Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System
碩士 === 大華技術學院 === 機電研究所 === 99 === This article describes a methodology to simulate the inverted pendulum system with linear feedback. The saturation output of controller, the quantization error of the cart position and the pendulum angle, the backlash of driving gear were also put into conside...
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ndltd-TW-099THCT74890162015-10-13T20:23:26Z http://ndltd.ncl.edu.tw/handle/07918324105195391013 Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System 倒單擺線性狀態回饋控制器設計與模擬 Chia-Lin Liu 劉家麟 碩士 大華技術學院 機電研究所 99 This article describes a methodology to simulate the inverted pendulum system with linear feedback. The saturation output of controller, the quantization error of the cart position and the pendulum angle, the backlash of driving gear were also put into consideration. During the simulation, we first assume that controller output is 50 NT, the cart position resolution is 1.25 m, the pendulum angle resolution is 0.05 degree, and gear backlash is 10 times of the cart resolution, i.e. 12.5 m. The simulation result indicates that, if driving power of the controller is less than 23 NT, the system will be dispersed. If the pendulum angle resolution is greater than 16 0.05 degree or the gear backlash reaches (1.25 16) m, the system nonlinear phenomenon of asymptotic stable will be quite obviously. Long-Hong Chang 張榮鴻 2011 學位論文 ; thesis 58 zh-TW |
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碩士 === 大華技術學院 === 機電研究所 === 99 === This article describes a methodology to simulate the inverted pendulum system with linear feedback. The saturation output of controller, the quantization error of the cart position and the pendulum angle, the backlash of driving gear were also put into consideration.
During the simulation, we first assume that controller output is 50 NT, the cart position resolution is 1.25 m, the pendulum angle resolution is 0.05 degree, and gear backlash is 10 times of the cart resolution, i.e. 12.5 m. The simulation result indicates that, if driving power of the controller is less than 23 NT, the system will be dispersed. If the pendulum angle resolution is greater than 16 0.05 degree or the gear backlash reaches (1.25 16) m, the system nonlinear phenomenon of asymptotic stable will be quite obviously.
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Long-Hong Chang |
author_facet |
Long-Hong Chang Chia-Lin Liu 劉家麟 |
author |
Chia-Lin Liu 劉家麟 |
spellingShingle |
Chia-Lin Liu 劉家麟 Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System |
author_sort |
Chia-Lin Liu |
title |
Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System |
title_short |
Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System |
title_full |
Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System |
title_fullStr |
Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System |
title_full_unstemmed |
Linear State Feedback Controller Design and Simulation for the Inverted Pendulum System |
title_sort |
linear state feedback controller design and simulation for the inverted pendulum system |
publishDate |
2011 |
url |
http://ndltd.ncl.edu.tw/handle/07918324105195391013 |
work_keys_str_mv |
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