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K-means Based Delay Quantization and Prediction in Networked Control Systems

机译:网络控制系统中基于K均值的延迟量化和预测

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In the networked control system (NCS) with the discrete-time hidden Markov model (DTHMM), K-means clustering is proposed in this paper to quantize the controller-to-actuator (C-A) delays and to obtain the discrete observations for estimating the DTHMM parameters. The prediction of the current stochastic C-A delay is achieved based on the quantizing method and the estimated DTHMM. Then, by taking the current predicted C-A delay into account, a state-feedback controller is designed to directly compensate for the effect of the current real C-A delay on the NCS. The detailed procedure of the K-means clustering used to quantize the past C-A delays is given. The contrastive simulation experiments are implemented, and the results demonstrate the superiority of the quantizing and predictive methods proposed in this paper.
机译:在具有离散时间隐马尔可夫模型(DTHMM)的网络控制系统(NCS)中,本文提出了K-means聚类算法,以量化控制器到执行器(CA)的延迟,并获得离散观测值来估计DTHMM参数。基于量化方法和估计的DTHMM,可以实现对当前随机C-A延迟的预测。然后,通过考虑当前的预测C-A延迟,将状态反馈控制器设计为直接补偿当前实际C-A延迟对NCS的影响。给出了用于量化过去的C-A延迟的K-均值聚类的详细过程。进行了对比仿真实验,结果证明了本文提出的量化和预测方法的优越性。

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