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A column generation-based decomposition and aggregation approach for combining orders in inland transportation of containers

机译:基于列生成的分解和聚集方法,用于组合集装箱内陆运输中的订单

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摘要

A significant portion of the total cost of the intermodal transportation is generated from the inland transportation of containers. In this paper, we design a mixed integer linear programming (MILP) model for combining orders in the inland, haulage transportation of containers. The pickup and delivery process of both 20 and 40 foot containers from the terminals to the customer locations and vice versa are optimized using heterogeneous fleet consisting of both 20 ft and 40 ft trucks/chasses. Important operational constraints such as the time window at order receivers, the payload weight of containers and the regulation of the working hours are considered. Based on an assignment problem structure, this MILP solves efficiently to optimality for problems with up to 120 orders. To deal with larger instances, a decomposition and aggregation heuristic is designed. The basic idea of this approach is to decompose order locations geographically into fan-shaped subareas based on the angle of the order location to the port baseline, and solve the sub problems using the proposed MILP model. To balance the fleet size amongst all subgroups, column generation is used to iteratively adjust the number of allocated trucks according to the shadow-price of each truck type. Based on decomposed solutions, orders that are "fully" combined with others are removed and an aggregation phase follows to enable wider combination choices across subgroups. The decomposition and aggregation solution process is tested to be both efficient and cost-saving.
机译:多式联运总成本的很大一部分来自集装箱的内陆运输。在本文中,我们设计了一种混合整数线性规划(MILP)模型,用于组合内陆,集装箱运输的订单。通过使用由20英尺和40英尺卡车/底盘组成的异构机队,可以优化从终端到客户位置的20英尺和40英尺集装箱的装卸过程,反之亦然。考虑了重要的操作约束,例如订单接收者的时间窗口,集装箱的有效负载重量和工作时间的规定。基于分配问题结构,此MILP有效地解决了多达120个订单的问题,使其达到最优。为了处理更大的实例,设计了一种分解和聚合启发式方法。这种方法的基本思想是根据订单位置与港口基线的角度将订单位置在地理上分解为扇形子区域,并使用建议的MILP模型解决子问题。为了在所有子组之间平衡车队规模,列生成用于根据每种卡车类型的影子价格迭代地调整分配的卡车数量。基于分解后的解决方案,将删除与其他订单“完全”合并的订单,然后进行汇总阶段,以实现跨子组的更广泛的组合选择。经过测试,分解和聚合解决方案过程既高效又节省成本。

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