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Joint two-echelon inventory model for optimality of cycle time and inventory decisions with finite production rate under credit period

机译:联合双梯度库存模型,以获得循环时间和库存决策,在信贷期下具有有限生产率

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In the universal competition of business environment, to face the global challenges around the business, it has turn into more traditional of giving trade credit by the vendor to the buyer as part of improving the sales revenue. The buyer need not to pay the vendor immediately whenever buyer received the goods, if a vendor offers credit period to the buyer. In this scenario focusing on the entire supply chain (SC) performance in terms of cycle time, inventory levels, number of shipment and the overall variable cost of the entire SC is essential. Mathematical models are developed for the joint two-echelon inventory system by assuming that production rate is finite. The present work aims to illustrate the optimality of cycle time, levels of inventory, number of shipments and the overall variable cost of the SC under the phenomena of credit period. Finally, numerical examples are solved to illustrate the theoretical results and also the sensitivity analysis is carried out.
机译:在普遍的商业环境竞争中,面对业务周围的全球挑战,它已成为卖方向买方提供贸易信贷,作为提高销售收入的一部分。 如果供应商向买方提供信用期,买方需要立即立即支付供应商的供应商支付供应商。 在这种情况下,专注于整个供应链(SC)在周期时间,库存水平,装运次数和整个SC的整体变量成本方面是必不可少的。 通过假设生产率是有限的,为关节双梯度库存系统开发了数学模型。 目前的工作旨在说明信用期现象下循环时间,库存,货物数量和SC的整体可变成本的最优性。 最后,解决了数值例子以说明理论结果,并且还进行敏感性分析。

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