arXiv:2608.29576cs.LGcs.RO2026-08

解决远程控制中计算延迟下的性能保障与通信效率问题

Event-triggered Control and Online Learning for Networked Systems under Computational Delays

论文配图:Event-triggered Control and Online Learning for Networked Systems under Computational Delays
图 1 · 摘自论文原文
  • 采用远程学习控制器+事件触发机制,降低本地计算负担
  • 推导出考虑延迟的跟踪误差上界,保证控制性能
  • 设计异步事件触发框架,避免死循环且性能等同于定时触发

基于在线学习的控制是应对不确定系统的有前景方法,可在运行中识别未知部分以提升控制效果。然而,资源密集型的在线学习算法在计算资源受限的系统上引入显著计算延迟。为此,本文采用将学习控制器部署在远程计算节点并通过通信链路连接的网络化控制结构。首先,通过推导考虑计算延迟的跟踪误差上界,建立了该架构的控制性能保障;该上界允许在特定条件下采用时间触发或事件触发等多样通信与计算策略。此外,揭示了给定控制性能下通信与计算之间的权衡关系。为进一步提升通信与计算效率,提出一种在存在计算延迟情况下,控制与在线学习均采用异步事件触发机制的高效控制框架。所提事件触发策略被证明可达到与周期触发相同的控制性能,且排除了泽诺行为。最后,为指数可稳定系统推导出显式事件触发条件,并通过仿真验证其有效性。

原文摘要 · Abstract (English)

Online learning-based control is a promising approach to control uncertain systems, where unknown components are identified during operation to improve control performance. However, resource-intensive online learning algorithms introduce non-negligible computational delays, especially when executed on systems with limited local computational resources. To mitigate this, an in-network online learning-based control structure is employed by deploying the learning-based controller on a remote computation node and connecting it via a communication channel. In this paper, control performance guarantee is first established by deriving tracking error bound for the in-network control architecture, while accounting for computational delays. The derived tracking error bound allows for diverse communication and computation strategies under a specific condition, including time-/event-triggered mechanisms. Additionally, the trade-off between communication and computation performances is shown for a given desired control performance. Furthermore, to enhance the efficiency in both communication and computation, an efficient control framework with an asynchronous event-triggered mechanism in both control and online learning is devised under the existence of computational delay. The proposed event-triggered strategy is proven to achieve the same control performance as time-triggered scenario while excluding Zeno behavior. Finally, we derive an explicit expression of the proposed event-trigger condition for exponentially stabilizable systems, and demonstrate its effectiveness through simulations.

控制理论事件触发在线学习网络控制

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