Crossref Citations
This article has been cited by the following publications. This list is generated based on data provided by
Crossref.
1999.
Swing-up control of an inverted pendulum by energy-based methods.
p.
4045.
Wei Zhong
and
Rock, H.
2001.
Energy and passivity based control of the double inverted pendulum on a cart.
p.
896.
Hołyst, Janusz A.
and
Wojciechowski, Winicjusz
2003.
The effect of Kapitza pendulum and price equilibrium.
Physica A: Statistical Mechanics and its Applications,
Vol. 324,
Issue. 1-2,
p.
388.
Chaitanya, V. Sree Krishna
2005.
Stability analysis of structurally unstable man–machine system involving time delays.
Nonlinear Analysis: Real World Applications,
Vol. 6,
Issue. 5,
p.
845.
di Bernardo, M
and
Stoten, D.P
2006.
Minimal control synthesis adaptive control of nonlinear systems: utilizing the properties of chaos.
Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences,
Vol. 364,
Issue. 1846,
p.
2397.
Beji, L.
Abichou, A.
and
El Kamel, M. A.
2006.
Climbing and Walking Robots.
p.
221.
Anh, N.D.
Matsuhisa, H.
Viet, L.D.
and
Yasuda, M.
2007.
Vibration control of an inverted pendulum type structure by passive mass–spring-pendulum dynamic vibration absorber.
Journal of Sound and Vibration,
Vol. 307,
Issue. 1-2,
p.
187.
Ozbek, Necdet Sinan
and
Efe, Mehmet Onder
2010.
Swing up and stabilization control experiments for a rotary inverted pendulum— An educational comparison.
p.
2226.
Xianglin Hou
Ning Zhang
Xijian Zheng
and
Xinhe Xu
2010.
Study on swing-up control of linear spring-connected double inverted pendulum.
p.
2971.
Zhang, Wei
and
Wang, Hong-qi
2011.
Research on the Key Problems in the Controller Design for Inverted Pendulum System.
p.
487.
Hou, Xianglin
Chen, Cong
and
Fei, Ye
2011.
Optimization algorithm and simulation analysis of feedback control parameters of equilibrium point about linear spring-connected double inverted pendulum.
p.
2062.
Xianglin Hou
Cong Chen
and
Haifeng Yu
2012.
Study on swing up control algorithm and simulation about circular rail double Inverted pendulum under limited torque.
p.
855.
Liu, Hongli
and
Zhu, Qixin
2014.
New forms of Riccati equations and the further results of the optimal control for linear discrete-time systems.
International Journal of Control, Automation and Systems,
Vol. 12,
Issue. 6,
p.
1160.
Li, Wen Ping
and
Wu, Li Qiang
2014.
Synthesized ADRC for One-Level Inverted Pendulum System through Combination of Separating and Assembling.
Applied Mechanics and Materials,
Vol. 490-491,
Issue. ,
p.
794.
Kuzyakov, O N
and
Andreeva, M A
2016.
Optical-Mechanical System for Stabilizing an Inverted Pendulum.
IOP Conference Series: Materials Science and Engineering,
Vol. 142,
Issue. ,
p.
012105.
Maneetham, Dechrit
and
Sutyasadi, Petrus
2020.
System design for inverted pendulum using LQR control via IoT.
International Journal for Simulation and Multidisciplinary Design Optimization,
Vol. 11,
Issue. ,
p.
12.
Koelewijn, Anne D.
and
van den Bogert, Antonie J.
2020.
A solution method for predictive simulations in a stochastic environment.
Journal of Biomechanics,
Vol. 104,
Issue. ,
p.
109759.
Zhang, Fengzhong
Zhu, Chenyi
and
Hou, Xianglin
2021.
Analysis of Swinging Method of Straight Inverted Pendulum.
p.
4719.
Blondin, Maude Josée
2021.
Controller Tuning Optimization Methods for Multi-Constraints and Nonlinear Systems.
p.
53.
Gao, Hao
Cao, Lin
and
Cai, Yulong
2021.
Communications, Signal Processing, and Systems.
Vol. 654,
Issue. ,
p.
1798.