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Cost Optimization Model of Distribution Systems in Supply Chain under Stochastic Demand

机译:随机需求下供应链中分销系统的成本优化模型

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摘要

A cost optimization model of supply chain distribution system is proposed for a single product. The demand per day and the lead-time are assumed to be stochastic variables. Cost optimization problems of distribution systems with multiple manufacturers, an intermediate warehouse and multiple distributors are studied, under the restricted service level that the distributor must meet customer's demand. The model considers ordering cost, replenishing goods cost, inventory holding cost and in-transit holding cost, transport cost and shortage cost synthetically. Algorithm of optimal order quantity is given under the constraint. Finally, a numerical example is given to verify the effectiveness of this model.
机译:提出了针对单个产品的供应链分销系统成本优化模型。每天的需求和提前期被假定为随机变量。在分销商必须满足客户需求的有限服务水平下,研究了具有多个制造商,一个中间仓库和多个分销商的分销系统的成本优化问题。该模型综合考虑了订购成本,补货成本,库存持有成本和在途持有成本,运输成本和短缺成本。在约束条件下给出了最优订货量算法。最后,通过数值例子验证了该模型的有效性。

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