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A new approach to achieving sharp and timely deliveries in supply chain networks

机译:在供应链网络中实现及时,及时交付的新方法

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In this paper, we come up with an innovative approach through which variability reduction and synchronization can be realized in supply chains. The approach developed is founded on a connection between mechanical design tolerancing and supply chain lead time compression. We use two metrics for delivery performance, delivery sharpness and delivery probability, which measure the accuracy as well as the precision with which products are delivered to the customers. Then we solve the following specific problem: given the delivery sharpness and delivery probability to be achieved, how can variability be allocated across individual stages of the supply chain in a cost-effective way. We call this the variance pool allocation (VPA) problem and we suggest a systematic approach for solving the VPA problem. We show that a variety of important supply chain design problems, such as supply chain partner selection, can be posed as instances of the VPA problem. We formulate and solve the VPA problem for a plastics industry supply chain and demonstrate how the solution can be used to choose the best mix of supply chain partners.
机译:在本文中,我们提出了一种创新的方法,通过该方法可以在供应链中实现可变性降低和同步化。开发的方法建立在机械设计公差与供应链提前期压缩之间的联系上。我们使用两个衡量指标来衡量交付绩效,交付清晰度和交付概率,这两个指标衡量的是产品交付给客户的准确性以及准确性。然后,我们解决以下特定问题:给定要实现的交付清晰度和交付概率,如何以经济有效的方式在供应链的各个阶段分配可变性。我们将此称为方差池分配(VPA)问题,并提出了解决VPA问题的系统方法。我们表明,各种重要的供应链设计问题,例如供应链合作伙伴的选择,都可以作为VPA问题的实例提出。我们为塑料行业供应链制定并解决了VPA问题,并演示了如何使用该解决方案来选择供应链合作伙伴的最佳组合。

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