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Constrained Multi-objective Task Assignment for UUVs using Multiple Ant Colonies System

机译:多蚁群系统的UUV约束多目标任务分配

摘要

The purpose of this research is to develop an effective task assignment algorithm for multiple Unmanned Underwater Vehicles (UUVs) to reacquaint multiple targets. This algorithm is specifically designed for the underwater environment where vehicles typically have dissimilar starting and ending locations. Besides the objective of minimizing the total distance of multiple vehicles, the objectives of minimizing the total turning angle and the constraint of balancing the targets number visited by each vehicle are also considered. This problem is modeled as a constrained multi-objective MTSP. The different measurement units and order of magnitudes of multiple objectives significantly increase the difficulty to generate an effective solution. The proposed algorithm consists of two phases: task number assignment and task assignment using Multiple Ant Colony System (MACS) which is extended from the classical Ant Colony System (ACS). In the first phase, the target number is assigned to each vehicle. Afterwards, MACS is used to solve constrained multi-objective MTSP, in which multiple ant colonies work separately to optimize dissimilar objectives, the ideal solution is generated according to the result of each colony, and the output is the best solution which has the smallest deviation from the ideal solution in the set of Pareto optimal solutions. The computational results show that the output of the proposed algorithm can satisfy the constrained multi-objective requirement and can be applied to underwater application scenario.
机译:这项研究的目的是为多个无人水下航行器(UUV)开发一种有效的任务分配算法,以重新认识多个目标。该算法是专门为水下环境设计的,在水下环境中车辆通常具有不同的开始和结束位置。除了使多个车辆的总距离最小化的目的之外,还考虑了使总转向角最小化的目标和平衡每个车辆拜访的目标数量的约束。将此问题建模为受约束的多目标MTSP。不同目标的度量单位和数量级的数量级显着增加了生成有效解决方案的难度。所提出的算法包括两个阶段:任务编号分配和使用多蚁群系统(MACS)的任务分配,这是从经典蚁群系统(ACS)扩展而来的。在第一阶段,将目标编号分配给每辆车。然后,使用MACS求解约束的多目标MTSP,其中多个蚁群分别工作以优化不同的目标,根据每个菌落的结果生成理想的解,输出是偏差最小的最佳解。从帕累托最优解集中的理想解。计算结果表明,所提算法的输出可以满足约束的多目标要求,可以应用于水下应用场景。

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