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Prioritized customer order scheduling to maximize throughput

机译:优先安排客户订单计划以最大化吞吐量

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摘要

This study is concerned with a throughput maximization problem of prioritized customer orders. Customer orders with different priorities arrive at a server station dynamically. Each order consists of multiple product types with random workloads. These workloads will be assigned to and processed by a set of unrelated servers. Two commonly applied assignment schemes, named Workload Assignment Scheme (WAS) and Server Assignment Scheme (SAS) are considered. The objective is to determine the optimal assignments under the two assignment schemes to maximize the long-run throughput. Mathematical programming models with relaxed stability constraints are developed for the two assignment schemes, and the adequacy of the programes is guaranteed through fluid limit model analysis. It is shown that these two mathematical programes share the same optimal value, and that there exists a one-to-one correspondence between the optimal assignments. Numerical experiment verifies that the two proposed mathematical programes yield the same optimal throughput, and demonstrates that the corresponding optimal assignments under the two assignment schemes can be transformed into each other. (C) 2016 Elsevier B.V. All rights reserved.
机译:这项研究涉及优先客户订单的吞吐量最大化问题。具有不同优先级的客户订单将动态到达服务器站。每个订单都包含具有随机工作负载的多种产品类型。这些工作负载将分配给一组不相关的服务器并由其处理。考虑了两种常用的分配方案,即工作负载分配方案(WAS)和服务器分配方案(SAS)。目的是确定两种分配方案下的最佳分配,以最大化长期吞吐量。针对这两种分配方案,开发了具有宽松稳定性约束的数学规划模型,并通过流体极限模型分析确保了规划的充分性。结果表明,这两个数学程序共享相同的最优值,并且最优分配之间存在一一对应的关系。数值实验验证了所提出的两个数学程序产生相同的最优吞吐率,并证明了两种分配方案下的相应最优分配可以相互转化。 (C)2016 Elsevier B.V.保留所有权利。

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