FEATURES OF MODELLING STABILIZATION DIGITAL SYSTEM OF GROUND VEHICLE EQUIPMENT

Authors

  • O. A. Sushchenko National Aviation University, Kyiv
  • A. A. Salyuk National Aviation University, Kyiv
  • S. H. Yehorov National Aviation University, Kyiv

DOI:

https://doi.org/10.18372/1990-5548.65.14989

Keywords:

Digital control unit, digital filter, discretization, ground vehicle equipment, stabilization system

Abstract

Features of development models and modeling of stabilization systems of ground vehicle equipment are considered. Features of the optimal synthesis procedure for the system of the considered type are mentioned. The main goal of the research is to study the design features of the stabilization system with the digital control unit. Two approaches to the discretization of a system with the digital control unit are given. Appropriate block-diagrams are represented. Analysis of sampling methods and appropriate software is given. Possible program realizations of transfer functions in a model of the digital control unit are discussed. Features of representation of digital filters unit are proposed. Modelling of the stabilization system with the digital control unit was carried out. Simulation results are represented. Transient processes on the angular rate with different ways of sampling are given. Results of the comparative analysis of different sampling ways are shown in the tabular form. The obtained results can be useful for designing control systems of the wide type.

Author Biographies

O. A. Sushchenko, National Aviation University, Kyiv

Faculty of Air Navigation, Electronics and Telecommunications

Doctor of Engineering. Professor

оrcid.org/0000-0002-8837-1521

A. A. Salyuk, National Aviation University, Kyiv

Faculty of Air Navigation, Electronics and Telecommunications

Bachelor

S. H. Yehorov, National Aviation University, Kyiv

Faculty of Air Navigation, Electronics and Telecommunications

Senior teacher

References

B. P. Demidovich, Lectures on Mathematical Theory of Stability, Moscow: MSU, 1998, 342 p.

B. R. Andrievsky and A.L. Fradkov, Chosen Chapters of Automatic Control Theory with Examples on MATLAB, Saint-Petersburg: Nauka, 2000, 475 p.

A. A. Tunik, R-Hyu, I. K. Ahn, and C. H. Lim, “Parametric Optimization Procedure for Robust Flight Control System Design,” in Proceedings of the KSAS Fall Annual Meeting, 2000, Daejeon, Korea, pp. 293–300.

A. Tunik, Hyeok Ryu, and Hae-Chang Lee, “Parametric optimization procedure for robust flight control system design,” KSAS International Journal, 2001, vol. 2, no 2, November 2001, рр. 95–107.

A. A. Tunik and O. A. Sushchenko, “Usage of vector parametric optimization for robust stabilization of ground vehicles information-measuring devices,” Proceedings of the National Aviation University, 2013, no. 4, pp. 23–32. https://doi.org/10.18372/2306-1472.57.5530

O. A. Sushchenko, “Computer-aided design of robust system for stabilization of information-measuring devices at moving base,” Proceedings of the National Aviation University, 2013, no. 3, pp. 41–48. https://doi.org/10.18372/2306-1472.56.5419

O. A. Sushchenko, “Osoblivosti linearizatsii sistemi stabilizatsii ruchomogo nazemnogo ob’ekta,” Elektronika ta Sistemi Upravlinnya, 2008, no. №1(15), pp. 62–66.

O. A. Sushchenko, “Computer-aided procedures assigned for design of robust inertially stabilized platforms,” Electronics and Control Systems, 2017, no. 4, pp. 64–70. https://doi.org/10.18372/1990-5548.54.12320

O. A. Sushchenko and Y. V. Beliavtsev, “Robust synthesis of two-degree-of-freedom system for stabilization of ground vehicle,” Proceedings 2017 IEEE First Ukraine Conference on ELECTRICAL AND COMPUTER ENGINEERING (UKRCON), May 29 – June 2, 2017 Kyiv, Ukraine pp. 1031–1037. https://doi.org/10.1109/UKRCON.2017.8100407

I. Landau and G. Zito, Digital control systems. Design, identification and implementation. London: Springer-Verlag, 2006, 484 p.

M. S. Medvedev and V. G. Potemkin, Control System Toolbox, Moscow: Dialog-MIFI, 1999, 287 p.

D. P. Derevitsky and A. L. Fradkov, Applied Theory of Adaptive Control Systems, Moscow: Nauka, 1981, 216 p.

V. M. Perelmuter, Packages of MATLAB Extension: Control System and Robust Control Toolboxes, Moscow: SOLON-PRESS, 2008, 224 p.

V. A. Besekersky and E. P. Popov, Theory of Automatic Regulation Systems, Moscow: Nauka, 1975, 768 p.

V. V. Kochergin, Servo Systems with motors of Direct Current, Leningrad: Energoatomidat, 1988, 68 p.

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AUTOMATION AND COMPUTER-INTEGRATED TECHNOLOGIES