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Fuzzy Stabilization Loop of One Axis Gimbal System

by Maher Abdo, Ahmad Reza Vali, Ali Reza Toloei
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International Journal of Computer Applications
Foundation of Computer Science (FCS), NY, USA
Volume 77 - Number 3
Year of Publication: 2013
Authors: Maher Abdo, Ahmad Reza Vali, Ali Reza Toloei
10.5120/13372-0975

Maher Abdo, Ahmad Reza Vali, Ali Reza Toloei . Fuzzy Stabilization Loop of One Axis Gimbal System. International Journal of Computer Applications. 77, 3 ( September 2013), 6-13. DOI=10.5120/13372-0975

@article{ 10.5120/13372-0975,
author = { Maher Abdo, Ahmad Reza Vali, Ali Reza Toloei },
title = { Fuzzy Stabilization Loop of One Axis Gimbal System },
journal = { International Journal of Computer Applications },
issue_date = { September 2013 },
volume = { 77 },
number = { 3 },
month = { September },
year = { 2013 },
issn = { 0975-8887 },
pages = { 6-13 },
numpages = {9},
url = { https://ijcaonline.org/archives/volume77/number3/13372-0975/ },
doi = { 10.5120/13372-0975 },
publisher = {Foundation of Computer Science (FCS), NY, USA},
address = {New York, USA}
}
%0 Journal Article
%1 2024-02-06T21:49:17.114621+05:30
%A Maher Abdo
%A Ahmad Reza Vali
%A Ali Reza Toloei
%T Fuzzy Stabilization Loop of One Axis Gimbal System
%J International Journal of Computer Applications
%@ 0975-8887
%V 77
%N 3
%P 6-13
%D 2013
%I Foundation of Computer Science (FCS), NY, USA
Abstract

The application of inertial stabilization system is to stabilize the sensor's line of sight toward a target by isolating the sensor from the disturbances induced by the operating environment. The purpose of this paper is to present a model of control servo system for one axis gimbal mechanism using fuzzy PID type controller. The gimbals torque relationships are derived using Newton's law considering the base angular motion and dynamic unbalance. Then, the stabilization loop is constructed and the proposed fuzzy controller is designed. The overall control system is simulated using MATLAB/Simulink, then the system performance is investigated in different cases for both conventional PI and fuzzy PID controller. A comparison study is made based on some performance criteria. The results obtained in different conditions confirms that a further improved system performance can be achieved using the proposed fuzzy controller as compared to the conventional PI controller. The simulation results proves the efficiency of the proposed fuzzy controller which offers a better response than PI one, and improves further the transient and the steady-state performance.

