, the opportunity constraint theory and the game theory as the research tools, and mainly adopts the quantitative analysis research method. Considering the enterprise risk preference of each node in the closed-loop supply chain, the contract coordination of the remanufacturing closed-loop supply chain driven by the retailers and recycled by the third party is analyzed from many angles. Firstly, the significance and development status of contract coordination operation of third party recovery and remanufacturing closed-loop supply chain are analyzed, and the theoretical basis related to closed-loop supply chain coordination is analyzed, which provides a theoretical basis for subsequent research. Then, under the condition that the participants in the supply chain are risk-averse, the mean-variance model is used to quantify the expected utility of the participants. Through the study of the game relationship among the third party recovery enterprises, retailers and manufacturers in the case of centralized decision and decentralized decision, it is found that the overall benefit of the closed loop supply chain can not be maximized and optimized in the case of decentralized decision. Finally, under the influence of participant risk and retail drive, a single third party recovery revenue cost sharing contract model is established (retailers share common benefits with manufacturers, third party recovery enterprises share recovery costs with manufacturers, so that the order quantity and recovery price in the supply chain also reach the optimal level. Finally, the contract effectiveness of supply chain is verified by using the research of MATLAB simulation, sensitivity analysis and numerical analysis. The contract model of the closed-loop supply chain driven by retailers not only increases the recovery quantity of waste products and realizes systematic coordination, but also saves natural and social resources, reduces environmental pollution, and improves the cooperation enthusiasm and expected utility of the participants in the supply chain. The contract model can not only increase the recovery quantity of waste products and achieve systematic coordination, but also save natural and social resources, reduce environmental pollution, and improve the cooperation enthusiasm and expected utility of all participants in the supply chain.
【學位授予單位】:山東理工大學
【學位級別】:碩士
【學位授予年份】:2017
【分類號】:F274
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