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A linear matrix inequality-based approach for the computation of actuator bandwidth limits in adaptive control.

机译：基于线性矩阵不等式的自适应控制中执行器带宽极限的计算方法。

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作者
Wagner, Daniel Robert.;
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作者单位

Missouri University of Science and Technology.;

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授予单位 Missouri University of Science and Technology.;
学科 Mechanical engineering.;Mathematics.;Aerospace engineering.
学位 M.S.
年度 2016
页码 69 p.
总页数 69
原文格式 PDF
正文语种 eng
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1. Linear Matrix Inequality-Based Nonlinear Adaptive Robust Control of Quadrotor [J] . David W. Kun, Inseok Hwang Journal of guidance, control, and dynamics . 2016,第5期

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2. Robust gain-scheduled linear parameter-varying control algorithm for a lab helicopter: A linear matrix inequality-based approach [J] . Jafar Adnan, Bhatti Aamer Iqbal, Ahmad S. M., Proceedings of the Institution of Mechanical Engineers . 2018,第5期

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3. Computing actuator bandwidth limits for model reference adaptive control [J] . Gruenwald Benjamin C., Wagner Daniel, Yucelen Tansel, International Journal of Control . 2016,第10a12期

机译：计算执行器带宽限制以用于模型参考自适应控制
4. Linear Matrix Inequality-based Nonlinear Adaptive Robust Control of a Quadrotor [C] . David W. Kun, Inseok Hwang AIAA guidance, navigation, and control conference;AIAA SciTech forum . 2016

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5. Linear matrix inequality-based nonlinear adaptive robust control with application to unmanned aircraft systems [D] . Kun, David William 2015

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6. A FEM-Experimental Approach for the Development of a Conceptual Linear Actuator Based on Tendrils Free Coiling [O] . Luca Cortese, Selena Milanovic, Renato Vidoni 2017

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7. Linear Matrix Inequality-based Robust Controller design for Type-1 Diabetes Model [O] . Szalay P., Eigner Gy., Kovács Levente 2014

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A linear matrix inequality-based approach for the computation of actuator bandwidth limits in adaptive control.

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