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A DECOUPLING METHOD FOR DISTRIBUTED CONTROL OF VEHICULAR PLATOONS WITH V2V

机译:具有V2V的车辆镀隙分布式控制的解耦方法

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In a platoon control system, fixed and symmetrical topology is quite rare because of adverse communication environments and continuously moving vehicles. This paper presents a structurally decomposed control method for vehicular platoon systems by combining the LMI (Linear Matrix Inequality) approach to handle uncertain interaction topologies. This approach allows the nodes to interact with either other via different types of eigenvalue-bounded topologies, e.g., either asymmetrical or symmetrical, either fixed or switching. Different from existing matrix factorization technique, it does not require the exact values of each entity in topological matrix, and only needs to know the bounds of its eigenvalues, which can still ensure that the poles of the closed-loop dynamics lie inside the predefined region so as to balance quickness and smoothness. The effectiveness of proposed method is validated by numerical simulations.
机译:在压力控制系统中,由于不利的通信环境和连续移动的车辆,固定和对称拓扑非常罕见。本文通过组合LMI(线性矩阵不等式)方法来处理不确定的相互作用拓扑结构来介绍一种用于车辆排系统的结构分解控制方法。该方法允许节点通过不同类型的特征值有界拓扑相互作用,例如,不对称或对称,无论是固定的还是切换。与现有矩阵分解技术不同,它不需要拓扑矩阵中每个实体的确切值,并且只需要了解其特征值的边界,这仍然可以确保闭环动态的极在预定义区域内部位于预定区域内以平衡速度和平滑度。通过数值模拟验证了所提出的方法的有效性。

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