References
  1. Masten, M. K. , 2008: "Inertially Stabilized Platform for Optical Imaging Systems". IEEE Control Systems Magazine, Vol. 28, pp. 47-64.
  2. Hilkert, J. M. , 2008: "Inertially Stabilized Platforme Technology". IEEE Control Systems Magazine, Vol. 28, pp. 26-46.
  3. Ravindra, S. , 2008: "Modeling and Simulation of the Dynamics of a Large Size Stabilized Gimbal Platform Assembly". Asian International Journal of Science and Technology in Production and Manufacturing, Vol. 1, pp. 111-119.
  4. Rue, A. K. , 1974: "precision stabilization systems". IEEE Trans. Aerospace and Electronic Systems. AES-10, pp. 34-42.
  5. Ekstrand, B. , 2001: "Equation of Motion for a Two Axes Gimbal System". IEEE Trans. On Aerospace and Electronic Systems, Vol. 37, pp. 1083-1091.
  6. Daniel, R. , 2008: "Mass properties factors in achieving stable imagery from a gimbal mounted camera". Published in SPIE Airborne Intelligence, Surveillance, Reconnaissance (ISR) Systems and Applications V. 6946.
  7. Özgür, H. , Aydan, E. , and ?smet E. , 2011: "Proxy-Based Sliding Mode Stabilization of a Two-Axis Gimbaled Platform". Proceedings of the World Congress on Engineering and Computer Science, San Francisco, USA (WCECS), I.
  8. Ravindra, S. , 2008: "Modeling and Simulation of the Dynamics of a Large Size Stabilized Gimbal Platform Assembly". Asian International Journal of Science and Technology in Production and Manufacturing, Vol. 1, pp. 111-119.
  9. Khodadadi, H. , 2011: "Robust control and modeling a 2-DOF Inertial Stabilized Platform". International Conference on Electrical, Control and Computer Engineering, Pahang, Malaysia.
  10. Smith, B. J. , Schrenck, W. J. , Gass, W. B, and Shtessel, Y. B. , 1999: "Sliding mode control in a two axis gimbal system". in Proc. IEEE Aerospace Applicat. Conf, Vol. 5, pp. 457–470.
  11. Willian, B. , and Steven, P. T. , 1989: "Optimal motion stabilization control of an electrooptical sight system". Proc. SPIE Conference, Vol. 1111, pp. 116–120.
  12. Hullender, L. Bo, and DeRenzo, D. , M. , 1998: "Nonlinear induced disturbance rejection in inertial stabilization systems". IEEE Trans, Vol. 6, pp. 421–427.
  13. Krishna Moorty, J. A. R. , Marathe, R. , and Hari B. , 2004: "Fuzzy controller for line of sight stabilization system". Optical Engineering, Vol. 43,pp. 1394–1400.
  14. Lin, C. M. , Hsu, C. F. , and Mon, Y. J, 2003: "Self-organizing fuzzy learning CLOS guidance law design". IEEE Trans. AES. 39, pp. 1144–1151.
  15. Tam, K. K. , Lee, T. H. , Mamum, A. , Lee, M. W. , and Khoh, C. J. , 2001: "composite control of a gyro mirror line of sight stabilization platform design and auto tuning". ISA transaction, Vol. 40, pp. 155-171.
  16. Krishna Moorty, J. A. R . , Marathe, R. , and Sule V. R. , 2002: "H? control law for line-ofsight stabilization for mobile land vehicles". Optical Engineering, Vol. 41, pp. 2935–2944.
  17. Tan, K. C. , Lee, T. H. , and Khor, E. F. , 2002: "Design and real-time implementation of a multivariable gyro-mirror line-of-sight stabilization platform". Fuzzy Sets and Systems, Vol. 128, pp. 81–93.
  18. Li, C. , and Jing, W. , 2007: "Fuzzy PID controller for 2D differential geometric guidance and control problem". IET Control Theory & Applications, Vol. 1, pp. 564–571.
  19. Tang, K. Z. , Huang, S. N. , Tan, K. K, and Lee, T. H, 2004: "Combined PID and adaptive nonlinear control for servo mechanical systems". Mechatronics, Vol. 14, pp. 701-714.
  20. Malhotra, R. , Singh, N. , and Singh, Y. , 2010: "Design of Embedded Hybrid Fuzzy-GA Control Strategy for Speed Control of DC Motor: A Servo Control Case Study". International Journal of Computer Applications, Vol. 6, pp. 37-46.
  21. Fujita, H. , and Sasaki, J. , 2010: "Torque Control for DC Servo Motor using Adaptive Load Torque Compensation". Proceedings of the 9thWSEAS international conference on System science and simulation in engineering, pp. 454-458.
  22. Ho-Pyeong, L. , and Inn-Eark, Y. , 2007: "Robust Control Design for a Two-axis Gimbaled Stabilization System". IEEEAC paper #1010, Version 3.
  23. Masten, M. K. , and Hilkert, J. M, 1987: "Electromechanical system configuration for pointing, tracking and stabilization application". SPIE, Vol. 779, pp. 75-87.
  24. Stokum, L. A. and Carroll, G. R. , 1984: "Precision stabilized platform for shipborne electro-optical systems". SPIE, Vol. 493, pp. 414-425.
  25. Hilkert, J. M. , and Hullender, D. A. , 1990: "Adaptive control system techniques applied to inertial stabilization systems". Proc. SPIE Conference, Vol. 1304, pp. 190–206.
  26. Wahid, N. , Hassan, N. , Rahmat, M. F. , and Mansor, S. , 2011: "Application of Intelligent Controller in Feedback Control Loop for Aircraft Pitch Control". Australian Journal of Basic and Applied Sciences, Vol. 5, pp. 1065-1074.
  27. Karasakal, O. , Yesil, E. , GU Zelkaya, M. , and Eksin I. , 2005: "Implementation of a New Self-Tuning Fuzzy PID Controller on PLC". Turk J Elec Engin, Vol. 13.
  28. Qiao, W. Z. , and Mizumoto, M. , 1996: "PID type Fuzzy Controller and Parameters Adaptive Method". Fuzzy Sets and Systems, Vol. 78, pp. 23-35.
  29. Hu, B. , Mann, G. K. I, and Gosine, R. G. , 1999: "A new methodology for analytical and optimal design of fuzzy PID controllers". IEEE Trans, Fuzzy Systems, Vol. 7, pp. 521-539.
  30. Rajani, K. , Mudi, K. , and Nikhil, R. Pal. , 1999: "A Robust Self-Tuning Scheme for PI- and PD-Type Fuzzy Controllers". IEEE Transactions on fuzzy systems, Vol. 7.
Index Terms

Computer Science
Information Sciences

Keywords

Gimbal System Rate Gyro Line of Sight Stabilization Loop

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