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Journal of Applied Sciences

Year: 2013 | Volume: 13 | Issue: 14 | Page No.: 2819-2824
DOI: 10.3923/jas.2013.2819.2824
Robot Dynamic Identification Based on the Immune Clonal Selection Algorithm
Liu Haitao and Zhang Tie

Abstract: This study deals with the dynamic modeling and excitation trajectory optimization of the RB industrial robot. In the identification, the 6-DOF robot is simplified as the first 3-DOF dynamic model to get the complete dynamic expression and reduced observation matrix and an immune clonal selection algorithm is present to obtain the optimal excitation trajectory to improve the accuracy of dynamic parameters. Simulations show that this optimization algorithm is effective and the accuracy of the estimated parameters directly depends on the selection of excitation trajectory.

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How to cite this article
Liu Haitao and Zhang Tie, 2013. Robot Dynamic Identification Based on the Immune Clonal Selection Algorithm. Journal of Applied Sciences, 13: 2819-2824.

Keywords: Robot, dynamic identification and immune clonal selection algorithm

REFERENCES

  • Campelo, F., F.G. Guimaraes, H. Igarashi and J.A. Ramirez, 2005. A clonal selection algorithm for optimization in electromagnetics. IEEE Trans. Magnetics, 41: 1736-1739.
    CrossRef    


  • Chun, J.S., M.K. Kim, H.K. Jung and S.K. Hong, 1997. Shape optimization of electromagnetic devices using immune algorithm. IEEE Trans. Magn., 33: 1876-1879.


  • De Castro, L.N. and F.J. von Zuben, 2000. The clonal selection algorithm with engineering applications. Proceedings of the Conference on Genetic and Evolutionary Computation, Workshop on Artificial Immune Systems and their Applications, July 2000, Las Vegas, USA., pp: 36-37.


  • De Castro, L.N. and F.J. von Zuben, 2002. Learning and optimization using the clonal selection principle. IEEE Trans. Evol. Comput., 6: 239-251.
    CrossRef    


  • Gautier, M. and W. Khalil, 1992. Exciting trajectories for the identification of base inertial parameters of robots. Int. J. Robotics Res., 11: 362-375.
    CrossRef    


  • Mayeda, H., K. Yoshida and K. Osuka, 1990. Base parameters of manipulator dynamic models. IEEE Trans. Robotics Automation, 6: 312-321.
    CrossRef    


  • Nusawardhana, A., 2007. Nonlinear synergetic optimal controllers. American Institute of Aeronautics and Astronautics, ETATS-UNIS, Reston, VA.


  • Swevers, J., C. Ganseman and D.B. Tukel, 1997. Optimal robot excitation and identification. IEEE Trans. Robotics Automation, 13: 730-740.
    Direct Link    


  • Swevers, J., W. Verdonck and J. de Schutter, 2007. Dynamic model n for industrial robots. IEEE Control Syst. Magazine, 27: 58-71.
    CrossRef    


  • Vuong, N.D. and M.H. Ang Jr, 2009. Dynamic model identification for industrial robots. Acta Polytechnica Hungarica, 6: 51-68.
    Direct Link    

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