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Establishing Product Distribution Route of Coca-Cola, Semarang Indonesia

机译:建立印尼三宝垄的可口可乐产品分销路线

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A company needs to establish the optimal transportation route toward its retailers in order to efficiently distribute its product. The established route includes the length and the order of retailers' visitation which determines the traveling cost. This study proposes methods solving those issues. The available data is the locations including the coordinates of all PT Coca-Cola, Semarang Indonesia retailers. Since the retailers have a tendency to concentrate in the downtown of Semarang, k-medoids algorithm, which is less sensitive to outliers, is employed to cluster the retailers. Clustering is used to define the distribution zone. Meanwhile, Travelling Salesman Problem (TSP) which is utilizing farthest insertion algorithm is used to solve the nearest route and the order of visitation. Instead of being measured by using Euclidean distance matrix, the distance matrix among retailers is measured by employing google maps API to obtain the actual distances. As the result, there are 20 distribution zones and every zone consists of 4–42 retailers. The distribution zone that has 4 retailers has the shortest round trip which distance is 100.773 kilometers. On the other hand, the distribution zone with 42 retailers has the shortest round trip as long as 37.743 kilometers.
机译:公司需要建立通往零售商的最佳运输路线,以便有效地分配产品。所建立的路线包括确定行进成本的零售商上门的时间和顺序。这项研究提出了解决这些问题的方法。可用数据是位置,包括印度尼西亚三宝垄PT可口可乐所有零售商的坐标。由于零售商倾向于将注意力集中在三宝垄市中心,因此对离群值较不敏感的k-medoids算法被用于对零售商进行聚类。聚类用于定义分布区域。同时,利用最远插入算法的旅行商问题(TSP)用于求解最近的路线和访问顺序。零售商之间的距离矩阵不是通过使用欧几里得距离矩阵来测量,而是通过使用Google Maps API来获取实际距离来进行测量。结果,有20个分销区域,每个区域由4至42个零售商组成。拥有4个零售商的配送区来回路程最短,距离为100.773公里。另一方面,拥有42个零售商的配送区往返行程最短,长达37.743公里。

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