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Event-triggered Varying Speed Limit Control of Stop-and-go Traffic

机译:停止和转运流量的事件触发的不同速度限制控制

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This paper develops event-triggered boundary control strategies for varying speed limit (VSL) located at a freeway segment. The stop-and-go traffic oscillations are suppressed by regulating the velocity of vehicles that leave the segment. The controlled velocity signal is only updated when a event triggering condition is satisfied. Compared with the continuous input signal, the event-based controller presents as a more realistic setting to implement by VSL on a digital platform which allows the adaptation time for drivers to follow the advisory speed. The traffic dynamics of density and velocity are described with linearized Aw-Rascle-Zhang (ARZ) macroscopic traffic partial differential equation (PDE) model which results in a 2 × 2 coupled hyperbolic system. The event-triggered boundary controllers rely on the emulation of the full state backstepping boundary feedback and two different Lyapunov-based event-triggered strategies to determine the time instants at which the control value must be sampled/updated. One of the event-triggered strategies makes use of a dynamic triggering condition under which it is possible to state the existence of a uniform minimal dwell-time (independent of initial conditions). The exponential stability under event-triggered control is achieved and validated with numerical simulations.
机译:本文开发出事件触发的边界控制策略,用于位于高速公路段的不同速度限制(VSL)。通过调节离开该段的车辆的速度来抑制停止和去的流量振荡。当满足事件触发条件时,才会更新受控速度信号。与连续输入信号相比,基于事件的控制器作为更现实的设置,以便在数字平台上实现VSL,允许驱动程序的适配时间遵循咨询速度。用线性化的AW-Rascle-Zhang(ARZ)宏观交通部分微分方程(PDE)模型描述了密度和速度的交通动态,从而导致2×2耦合双曲线系统。事件触发的边界控制器依赖于完整状态BackStepping边界反馈和基于Lyapunov的事件触发的策略的仿真,以确定必须采样/更新控制值的时间时刻。其中一个事件触发的策略利用了动态触发条件,在此处可以说明存在均匀最小停留时间(独立于初始条件)的存在。通过数值模拟实现并验证了事件触发控制下的指数稳定性。

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