Synthesis of High-Precision Missile Homing System Using Proportional Guidance Method
https://doi.org/10.17587/mau.21.242-248
Abstract
Modern air targets are characterized by low visibility, high maneuverability and high survivability. In addition, for some specific targets, for instance ballistic missiles, in order to defeat them the missile need tobe guided and carried out direct hit, i.e. "hit to kill". Therefore, in this paper, we present a high-precision missile homing system (MHS) using the proportional guidance method for firing at the highly maneuverable targets. Specifically, we propose a parametric optimization method for choosing a set of optimal parameters of the missile homing system for each dynamic parameter set of the missile. In addition, the paper gives the recommendations of choosing the initial conditions for the synthesis of missile homing system. In our experience, we should choose the small initial condition for synthesizing the missile homing system. Finally, the article also investigates the influence of systematic error in determining the speed, normal acceleration of missiles and the angular velocity of the line of sight of the missile and target on the accuracy of the missile homing system. We implement the proposed missile homing system and the parametric optimization method in Matlab. The experimental results illustrate that, using proposed system and the parametric optimization method, the missile can defeat the modern air targets with low visibility, high maneuverability and high survivability.
About the Author
Do Quang ThongViet Nam
Corresponding author: Do Quang Thong, Ph.D., Le Quy Don Technical University
References
1. Pupkov K. A., Egupov N. D., Kolesnikov L. V. etc. Highprecision homing systems: calculation and design. Computational experiment, Moscow, FIZMATLIT, 2011, pp. 31—64, 291, 295 (in Russian).
2. Arkhangelsk I. I., Afanasiev, P. P., Bolotov E. G., Golubev I. S., Matvienko A. M., Mizrahi V. Ya., Novikov V. N., Ostapenko S. N., Svetlov V. G. Designing anti-aircraft guided missiles, Moscow, Publishing house MAI, 2001, pp. 326—344 (in Russian).
3. Lebedev A. A., Karabanov V. A. Dynamics of control systems of unmanned flying vehicles, Moscow, Mechanical Engineering, 1965, pp. 76—152, pp. 410—442 (in Russian).
4. Lebedev A. A., Chernobrovkin L. S. flight Dynamics of unmanned flying vehicles, Moscow, Mechanical Engineering, 1962, pp. 11—84, 394—479 (in Russian).
5. Krynetskii E. I. Homing System, Moscow, Mechanical Engineering, 1970, pp. 62—75, 134—142 (in Russian).
6. Demidov V. P., Kutyev N. Sh. Control of anti-aircraft missiles, Moscow, Military Publishing House, 1989, pp. 23—31 (in Russian).
7. Neupokoev F. C. Shooting anti-aircraft missiles, Moscow, Military Publishing House, 1991, pp. 91—116 (in Russian).
8. Timofeev N. N., Shestun A. N. Design of non-stationary dynamic control systems of aircraft, St. Petersburg, BSTU, 2001, pp. 9—43 (in Russian).
9. Konashenkov A. I., Merkulov V. I. Aviation radio control system. Vol. 2: Electronic homing systems, Moscow, Radio Engineering, 2003, pp. 23—30 (in Russian).
10. Zarchan P. Tactical and Strategic Missile Guidance, third edition. Vol. 157. Progress in Astronautics and Aeronautics, published by the American Institute of Aeronautics and Astronautics, Inc., 1801 Alexander Bell Drive, Reston, VA 20191—4344, sixth edition, p. 14.
11. Siouris G. M. Missile Guidance and Control Systems, Springer-Verlag New York, Inc. 2004, pp. 166, pp. 194—196.
12. Yanushevcky R. Modern missiler guidance, Taylor & Francis Group, LLC CRC Press is an imprint of Taylor & Francis Group, an Informa business, 2008, pp. 10, 18.
13. Do Quang Thong. Synthesis of the missile homing system taking into account the dynamic chracteristic of the measuring elements, Mekhatronika, Avtomatizatsiya, Upravlenie, 2019, vol. 20, no. 4, pp. 251—255 (in Russian).
Review
For citations:
Thong D.Q. Synthesis of High-Precision Missile Homing System Using Proportional Guidance Method. Mekhatronika, Avtomatizatsiya, Upravlenie. 2020;21(4):242-248. https://doi.org/10.17587/mau.21.242-248