MPROVEMENT OF ACTIVE DISTURBANCE REJECTION CONTROL PERFORMANCE INTHE TARGET-INDICATING GIMBAL SYSTEM USING THE M-TH ORDEREXTENDED STATE OBSERVER WITH FREQUENCY ESTIMATION
DOI:
https://doi.org/10.71146/kjmr1029Keywords:
Frequency Estimation, Active Disturbance Rejection Control (ADRC), Extended State Observer (ESO), Disturbance RejectionAbstract
In this paper, by active disturbance rejection control (ADRC) using m-th order extended state observer (ESO) with frequency estimation, the method to improve disturbance rejection property is improved and it is applied for satisfying high-accuracy control property in the target-indicating gimbal system. In this paper, error coefficient of ADRC using m-th order ESO is analyzed for control object expressed as canonical form. In addition, the frequency estimator to estimate unknown frequency is combined and rejection property is analyzed and evaluated to constant disturbance, lamp disturbance parabolic disturbance, and harmonic disturbance (single or multiple frequency disturbance).
Downloads
References
[1] Amr Ahmed Roshdy Mahmoud, Automatic Control and Stabilized Plantform Investigation. Changchun university of Science Technology (2013) 6.
[2] J. Han, Active disturbance rejection controller and its applications. Control Decis 13(1)(1998) 19-23.
[3] Yi Huang, Wenchao Xue, Active disturbance rejection control: Methodology and theoretical analysis. ISA Transactions 53 (2014) 963-976.
[4] Chuanli Zhang, Jun Yang, Shihua Li, Homogeneous Active Disturbance Attenuation for a Perturbed Chain of Integrators. IFAC-Papers Online 49(18)(2016) 534-539.
[5] Bao-zhu Guo, Ze-Hao Wu, Hua-Cheng Zhou, Active disturbance rejection control approach to output feedback stabilization of a class of uncertain nonlinear system subject to stochastic disturbance. IEEE Trans on Automatic control 2471815(2015).
[6] Caifen Fu, Wen Tan, Control of unstable processes with time delays via ADRC. ISA Transactions 5 (2017) Journal homepage: www. elsevier. com/ locate/ isatrans.
[7] Xingxing Hua, Darong Huang, Shenghui Guo, Extended State Observer Based on ADRC of Linear System with Incipient Fault. International Journal of Control, Automation and System 18(X)(2020) 1-10.
[8] A. Castillo, P. Garcia, R. Sanz, P.Albertos, Enhanced extended state observer-based control for systems with mismatched uncertainties and disturbances. ISA Transactions 2 (2017). Journal homepage: www. elsevier. com/locate/isatrans.
[9] Xinxin Shi, YangQuan Chen, Jiacai Huang, Application of fractional-order active disturbance rejection controller on linear motion system. Control Engineering Practice 84 (2017) 156-171.
[10] C. F. Fu, and Tan, A. W, New Method to Tune Linear Active Disturbance Rejection Controller. American Control Conference (2016) 6-8.
[11] Ping Dai, Sebastien Cauet, Patrick Coirault, Disturbance rejection of battery/ ultracapacitor hybrid energy sources, Control Engineering Practice 54 (2016) 166-175.
[12] Jie Li, Yuanqing Xia, Xiaohui, Pengpeng Zhao, Robust absolute stability analysis for interval nonlinear active disturbance rejection based control system. ISA Transactions 2017 Published by Elsevier Ltd. On behalf of ISA. Journal homepage: www.elsevier.com/locate/isatrans.
[13] Jinlin Sun, Zhiqiang Pu, Jianqiang Yi, Conditional disturbance negation based active disturbance rejection Control for hypersonic vehicles. Control Engineering Practice 84 (2019) 156-171.
[14] Bao-Zhu Guo, Ze-Hao Wu, Output tracking for a class of nonlinear systems with mismatched uncertainties by active disturbance rejection control. System & Control Letters 100 (2017) 21-31.
[15] Lina Ren, Chenghong Mao, Zeyu Song, Fucai Liu, Study on active disturbance rejection control with actuator saturation to reduce the load of a driving chain in wind turbines. Renewable Energy 133 (2019) 268-274.
[16] Momir, R, etc., Optimised active disturbance rejection motion control with resonant extended state observer. ISSN 0020-7179(Print). pp (2019) 1366-5820.
[17] Maciej Niedzwiecki,Michal Meller, A New Approach to Active Noise and Vibration Control-Part II: The Unknown Frequency Case. IEEE Transactions on Signal Procesing. Vol 57,No 9 (2019).
[18] Bobtsov, A.A, Adaptive output control with compensation of biased harmonic disturbance. Journal of Computer and Systems Sciences International 48(1)(2009).
[19] Bobtsov, A.A, Kremlev,A.S. Compensation of harmonic disturbances in nonlinear plants with parametric and functional uncertainty. Autonation and Remote Control 72(1) (2011).
[20] S. Zhao, Z. Gao, An active disturbance rejection baed approach to vibration suppression in two-inertia system. Asian Journal of Control 15(2)(2013).
[21] Hany F. Mokbel,Lv Qiong Ying, Amr A, Roshdy and Cao Guo Hua, Design optimization of the inner gimbal for dual axis inertially stabilized platform using finite element model analysis, int Journal of Modern Engineering Research(IJMER) 2(2) (2012).
[22] F. Hany, Mokbel, Lv Qing Ying, A. Amr, Roshdy, and Cao Guo Hua, Modeling And optimization of electro-optical dual axis inertially stabilized platform, IEEE Proc. Of 2012 International Conference on Optoelectronics and Microelectronics (ICOM),Changchun China,
[23] F. Hany,Mokbel Wan Yuan, Lv Qing Ying, Cao Guo Hua and Amr A, Roshdy, Research on the Mechanical design of two-axis fart steering mirror for optical beam guidance. International Conference on Mechanical Engineering and Material Science(MEMS) (2012).
Downloads
Published
Issue
Section
Categories
License
Copyright (c) 2026 Tae Hyok Kim, Hong Chol Jon, Yong Ho Kim (Author)

This work is licensed under a Creative Commons Attribution 4.0 International License.
