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Vehicle Routing Problem Settlement for Supply Chain Network of Batik SMEs in Pamekasan District Area

机译:帕萨桑地区蜡染中小企业供应链网络供应链网络的车辆路由问题结算

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摘要

Distribution channels of batik material throughout the batik SMEs in Pamekasan District should be optimized because the characteristics of those channels will influence the production cost. These batik SMEs will have their supplier settled in Kolpajung, Pamekasan area, which will bebuilt by the Department of Industry and Commerce (Dinas Perindustrian dan Perdagangan or Disperindag) to reduce the competition between the SMEs and also to improve the competitiveness of Pamekasan District. This problem is called the vehicle routing problem (VRP), which has the aim of minimizingthe distance of the route in the distribution network. VRP is a complex combinatorial optimization problem, thus the metaheuristic optimization approach in this situation is excellent to solve the problem. This study uses the Deferential Evolution (DE) method, which is part of metaheuristicapproach. DE is well known for its fast optimization characteristics due to its simple optimization strategy. The results of this study showed that the shortest distance obtained to send raw materials to all of the 37 batik SMEs in Pamekasan is 390,16 kilometers. The number of the vehiclesneeded was as many as 16 vehicles in one-time shipment (16 routes), with the type of the vehicles used was box-trucks with six double wheels and 48 m~(3) of capacity per truck.
机译:在鄱k兰区的蜡染中SME中的蜡染材料的分销渠道应优化,因为这些渠道的特点会影响生产成本。这些蜡染中小企业将在普克萨山地区储存普拉帕日,将陷入帕萨彭地区(Dinas Perindustrian Dan Perdagangan或Disperindag),以减少中小企业之间的竞争,也可以提高鄱卡萨桑区的竞争力。此问题称为车辆路由问题(VRP),其目的是最小化分配网络中的路径的距离。 VRP是一个复杂的组合优化问题,从而在这种情况下的成群质优化方法很好解决问题。本研究采用卓越演进(DE)方法,这是MetaheuristicActich的一部分。由于其简单的优化策略,众所周知。该研究的结果表明,将原材料发送到PAMEKASAN中所有37个蜡染中小企业的最短距离为390,16公里。车辆的数量在一次性装运(16条路线)中,使用的车辆数量多达16辆,使用的车辆类型是盒式卡车,每辆卡车容量有六个双轮和48米〜(3)。

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