具有LTL规格的多车系统的最优控制

Koichi Kobayashi, T. Nagami, K. Hiraishi
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引用次数: 3

摘要

本文研究了多车系统的最优控制问题。当车辆之间存在避碰和避障时,状态离散化作为一种简化方法是有效的。此外,利用状态离散化,可以很容易地用线性时间逻辑(LTL)公式来指定集合等合作行为。然而,没有必要将所有状态离散化,部分状态(例如车辆的位置)应该离散化。从这个角度出发,本文提出了一种新的多车系统控制方法。首先,给出了局部状态离散化系统的公式。其次,提出了用LTL公式描述约束的最优控制问题,并给出了其求解方法。最后进行了数值模拟。该方法为多车系统的控制提供了一种有效的方法。
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Optimal control of multi-vehicle systems with LTL specifications
In this paper, optimal control of multi-vehicle systems is studied. When collision avoidance between vehicles and obstacle avoidance are imposed, state discretization is effective as one of the simplified approaches. Furthermore, using state discretization, cooperative actions such as rendezvous can be easily specified by linear temporal logic (LTL) formulas. However, it is not necessary to discretize all states, and partial states (e.g., the position of vehicles) should be discretized. From this viewpoint, a new control method for multi-vehicle systems is proposed in this paper. First, the system in which partial states are discretized is formulated. Next, the optimal control problem with constraints described by LTL formulas is formulated, and its solution method is proposed. Finally, numerical simulation is shown. The proposed method provides us a useful method in control of multi-vehicle systems.
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