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High gain feedback, tolerance, and stabilization of linear systems

机译:高增益反馈,公差和线性系统的稳定性

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摘要

The problem of stabilizing linear continuous-time systems is revisited with the objective of investigating the tolerance allowed in the implementation of stabilizing feedback controllers. It is shown that, for high gain feedback, this tolerance can be described by a cone in the feedback parameter space, called the "tolerance cone''. The tolerance cone describes fractional (percentage) errors the feedback controller can tolerate without jeopardizing the internal stability of the controlled system. The larger the vertex angle of this cone, the more tolerance is available when implementing the controller. The vertex angle of the tolerance cone is determined by the proximity to singularity of a certain matrix derived from the controlled system.
机译:为了研究稳定反馈控制器的实现中允许的公差,重新讨论了稳定线性连续时间系统的问题。结果表明,对于高增益反馈,该容差可以用一个在反馈参数空间中的锥面来描述,称为“容差锥”。容差锥描述了反馈控制器可以容忍的分数(百分比)误差而不会损害内部的控制锥的顶角越大,实现控制器时可用的公差就越大;公差锥的顶角取决于从受控系统派生的某个矩阵的奇异性。

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