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A Less-Than-Truckload Single Freight Carrier Collaboration Planning Problem under Dynamic Capacities

机译:动态能力下的零担单货运合作计划

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This paper addresses the deterministic dynamic single carrier collaboration problem (DDSCCP)for the small- to medium-sized less-than-truckload (LTL) industry. In the DDSCCP, addressedfrom a dynamic planning perspective, a carrier of interest seeks to collaborate with other carriersby acquiring collaborative capacity while minimizing its costs related to servicing excessdemand and shipment delays (holding costs). In contrast to conventional dynamic networkproblems that typically view demand as dynamic, in the proposed LTL carrier-carriercollaboration framework, capacities are dynamic but known a priori, and demand is fixed butconstrained by latest entry and earliest exit time windows. The DDSCCP is formulated as abinary (0-1) multi-commodity minimum cost flow problem and solved using a branch-and-cutalgorithm. Its inherent network structure is exploited to generate the lower bounds to the branch-and-cut algorithm using the network simplex method. Lower bounds are also generated for thebranch-and-cut algorithm by relaxing the integrality constraints. The computational performanceof these two approaches is compared using numerical experiments. Numerical experiments arealso conducted to seek insights on the computational performance under various network sizesand number of shipments. The impact of holding costs is explored by using a collaborativediscount rate on the acquired capacity to represent the degree of collaboration. The collaborativestrategies are compared to a non-collaborative short-term leasing strategy. The results indicateinherent trade-offs at the higher degrees of collaboration between waiting for more affordablecollaborative capacity and incurring higher holding costs. They also suggest that collaboratingcarriers experience increased capacity utilization.
机译:本文讨论确定性动态单载波协作问题(DDSCCP) 适用于中小型卡车零担(LTL)行业。在DDSCCP中,已解决 从动态计划的角度来看,感兴趣的承运人寻求与其他承运人合作 通过获得协作能力,同时最大程度地减少与多余服务相关的成本 需求和装运延误(持有成本)。与传统的动态网络相反 在提出的LTL运营商中,通常将需求视为动态的问题 合作框架,能力是动态的,但先验已知,需求是固定的, 受最新进入时间和最早退出时间窗口的限制。 DDSCCP制定为 二元(0-1)多商品最小成本流问题,并使用分支切割法解决 算法。利用其固有的网络结构来生成分支的下限- 使用网络单纯形法的剪切算法。下限也会为 通过放宽完整性约束来实现分支剪切算法。计算性能 使用数值实验比较了这两种方法中的一种。数值实验是 还进行了研究,以寻求有关各种网络规模下的计算性能的见解 和发货数量。通过使用协作来探索持有成本的影响 折现率对获得的能力表示协作程度。协同合作 将策略与非协作式短期租赁策略进行比较。结果表明 较高的协作程度之间的内在取舍,等待更便宜的事物之间 合作能力并产生更高的持有成本。他们还建议 运营商的容量利用率不断提高。

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