Cross-docking cargo delivery routing for guaranteed minimum period

M. Oliskevych, V. Danchuk, O.L. Mastykash
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Abstract

The article is devoted to the problem of effective use of cross-docking as a technology of cargo delivery with increased time requirements, which allows to resolve the contradictions of guaranteed delivery time ensuring and the efficiency of the existing fleet of trucks. The process of delivery organization is considered as the ordering on the transport network of many discrete freight flows in the form of their phases. If qualitative and / or quantitative changes do not occur from phase to phase with the flow, then the tact of such flow is constant. However, cross-docking flows change the size of the band of moving goods. Cargo can be moved as intended by any group size, which, however, is limited by the maximum and minimum values. A two-stage algorithm for solving the problem has been developed. The transport network is represented as a graph. The content of the route search problem is optimization, as it consists of multiple selections from the initial graph of arcs in the presence of restrictions on input and output flows. One needs to replace every each edge of the graph with an arc of the forward or reverse direction, or remove this edge. The criterion for the optimal solution of the problem, which is applied, is the minimum guaranteed duration of delivery of goods throughout the set of specified freight flows. At the first stage of the algorithm, the search for the shortest paths in the graph is performed, along which every given cargo flow can pass. The first stage of optimization is a linear problem of integer programming, the dimension of which is not too large. The initial data of the second stage is freight flows matrix, which is obtained as a result of optimization in the first stage. The content of the second stage of the algorithm is the solution of the equation of the balance of discrete goods flows. The balance equation means that all flows entering each peak including the sources of cargo flows of this peak have an average intensity equal to the intensity of the outgoing cargo flows from each source peak, including runoff. Due to the studied dependencies between the individual phases of the delivery process on the example of a cargo carrier on the transport network of Ukraine, the formulated restrictions and boundary conditions, the possibility of guaranteed accurate solution of a complex problem is obtained. At the same time, the shortest routes were found, reloading points were identified as well as time parameters of operation and the degree of loading of cars. According to the results of the research, a threefold increase in the productivity of the fleet of road trains with a reduction in the guaranteed delivery time by 30%.
保证最短时间的交叉码头货物交付路线
本文研究的问题是如何有效利用交叉对接这一时间要求增加的货物配送技术,解决保证配送时间与现有货车车队效率的矛盾。交货组织过程可以看作是许多离散的货流在运输网络上以其阶段的形式进行排序。如果流体在相与相之间没有发生定性和/或定量的变化,则这种流动的特性是恒定的。然而,交叉对接流改变了移动货物带的大小。货物可以按预期按任何组的大小移动,但是,这受到最大值和最小值的限制。本文提出了一种求解该问题的两阶段算法。传输网络用图形表示。路径搜索问题的内容是优化,因为它包括在输入和输出流存在限制的情况下,从初始弧线图中进行多次选择。需要用正向或反向的弧线替换图中的每条边,或者删除这条边。该问题的最优解的准则是在一组指定的货运流中保证货物交付的最短时间。在算法的第一阶段,搜索图中的最短路径,使每个给定的货流都可以通过该路径。优化的第一阶段是一个线性整数规划问题,其维数不太大。第二阶段的初始数据为货流矩阵,这是第一阶段优化的结果。算法第二阶段的内容是离散货物流平衡方程的求解。平衡方程是指所有进入各峰的流量,包括该峰的货流源,其平均强度等于各源峰(包括径流)流出的货流强度。由于研究了交付过程的各个阶段之间的依赖关系,以乌克兰运输网络上的货运承运人为例,制定了限制和边界条件,从而获得了保证精确解决复杂问题的可能性。同时,找到最短路线,确定再装车点,确定作业时间参数和车辆装车程度。根据研究结果,公路列车的生产率提高了三倍,保证交货时间减少了30%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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