Robust and Intelligent Control of a Typical Underactuated Robot von Jian Huang

Mobile Wheeled Inverted Pendulum
CHF 168.00 inkl. MwSt.
ISBN: 978-981-1971-59-4
Einband: Kartonierter Einband (Kt)
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This book presents the achievements of the author's team in the research of a special underactuated system called mobile wheeled inverted pendulum (MWIP) developed over recent years. It focuses on a combination of theory and practice, and almost all algorithms are verified on the real MWIP system. Taking the dynamic modeling, control, and simulation as the mainline, this book first introduces the particularity, control challenges, and applications of the MWIP system. Then, Lagrange function is adopted to model the dynamics of two-dimensional and three-dimensional MWIP systems. Then, based on the special characteristics of the MWIP¿s dynamics, a new high-order disturbance observer is designed, and a control strategy is proposed by combining the high-order disturbance observer with a novel design of sliding mode manifold. Furthermore, several methods to overcome the chattering problem of the traditional sliding mode control are presented in detail. Besides, some intelligent algorithms related to the interval type-2 fuzzy logic control are applied to the MWIP system. Finally, the future development of underactuated robot has been prospected.
This book is intended for researchers and engineers in robotics and control. It can also be used as supplementary reading for nonlinear systems theory at the graduate level. The in-depth theory and detailed platform construction provide an excellent convenience for readers to build their platforms and learn the knowledge they need.

This book presents the achievements of the author's team in the research of a special underactuated system called mobile wheeled inverted pendulum (MWIP) developed over recent years. It focuses on a combination of theory and practice, and almost all algorithms are verified on the real MWIP system. Taking the dynamic modeling, control, and simulation as the mainline, this book first introduces the particularity, control challenges, and applications of the MWIP system. Then, Lagrange function is adopted to model the dynamics of two-dimensional and three-dimensional MWIP systems. Then, based on the special characteristics of the MWIP¿s dynamics, a new high-order disturbance observer is designed, and a control strategy is proposed by combining the high-order disturbance observer with a novel design of sliding mode manifold. Furthermore, several methods to overcome the chattering problem of the traditional sliding mode control are presented in detail. Besides, some intelligent algorithms related to the interval type-2 fuzzy logic control are applied to the MWIP system. Finally, the future development of underactuated robot has been prospected.
This book is intended for researchers and engineers in robotics and control. It can also be used as supplementary reading for nonlinear systems theory at the graduate level. The in-depth theory and detailed platform construction provide an excellent convenience for readers to build their platforms and learn the knowledge they need.

Über den Autor Jian Huang

huang shao jian 1964 nian 3 yue han zu bo shi fu jiao shou shuo shi sheng dao shi hu nan shang xue yuan qi ye jing ying ge xin yan jiu suo suo chang zhu yao yan jiu fang xiang shi qi ye jing ying ge xin zhi liang ge xin ji shu chuang xin deng ceng ren hai xin ji tuan jing ji yan jiu zhong xin jing li zong cai ban zhu ren deng zhi ju you feng fu de qi ye guan li shi jian jing yan you qi shi ling dao bian ge kai zhan jing ying ge xin huo dong de jing yan ben ren zhu chi guo jia ji yan jiu ke ti 1 xiang can yu guo jia ji ke ti yan jiu 2 xiang du li zhu chi sheng ji ke ti 3 xiang qi ye heng xiang ke ti 30 yu xiang zai zhong guo gong ye jing ji jing ji xue dong tai guang ming ri ban li lun xue kan deng he xin kan wu shang fa biao lun wen 30 yu pian chu ban jie yue xing qi ye ji qi ji li yu yue shu ji zhi yan jiu qi ye jing ying ge xin yun ying zhan lve deng zhuan zhu 6 bu zhu bian guan li xue yuan li an li jiao xue yu tong bu xun lian deng jiao cai 2 bu

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