基于群同构UUV的多目标任务分配方案研究

Ke Yongsheng, Wu Rui, G. Xuan, Luo Guangyu
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引用次数: 0

摘要

对传统的蚁群算法进行了改进,解决了一组同构UUV执行多目标任务分配时的TSP扩展问题。在传统蚁群算法和TSP问题的基础上,对TSP问题模型进行扩展,对初始信息、禁忌表、位置状态概率计算公式和信息素浓度更新方法进行改进,创建改进的蚁群算法,并分别使用路径、时间和路径时间三种不同的评价函数进行仿真。实验结果表明,利用路径评价函数和时间评价函数可以同时得到最优解,并利用路径时间评价函数逐步优化解,最终得到最优解。改进的蚁群算法不仅解决了多个体、多目标的任务分配问题,而且显著提高了工作效率,有效降低了成本。
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Research on Multi-objective Task Assignment Scheme Based on Group Isomorphism UUV
The traditional ant colony algorithm is improved for the TSP extension problem when multi-objective task assignment is performed by a group homogeneous UUV. Based on the traditional ant colony algorithm and the TSP problem, the TSP problem model is extended to improve the initial information, the taboo table, the location state probability calculation formula, and the pheromone concentration update method to create an improved ant colony algorithm, and simulations are performed with three different evaluation functions: path, time, and path-time, respectively. The experimental results show that the optimal solution can be reached simultaneously by using path evaluation function and time evaluation function, and the solution is gradually optimized by using path-time evaluation function, and finally reaches the optimal solution. The improved ant colony algorithm not only solves the multi-individual and multi-objective task assignment, but also can significantly improve the work efficiency and effectively reduce the cost.
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