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作 者:王建华[1,2] 李南[2] 罗建强[1] 郭慧[2]
机构地区:[1]江苏大学工商管理学院,江苏镇江212013 [2]南京航空航天大学经济与管理学院,江苏南京210016
出 处:《管理工程学报》2011年第3期167-171,共5页Journal of Industrial Engineering and Engineering Management
基 金:国家自然科学基金资助项目(60572170);教育部人文社会科学研究青年基金资助项目(10YJC630169)
摘 要:针对价格敏感型供应链中,供应价格与批量之间通常具有非线性的函数关系,建立了采购、需求和物流服务环节均具有价格敏感性的多供应商、多配送中心和多零售商的供应链网络规划整数非线性规划INLP模型,设计解决此NP-hard问题的混合遗传算法,以启发式算法修复进化过程中出现的非法染色体,提高算法寻优速度,通过算例及与SAS/OR模块运行结果的比较,验证该算法具有很强的稳定性和高效性。In a price-sensitive supply chain,each business partner as independent profit unit defines the relationship between batch order and ordering price based on members' profit preferences and resource conditions.The ordering quality of products is strongly related to a member's price decision-making processes for purchasing,supplying,production,logistics and selling activities.The operating cost and profit of a supply chain is different from that of total product quantity and distribution.Planning can reduce operating cost and improve profitability and market competitiveness for a price-sensitive supply chain.An effective planning can further lower resource consumption and make contributions to sustainable development of society and economy. This research studies a four-stage price-sensitive supply chain consisting of multiple suppliers,one manufacturer,multiple distribution centers and multiple retailers.A manufacturer needs to make decisions on supply chain network planning activities,such as supplier selection for parts and logistics support,sourcing from different suppliers,and distribution and selling of final products via different retailers.The network planning problem is complicated and requires supply chain managers apply a good decision-making algorithm to obtain a satisfactory solution on a timely basis. We first build an integer non-linear planning(INLP) model to represent network planning problems.We then use the heuristic repair method embedded with the hybrid genetic algorithm(HGA) to resolve the model.Finally,we use simulations to verify the model validity,as well as the stability and efficiency of the algorithm.It is essential to build a general structure model and mathematical model for optimizing supply chain planning due to the multi-forms of actual supply chains. In the first part,we describe the planning problem in detail,and design a general structure model for supply chains to represent the relationships among the members.We also build an INLP model to calculate price sensitivity o
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