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A New Metaheuristic Algorithm for Long-Term Open Pit Production Planning

机译:一种新的长期开放式生产计划的新综述算法

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The problem of long-term open pit mine planning is a large combinatorial problem, which can’t be solved easily by mathematical programming models because of the large problem size. In this paper a new metaheuristic algorithm, which has been developed based on the ant colony optimisation (ACO) and its effi ciency, have been discussed. To apply the ACO process to a mine planning problem, a series of variables is considered for each block as the pheromone trails that represent the desirability of the block for being the deepest point of the mine in that column for the given mining period. During implementation several mine schedules are constructed in each iteration. Then the pheromone values of all blocks are reduced to a certain percentage and additionally the pheromone value of those blocks that are used in defi ning the constructed schedules are increased according to the quality of the generated solutions. By repeated iterations, the pheromone values of those blocks that defi ne the shape of the optimum solution are increased, whereas those of the others have been signifi cantly evaporated. By using this algorithm a high degree of complexities could be considered in objective function and constraints of optimisation model. In addition it can improve the value of the initial mining schedule up to 34 per cent for some cases in a reasonable computational time.
机译:长期露天矿山规划的问题是一个大的组合问题,不能因为通过大尺寸问题的数学规划模型迎刃而解。本文提出了一种新的启发式算法,它是基于蚁群优化(ACO)和艾菲ciency开发,进行了讨论。要应用ACO过程中一个矿区规划问题,一系列的变量被认为是每个块的信息素表示块的可取的是在该列对于给定的开采期矿井的最深点。在实施过程中的几个矿时间表在每个迭代构造。然后,所有的块的信息素值被减少到一定比例并另外构建的时间表,根据所生成的溶液的质量增加了在DEFI宁使用的那些块的信息素值。通过反复迭代,这些块的信息素值即DEFI NE的最优解决方案的形状增大,而那些其他的已经signifi着地蒸发。通过使用这种算法复杂度的高度可以在目标函数和优化模型的约束条件予以考虑。另外它可提高初始开采进度高达34%用于一些情况下在合理的计算时间的值。

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