The Oedering Strategy For Supply Chain With Limited Stroage Capacity And Many Replenishment Opportunities

With the development of the times,the economic relations among enterprises are getting closer and closer,and the competition is fiercer and fiercer.The study of newsvendor model alone can no longer meet the demand,and the supply chain in which the enterprise is located is particularly important,which is related to the survival and development of the enterprise.This thesis mainly studies various kinds of ordering strategy of supply chain model with limited storage capacity and many replenishment opportunities.We studied the ordering strategy for a supply chain with limited storage capacity in the setting of the sale of seasonal products.The supply chain consists of one supplier and one retailer,The retailer have limited storage.We also studied the ordering strategy for a supply chain with limited storage capacity and demand updating in the setting of the sale of seasonal products.The supply chain consists of one supplier and one retailer,The retailer is assumed to have two opportunities to place order before and after receiving demand signals respectively,and the first order is limited by the storage capacity.We obtained the optimal ordering strategy by setting parameter indexes according to the properties of derivative with back-stepping method,and then got the optimal ordering strategy.At last,we verified the correctness of the result via numerical example,and further explained the optimal ordering strategy.For the non-seasonal products,the concept of inventory location is introduced,and the ordering strategy of supply chain with single inventory location and many replenishment opportunities was studied.The supply chain consists of one supplier and one retailer.The supply chain uses the single location base stock.We also studied the ordering strategy of supply chain with two inventory location and many replenishment opportunities,The supply chain consists of a raw material supplier,a supplier and a retailer.The supply chain uses the two location base stock.We obtained the optimal ordering strategy according to the properties of derivative and integral.At last,we verified the correctness of the result via numerical example,and further explained the optimal ordering strategy.