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Robust Fuzzy Predictive Control for Automatic Train Regulation in High-Frequency Metro Lines

机译:高频地铁线路列车自动调节的鲁棒模糊预测控制

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This paper addresses the robust automatic train regulation problem in high-frequency metro lines with fuzzy passenger arrival rate. Due to the uncertainty of passenger demand, the passenger arrival rate is assumed to be represented by fuzzy variables. A nonlinear state-space model is formulated to describe the characteristic of metro train operation. To satisfy the real-time requirement of train regulation, a fuzzy constrained predictive control approach is designed to optimize a cost function at each decision epoch subject to safety constraints on the control input. Based on the Lyapunov stability theory and model predictive control method, sufficient conditions for the existence of corresponding state feedback control law are given in a set of linear matrix inequalities. Moreover, for reducing delays caused by the uncertain disturbance, the robust train regulation strategy is designed to guarantee that the practical train timetable tracks the nominal one with respect to certain disturbance attenuation level. The effectiveness of the proposed approach is validated by a number of experiments under real running circumstances of Beijing Metro Yizhuang Line of China.
机译:本文针对旅客到达率模糊的高频地铁线路,提出了鲁棒的自动列车调节问题。由于旅客需求的不确定性,假设旅客到达率由模糊变量表示。建立了非线性状态空间模型来描述地铁列车的运行特性。为了满足列车调节的实时要求,设计了一种模糊约束的预测控制方法,以在控制输入受到安全约束的情况下,在每个决策时期优化成本函数。基于Lyapunov稳定性理论和模型预测控制方法,在一组线性矩阵不等式中给出了存在相应状态反馈控制律的充分条件。此外,为了减少不确定性干扰引起的延迟,设计了鲁棒的列车调节策略,以确保实际列车时刻表在一定的干扰衰减水平上跟踪标称时刻表。在北京地铁亦庄线的实际运行情况下,通过大量实验验证了该方法的有效性。

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