УДК: 62-50
Modelling the mirror-control system in a Cardan suspension for airborne search-and-scanning systems
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Publication in Journal of Optical Technology
Baloev V. A., Belyakov Yu. M., Karpov A. I., Krenev V. A., Molin D. A. Matveev A. G., Yatsyk V. S. Modelling the mirror-control system in a Cardan suspension for airborne search-and-scanning systems [in Russian] // Opticheskii Zhurnal. 2012. V. 79. № 1. P. 11–21.
Yu. M. Belyakov, V. A. Baloev, A. G. Matveev, A. I. Karpov, V. A. Krenev, V. S. Yatsyk, and D. A. Molin, "Modelling the mirror-control system in a Cardan suspension for airborne search-and-scanning systems," Journal of Optical Technology. 79 (3), 134-141 (2012). https://doi.org/10.1364/JOT.79.000134
A mathematical model has been constructed for the mirror-control system of a search-and-scanning system mounted on an aircraft. Control algorithms are proposed that provide the required dynamic scanning, aiming, and tracking characteristics. Simulation models have been developed for three operating regimes: scanning, aiming, and tracking.
control object, mathematical model, optoelectronic system, simulation model, control algorithm
OCIS codes: 220.4830, 220.4880
References:1. I. P. Torshina, Computer Modelling of Optoelectronic Systems of Primary Processing of Information (Logos, Moscow, 2009).
2A. I. Karpov and V. A. Strezhnev, The Dynamics and Calculational Methods of Automatic Control Systems of Stratospheric Observatories. Identification, Decomposition, and Synthesis. A Monograph (Izd. Kazan. Gos. Tekhn. Univ, Kazan, 2008)
3. L. Z. Dul’kin, A. S. Zemlyakov, V. M. Matrosov, V. A. Strezhnev, and A. I. Karpov, “Problems of invariance and stability in the dynamics of stratospheric observatories,” in The Method of Lyapunov Functions in the Dynamics of Nonlinear Systems (Nauka, Novosibirsk, 1983), pp. 157–158.
4. Yu. M. Belyakov, A. I. Karpov, V. A. Krenev, and D. A. Molin, “Technique for developing mathematical models of automatic on-board optoelectronic systems,” Opt. Zh. 76, No. 3, 34 (2009). [J. Opt. Technol. 76, 142 (2009)].
5. A. I. Karpov, V. A. Krenev, A. G. Matveev, D. A. Molin, and V. S. Yatsyk, “Developing a computerized simulation model of an on-board optoelectronic device,” in Collection of the Materials of the Twenty-First All-Russia Inter-university Scientific-and-Engineering Conference on Electromechanical and Intrachamber Processes in Energy Apparatus, Jet Acoustics and Diagnostics, Devices and Methods for Monitoring Natural Media, Substances, Materials, and Items, Kazan, 2009, pp. 239–241,
chap. 2.
6. Yu. M. Belyakov, A. I. Karpov, V. A. Krenev, A. G. Matveev, D. A. Molin, and V. S. Yatsyk, “Using a simulation model of mirror control in space when developing optoelectronic devices,” in Abstracts of Reports of the Scientific–Practical Conference on Optics, Photonics, and Optoinformatics in Science and Engineering, Moscow, 2009, p. 71.
7. A. I. Karpov, V. A. Krenev, A. G. Matveev, and V. S. Yatsyk, “On the question of constructing a mathematical model of a device for scanning optoelectronic systems,” in Materials of the International Scientific–Practical Conference on Modern Technologies—a Key Link in the Revival of This Country’s Aircraft Construction, Kazan, 2008, vol. 2, pp. 56–60.
8. N. V. Butenin, Ya. L. Lunts, and D. R. Merkin, A Course in Theoretical Dynamics. A Textbook in Two Volumes, vol. 2, Dynamics (Nauka, Moscow, 1979).
9. P. Appel’, Theoretical Mechanics, vol. 2, System Dynamics. Analytical Mechanics (Gos. Izd. Fiz. Mat. Lit, Moscow, 1960).
10. V. A. Besekerski˘ı and E. P. Popov, The Theory of Automatic Regulation Systems (Nauka, Moscow, 1975).