Design of nonlinear controller for bi-axial inverted pendulum system

博士 === 國立交通大學 === 機械工程系所 === 97 === This study presents the use of static Tustin friction model and a disturbance observer to compensate for frictional force between cart-rail and external disturbance so as to reduce the steady-state error (SSE) of a bi-axial inverted pendulum cart system (IPCS). F...

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Main Authors: Chang, Long-Hong, 張榮鴻
Other Authors: Lee, An-Chen
Format: Others
Language:zh-TW
Published: 2009
Online Access:http://ndltd.ncl.edu.tw/handle/87016415956873924458
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spelling ndltd-TW-097NCTU54890232015-10-13T14:53:17Z http://ndltd.ncl.edu.tw/handle/87016415956873924458 Design of nonlinear controller for bi-axial inverted pendulum system 二維倒單擺非線性控制器設計 Chang, Long-Hong 張榮鴻 博士 國立交通大學 機械工程系所 97 This study presents the use of static Tustin friction model and a disturbance observer to compensate for frictional force between cart-rail and external disturbance so as to reduce the steady-state error (SSE) of a bi-axial inverted pendulum cart system (IPCS). Furthermore, a three-phase controller switching varied according to the angle of the pendulum is employed to swing-up and stabilize the IPCS. The three-phase controller contains: (1) a swing-up control to swing-up the pendulum angle from rest ( ) into ; (2) a sliding-mode with feedback linearization control for pendulum angle in the region of to double enlarge the maximum angle of operation, while the control of the position of the cart is temporarily ignored; (3) A sliding-mode control (SMC) and a control are employed in the region of to stabilize the IPCS, respectively. Experimental results reveal that the SSE of the IPCS is improved more than 6 times for SMC and 4 times for control. Finally, two methods, qualitative (experimental films) and quantitative (experimental data), are used to present, conclude and compare the control performances of SMC and control. The results also show the effectiveness and robustness of the proposed control schema. Lee, An-Chen 李安謙 2009 學位論文 ; thesis 95 zh-TW
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language zh-TW
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description 博士 === 國立交通大學 === 機械工程系所 === 97 === This study presents the use of static Tustin friction model and a disturbance observer to compensate for frictional force between cart-rail and external disturbance so as to reduce the steady-state error (SSE) of a bi-axial inverted pendulum cart system (IPCS). Furthermore, a three-phase controller switching varied according to the angle of the pendulum is employed to swing-up and stabilize the IPCS. The three-phase controller contains: (1) a swing-up control to swing-up the pendulum angle from rest ( ) into ; (2) a sliding-mode with feedback linearization control for pendulum angle in the region of to double enlarge the maximum angle of operation, while the control of the position of the cart is temporarily ignored; (3) A sliding-mode control (SMC) and a control are employed in the region of to stabilize the IPCS, respectively. Experimental results reveal that the SSE of the IPCS is improved more than 6 times for SMC and 4 times for control. Finally, two methods, qualitative (experimental films) and quantitative (experimental data), are used to present, conclude and compare the control performances of SMC and control. The results also show the effectiveness and robustness of the proposed control schema.
author2 Lee, An-Chen
author_facet Lee, An-Chen
Chang, Long-Hong
張榮鴻
author Chang, Long-Hong
張榮鴻
spellingShingle Chang, Long-Hong
張榮鴻
Design of nonlinear controller for bi-axial inverted pendulum system
author_sort Chang, Long-Hong
title Design of nonlinear controller for bi-axial inverted pendulum system
title_short Design of nonlinear controller for bi-axial inverted pendulum system
title_full Design of nonlinear controller for bi-axial inverted pendulum system
title_fullStr Design of nonlinear controller for bi-axial inverted pendulum system
title_full_unstemmed Design of nonlinear controller for bi-axial inverted pendulum system
title_sort design of nonlinear controller for bi-axial inverted pendulum system
publishDate 2009
url http://ndltd.ncl.edu.tw/handle/87016415956873924458
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