基于改进人工鱼群算法的露天矿物流系统优化

    Optimization of open-pit mine logistics system based on improved artificial fish swarm algorithm

    • 摘要: 为提升露天矿物流系统运输效率、产品质量,降低运输成本,研究基于改进人工鱼群算法的露天矿物流系统优化方法。以矿石品位偏差最小化、运输成本最低化、总等待时间最小化为目标函数,结合出矿点生产能力、矿石产量、矿石品位等约束,本文构建露天矿物流系统优化模型;采用人工鱼群算法进行模型求解,将人工鱼视为运输方案候选解,通过模拟觅食、随机游、聚群、追尾行为,寻找露天矿物流系统最佳运输方案,同时通过动态视野设置、拥挤度设置、反向学习机制,以及柯西变异引入改进人工鱼群算法,高效搜索全局最优调度方案。实验结果显示:该方法的应用能够以满足矿石目标产量需求为前提,实现运输成本降低,钼、钨品位偏差降低,以及运输总等待时间降低;且改进人工鱼群算法获取的解空间分布更分散、更贴近全局最优边界,在多目标平衡与全局寻优上更具优势。

       

      Abstract: In order to improve the transportation efficiency and product quality of open-pit mine logistics systems, and reduce transportation costs, an optimization method for open-pit mine logistics systems based on improved artificial fish swarm algorithm is studied. This paper constructs an optimization model for open-pit mine logistics system with the objective functions of minimizing ore grade deviation, minimizing transportation costs, and minimizing total waiting time, combines with constraints such as production capacity, ore output, and ore grade of the mining site. Using the artificial fish swarm algorithm for model solving, the artificial fish is considered as a candidate solution for transportation schemes. By simulating foraging, random swimming, clustering, and rear end collision behaviors, the optimal transportation scheme for the open-pit mining logistics system is found. At the same time, the improved artificial fish swarm algorithm is introduced through dynamic field of view setting, crowding degree setting, reverse learning mechanism, and Cauchy mutation to efficiently search for the global optimal scheduling scheme. The experimental results show that the application of this method can achieve a reduction in transportation costs, a decrease in grade deviation of molybdenum and tungsten, and a decrease in total waiting time for transportation, all while meeting the target output demand for ore. Moreover, the solution space distribution obtained by improving the artificial fish swarm algorithm is more dispersed and closer to the global optimal boundary, which is more advantageous in multi-objective balance and global optimization.

       

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