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Discrete-time adaptive control of milling forces using fractional order holds by on-line adjustment of the correcting gain

机译:通过在线调节校正增益的分数阶的离散时间自适应控制铣削

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Increasing industrial competence suggests to develop and implement more complex control strategies in manufacturing environments for achieving better performance requirements. In this paper, a multi-estimation scheme for adaptive discrete control is applied to a practical milling system in order to minimize process and machine malfunctions. The different models of the scheme to be estimated are obtained from a set of a continuous unknown milling system transfer function under a fractional order hold of correcting gain 脽 [-1,1](脽-FROH). The objective is to design a scheme which is able to find the best value for the gain 脽 within a predetermined set in order to generate the real control input to the plant. A tracking performance index evaluates the tracking error and the scheme chooses the one with the smallest value has at each multiple of the residence time.
机译:增加工业能力建议在制造环境中制定和实施制造环境中的更复杂的控制策略,以实现更好的性能要求。在本文中,应用自适应离散控制的多估计方案应用于实际研磨系统,以最小化过程和机器故障。待估计的方案的不同模型是在校正增益的分数稳定下的一组连续未知的铣削系统传递函数中获得,校正增益脽[-1,1](脽-froh)。该目的是设计一种能够在预定集合中找到增益的最佳值的方案,以便为工厂生成真实控制输入。跟踪性能指数评估跟踪误差,并且方案选择具有最小值的停留时间的最小值。

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