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Loop shaping with closed-loop magnitude contours on the Bode plot

机译:在Bode图上使用闭环幅度轮廓进行环路整形

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A weakness of classical loop shaping (of open-loop frequency responses) is that the closed-loop frequency response is implicitly rather than explicitly shaped. This paper defines fsbode and ftbode contours which are added to open loop Bode plots. The contours are gain and phase valued functions of frequency, found using a frequency-dependent desired magnitude for closed loop sensitivity or complementary sensitivity functions. The closed loop magnitude attains this frequency-dependent desired value at frequencies where the open-loop response intersects the contour. The paper shows a design example and presents an extension of the concept to SISO components of more general (MIMO) feedback systems with H/sub /spl infin// objectives.
机译:(开环频率响应)经典环路整形的一个缺点是,闭环频率响应是隐式而不是显式整形的。本文定义了fsbode和ftbode等高线,这些等高线已添加到开环Bode图中。轮廓是频率的增益和相位值函数,可以使用频率相关的所需幅度来获得闭环灵敏度或互补灵敏度函数。闭环幅度在开环响应与轮廓相交的频率处达到该频率相关的期望值。本文展示了一个设计示例,并提出了将概念扩展到具有H / sub / spl infin //目标的更通用(MIMO)反馈系统的SISO组件的方法。

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