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Distributed near optimal flocking control for multiple Unmanned Aircraft Systems

机译:多个无人机系统的分布式近乎最佳的植绒控制

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In this paper, we study the distributed optimal flocking control problem of multiple Unmanned Aircraft Systems (Multi-UAS). Using the emerging Neuro Dynamic Programming (NDP) technique, a novel distributed near optimal flocking design is proposed for ensuring the multi-UAS to follow the three heuristic flocking rules (i.e. cohesion, separation and alignment) in an optimal manner. First, an innovative cost function is developed by incorporating system cohesion, separation and alignment performance together. Subsequently, a novel neural network (NN) is proposed to approximate the minimized cost function value by using Hamilton-Jacobi-Bellman (HJB) equation in an online and forward in time manner. Moreover, the near optimal flocking can be attained by minimizing estimated cost function. Using standard Lyapunov stability analysis, the uniformly ultimately boundedness (UUB) of the closed-loop multi-UAS is verified. Simulation results demonstrate the effectiveness of proposed scheme.
机译:本文研究了多种无人机系统(多UAS)的分布式最优植入控制问题。使用新兴的神经动态编程(NDP)技术,提出了一种在最佳植绒设计附近分布的新颖,以确保多UA以最佳方式遵循三种启发式植绒规则(即凝聚力,分离和对准)。首先,通过将系统凝聚力,分离和对准性能结合在一起开发了一种创新的成本函数。随后,提出了一种新的神经网络(NN)以通过在线和向前的时间方式中使用Hamilton-Jacobi-Bellman(HJB)方程来近似最小化的成本函数值。此外,可以通过最小化估计的成本函数来实现近最佳植物。使用标准Lyapunov稳定性分析,验证了闭环多UA的均匀最终的界限(UUB)。仿真结果表明了提出方案的有效性。

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