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Asymptotic stabilization via output feedback for lower triangular systems with output dependent incremental rate

机译:通过输出依赖性增量速率的下三角系统输出反馈的渐近稳定

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We study the global asymptotic stabilization by output feedback for systems whose dynamics are in a feedback form where the nonlinear terms admit an incremental rate depending only on the measured output. The output feedback we consider is of the observer-controller type where the design of the controller follows from standard robust backstepping. As far as we know, the novelty is in the observer which is high-gain like with a gain coming from a Riccatti equation.
机译:我们通过输出反馈来研究全局渐近稳定,其动态的系统处于反馈形式,其中非线性术语仅取决于测量的输出。我们考虑的输出反馈是观察者控制器类型,其中控制器的设计遵循标准强大的BackStepping。据我们所知,新奇是在观察者中,这是高增益的,与来自Riccatti方程的增益相比。

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