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Selective Tracking Using Linear Trackability Analysis and Inversion-based Tracking Control

机译:使用线性跟踪性分析和基于反演的跟踪控制选择性跟踪

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Trackability is the ability of a system to follow arbitrary reference commands and is equivalent to a system being right invertible. For systems that are trackable, feedforward inversion-based control (along with an additional feedback loop) is a common method to achieve tracking. In this paper, we focus on trackability for linear discrete-time MIMO systems and examine the idea of selective tracking that is particularly useful when a system is not trackable but it is possible to track either certain subsets of outputs or certain combinations of them. We show that tracking each component of the output vector can be assigned a priority within the context of an inversion-based controller to provide significant flexibility in selectively tracking outputs of interest even when the system as a whole is untrackable. We further demonstrate various aspects of trackability theory and selective tracking through a few simulation examples including a quadrotor example.
机译:可跟踪系统遵循任意参考命令的可跟踪性,并且等同于系统是正确的可逆性的。 对于可跟踪的基于前馈反演的控制(以及附加反馈循环)是实现跟踪的常用方法。 在本文中,我们专注于线性离散时间MIMO系统的可跟踪性,并检查当系统不可卡路时特别有用的选择性跟踪的思想,但是可以跟踪其输出的某些子集或它们的某些组合。 我们示出了在基于反转的控制器的上下文中,可以在基于反转的控制器的上下文中分配输出矢量的每个组件,以便在系统中选择性地跟踪感兴趣的输出,即使整个系统也是不可用的,则提供显着的灵活性。 我们进一步展示了可跟踪性理论的各个方面,以及通过包括四通镜示例的一些模拟示例的选择性跟踪。

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