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Optimal Geometric Allocation for Cost Management of Vehicle Maintenance

机译:车辆维护成本管理最优几何分配

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The paper aims to find out the best plane location of a construction company headquarter for n construction sites, and reducing the maintenance cost of the vehicles working between the headquarters and the sites to the lowest cost possible. The total traveled distance of all possible locations is calculated, by assuming each location in two ordinations (x, y). MATLAB software is used to generate an accurate model and calculations of each point presenting a construction site. The results found different models of different cases of locations with a variety of coordination. The results showed that a programmed model can solve many problems related to cost management in construction sites for any given organization. The model was successfully used to lower (theoretically) the cost of the used vehicles from and into the location sites and the headquarter of the company. Accordingly, the company can conclude some cost-effective factors, which aid in deciding on the necessity of road quality pavement.
机译:本文旨在找出建筑公司总部的N施工现场的最佳平面位置,并降低总部和地点之间工作的维护成本,以最低的成本。通过假设两个条件中的每个位置(x,y)来计算所有可能位置的总行驶距离。 MATLAB软件用于生成呈现施工现场的每个点的准确模型和计算。结果发现了不同型号的不同案例,各个地点具有各种协调。结果表明,编程模型可以解决任何特定组织的施工现场中与成本管理有关的许多问题。该模型已成功地(理论上)将二手车辆的成本降低到该公司的位置和公司总部。因此,该公司可以得出一些成本效益的因素,这有助于决定道路质量路面的必要性。

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