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A genetic algorithm approach for open-pit mine production scheduling

机译:露天矿生产调度的遗传算法

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In an Open-Pit Production Scheduling (OPPS) problem, the goal is to determine the mining sequence of an orebody as a block model. In this article, linear programing formulation is used to aim this goal. OPPS problem is known as an NP-hard problem, so an exact mathematical model cannot be applied to solve in the real state. Genetic Algorithm (GA) is a well-known member of evolutionary algorithms that widely are utilized to solve NP-hard problems. Herein, GA is implemented in a hypothetical Two-Dimensional (2D) copper orebody model. The orebody is featured as two-dimensional (2D) array of blocks. Likewise, counterpart 2D GA array was used to represent the OPPS problem’s solution space. Thereupon, the fitness function is defined according to the OPPS problem’s objective function to assess the solution domain. Also, new normalization method was used for the handling of block sequencing constraint. A numerical study is performed to compare the solutions of the exact and GA-based methods. It is shown that the gap between GA and the optimal solution by the exact method is less than % 5; hereupon GA is found to be efficiently in solving OPPS problem.
机译:在露天生产计划(OPPS)问题中,目标是确定矿体的开采顺序作为块模型。在本文中,线性编程公式用于实现此目标。 OPPS问题被称为NP困难问题,因此无法将精确的数学模型应用于实际状态。遗传算法(GA)是进化算法的知名成员,被广泛用于解决NP难题。在此,GA在假设的二维(2D)铜矿体模型中实现。矿体的特征是块的二维(2D)阵列。同样,对应的2D GA阵列用于表示OPPS问题的解决方案空间。随后,根据OPPS问题的目标函数定义适应度函数,以评估解决方案范围。另外,新的归一化方法用于处理块排序约束。进行了数值研究,以比较精确方法和基于遗传算法的解决方案。结果表明,遗传算法与最优解之间的差距小于5%。因此,发现GA有效解决了OPPS问题。

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