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The forwarder planning problem in a two-echelon network

机译:双梯旋网的转发器规划问题

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This paper is motivated by the case of a forwarder dealing with inland transportation planning, from a seaport, of inbound containers filled with pallets having different destinations in the land-side. Although the forwarder is not the owner nor controls any vehicle, he is required to plan both the assignment of containers to intermediate depots, where the pallets are unpacked, and the assignment of pallets to the vehicles used for the distribution from depots to consignees. We present a mathematical model supporting the forwarder in this two-echelon network to minimize assignment costs, while accounting for a balanced workload among all carriers involved in this distribution scheme. We discuss a tailor-made implementation of the model in a realistic context and present a heuristic method to solve realistic-sized instances. Our computational experiments confirm the viability of this method.
机译:本文通过涉及内陆运输规划,从海港处理内陆运输规划的代理人的案例,其中占地面积有不同目的地的托盘。虽然转发器不是所有者也不控制任何车辆,但他需要计划将容器的分配规划到中间仓库,托盘未包装,以及将托盘分配给用于从仓库到收货人分配的车辆。我们提出了一种支持这两个梯队网络中的转发器的数学模型,以最大限度地减少分配成本,同时在该分配方案中涉及所有载波中的平衡工作量。我们讨论了在逼真的背景下定制了模型的模型,并提出了一种解决现实大小的实例的启发式方法。我们的计算实验证实了这种方法的可行性。

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