Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control
This paper presents the application of multirate output feedback with discrete time sliding mode control (SMC) for controlling the inverted pendulum system. The SMC are well known as completely insensitive to parameter variations and external disturbance. Normally, in order to design controller, the...
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my.utm.970402022-09-15T04:14:54Z http://eprints.utm.my/id/eprint/97040/ Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control Ngadengon, R. Sam, Y. M. Osman, J. H. S. Tomari, R. Wan Zakaria, W. N. TK Electrical engineering. Electronics Nuclear engineering This paper presents the application of multirate output feedback with discrete time sliding mode control (SMC) for controlling the inverted pendulum system. The SMC are well known as completely insensitive to parameter variations and external disturbance. Normally, in order to design controller, the state feedback from the entire state variable is utilized. However not all of the state feedbacks are always available. Therefore, the concept of the multirate output feedback (MROF) in which the output state that are always available at any situation is proposed. The nominal plant model for inverted pendulum system is fourth order with additional of external disturbance. Simulation results verify the proposed controller’s performance even though nonlinearity present in the inverted pendulum system. 2017 Conference or Workshop Item PeerReviewed Ngadengon, R. and Sam, Y. M. and Osman, J. H. S. and Tomari, R. and Wan Zakaria, W. N. (2017) Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control. In: 9th International Conference on Robotic, Vision, Signal Processing and Power Applications, RoViSP 2016, 2 - 3 February 2016, Penang, Malaysia. http://dx.doi.org/10.1007/978-981-10-1721-6_45 |
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TK Electrical engineering. Electronics Nuclear engineering Ngadengon, R. Sam, Y. M. Osman, J. H. S. Tomari, R. Wan Zakaria, W. N. Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control |
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This paper presents the application of multirate output feedback with discrete time sliding mode control (SMC) for controlling the inverted pendulum system. The SMC are well known as completely insensitive to parameter variations and external disturbance. Normally, in order to design controller, the state feedback from the entire state variable is utilized. However not all of the state feedbacks are always available. Therefore, the concept of the multirate output feedback (MROF) in which the output state that are always available at any situation is proposed. The nominal plant model for inverted pendulum system is fourth order with additional of external disturbance. Simulation results verify the proposed controller’s performance even though nonlinearity present in the inverted pendulum system. |
format |
Conference or Workshop Item |
author |
Ngadengon, R. Sam, Y. M. Osman, J. H. S. Tomari, R. Wan Zakaria, W. N. |
author_facet |
Ngadengon, R. Sam, Y. M. Osman, J. H. S. Tomari, R. Wan Zakaria, W. N. |
author_sort |
Ngadengon, R. |
title |
Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control |
title_short |
Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control |
title_full |
Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control |
title_fullStr |
Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control |
title_full_unstemmed |
Stabilization of inverted pendulum: A multirate output feedback based discrete time sliding mode control |
title_sort |
stabilization of inverted pendulum: a multirate output feedback based discrete time sliding mode control |
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2017 |
url |
http://eprints.utm.my/id/eprint/97040/ http://dx.doi.org/10.1007/978-981-10-1721-6_45 |
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1744353705879142400 |