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A Fuzzy Networked Control System Following Frequency Transmission Strategy

机译:遵循频率传递策略的模糊网络控制系统。

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At present, network control systems employ a common approximation to solve the connectivity issue due to time delays coupled with external factors . However, this approach tends to be complex in terms of time delays, and the inherent local phase is missing. Therefore, it is necessary to study the behavior of the delays as well as the integration of the differential equations of these bounded delays. The related time delays need to be known a priori, but from a dynamic real-time perspective in order to understand the dynamic phase behavior. The objective of this paper is to demonstrate the inclusion of the data frequency transmission and time delays that are bounded as parameters of the dynamic response from a real-time scheduling approximation, considering the local phase situation. The related control law is designed considering a fuzzy logic approximation for nonlinear time delays coupling. The main advantage is the integration of this behavior through extended state space representation. This keeps certain linear and bounded behavior leading to a stable situation during an events presentation, based on an accurate data transmission rate. An expected result is that the basics of the local phase missing as a result of the local bounded time delays from the lack of tide synchronization conforms to the modeling approximation.
机译:当前,网络控制系统采用通用近似来解决由于时间延迟和外部因素而引起的连接性问题。但是,这种方法在时间延迟方面趋于复杂,并且缺少固有的本地相位。因此,有必要研究延迟的行为以及这些有界延迟的微分方程的积分。先验地知道相关的时间延迟,但是从动态实时的角度来看,以便理解动态相位行为。本文的目的是考虑到本地相位情况,从实时调度近似中证明包含数据频率传输和时间延迟作为动态响应参数的范围。考虑非线性时滞耦合的模糊逻辑逼近,设计了相关的控制律。主要优点是通过扩展状态空间表示来集成此行为。基于准确的数据传输速率,这可以保持某些线性和有限的行为,从而在事件演示期间导致稳定的情况。预期的结果是,由于缺乏潮汐同步而由于局部有界时间延迟而导致的局部相位的基本知识与建模近似相符。

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