Info: Zenodo’s user support line is staffed on regular business days between Dec 23 and Jan 5. Response times may be slightly longer than normal.

Published May 27, 2021 | Version v1
Journal article Open

Development of methods for determining the coordinates of firing positions of roving mortars by a network of counter-battery radars

Creators

  • 1. Ivan Kozhedub Kharkiv National Air Force University
  • 2. Civil Aviation Institute
  • 3. National Defence University of Ukraine named after Ivan Cherniakhovskyi
  • 4. Ministry of Defence of Ukraine
  • 5. National Academy of the National Guard of Ukraine
  • 6. Hetman Petro Sahaidachnyi National Army Academy

Description

The mathematical formulation of the problem of determining the coordinates of targets in the network of counter-battery radars is formulated. It has been established that the problem of estimating the coordinates of targets in the network of counter-battery radars for an excessive number of estimates of primary coordinates should be considered as a statistical problem. The method for determining the coordinates of the firing positions of roving mortars has been improved, in which, in contrast to the known ones, the coordinates of targets on the flight trajectory are coordinated with space and time and the information is processed by a network of counter-battery radars. The developed simulation mathematical model for determining the coordinates of the firing positions of roving mortars by a network of counter-battery radars. Simulation modeling of the method for determining the coordinates of the firing positions of roving mortars by a network of counter-battery radars has been carried out. It has been established that the use of a network of radars makes it possible to increase the accuracy of determining the coordinates of the firing means on average from 23 % to 71 %, depending on the number of counter-battery radars in the network. It has also been found that the appropriate number of counter-battery warfare radars in the network is three or four. A further increase in the number of counter-battery warfare radars in the network does not lead to a significant increase in the accuracy of determining the coordinates of artillery and mortar firing positions. In carrying out further research, it is necessary to develop a method for the spatial separation of elements of a group of targets and interfering objects by a network of counter-battery warfare radars

Files

DEVELOPMENT OF METHODS FOR DETERMINING THE COORDINATES OF FIRING POSITIONS OF ROVING MORTARS BY A NETWORK OF COUNTER-BATTERY RADARS.pdf

Files (565.3 kB)

Additional details

References

  • Counter-Rocket, Artillery, Mortar (C-RAM). Available at: https://missiledefenseadvocacy.org/defense-systems/counter-rocket-artillery-mortar-c-ram/
  • Meador, M. (2020). 5-5th ADA Soldiers certify joint C-RAM training. Available at: https://www.army.mil/article/232259/5_5th_ada_soldiers_certify_joint_c_ram_training
  • Kisilyov, S., Piskunov, S., Filippenkov, A., Shevchenko, A. (2017). The counter-rockets, artillery and mortar concept as perspective field of development of air defense of ground forces. Systems of Arms and Military Equipment, 4 (52), 17–27.
  • PdM Radars AN/TPQ-48. New Equipment Training. Introduction / Theory of Operations (2010).
  • Humeur, R. (2017). Radar detection of artillery rockets: Report. Vorsvarshogskolan, 38.
  • Richards, M. A., Scheer, J. A., Holm, W. A. (Eds.) (2010). Principles of Modern Radar: Basic principles. The Institution of Engineering and Technology, 924. doi: https://doi.org/10.1049/sbra021e
  • Li, J., Stoica, P. (2008). MIMO radar signal processing. John Wiley & Sons, Inc. doi: https://doi.org/10.1002/9780470391488
  • Chernyak, V. S. (2012). Mnogopozitsionnye radiolokatsionnye sistemy na osnove MIMO RLS. Uspehi sovremennoy radioelektroniki, 8, 29–45.
  • Ruban, I., Khudov, H., Lishchenko, V., Zvonko, A., Glukhov, S., Khizhnyak, I. et. al. (2020). The Calculating Effectiveness Increasing of Detecting Air Objects by Combining Surveillance Radars into The Coherent System. International Journal of Emerging Trends in Engineering Research, 8 (4), 1295–1301. doi: https://doi.org/10.30534/ijeter/2020/58842020
  • Pyunninen, S. A. (2012). Method of detection of coordinates and motion parameters for nonlinear motion object using bearings-only information. Nauchniy zhurnal KubGAU. 78 (04).
  • Lysiy, N. I., Gurman, I. V., Zvezhinskiy, S. S. (2013). Opredelenie mestopolozheniya obekta s ispol'zovaniem uluchshennoy trehtochechnoy passivnoy sistemy. Spetstehnika i svyaz', 2, 27–29.
  • Potapova, T. P., Toporkov, N. V., Shabatura, Y. M. (2010). Algoritm opredeleniya koordinat istochnikov radioizlucheniya s letatel'nogo apparata na osnove fazovo-vremennoy signal'noy informatsii ot dvuh priemnyh moduley. Vestnik Moskovskogo gosudarstvennogo tehnicheskogo universiteta im. N. E. Baumana. Seriya «Priborostroenie», 1, 52–61.
  • Il'yin, E. M., Klimov, A. E., Pashchin, N. S., Polubekhin, A. I., Cherevko, A. G., Shumskyi, V. N. (2015). Passive location systems. Perspectives and solutions. Vestnik SibGUTI, 2 (30), 7–20.
  • Kondrat'ev, V. S., Kotov, A. F., Markov, L. N. (1986). Mnogopozitsionnye radiotehnicheskie sistemy. Moscow: Radio i svyaz', 264.
  • Farina, A., Studer, F. A. (1986). Radar data processing. Volume 2 - Advanced topics and applications. Letchworth: Research studies press Ltd., 362.
  • Hill, D., Galloway, P. (2008). Multi-Static Primary Surveillance Radar – An examination of Alternative Frequency Bands, 183. Available at: https://www.eurocontrol.int/sites/default/files/2019-05/surveillance-report-multi-static-primary-surveillance-radar-an-examination-of-altervative-frequency-bands-200807.pdf
  • Kruglikov, S. V., Kruglikov, V. V. (2008). Sposob zaschity obektov ot udarov vysokotochnogo oruzhiya. Nauka i voyennaya bezopasnost', 1, 26–31.
  • Skosyrev, V. N., Usachev, V. A. (2009). Tekhnicheskiye puti povysheniya energeticheskogo potentsiala radiolokatorov. Vestnik MGTU im. N. E. Baumana. Ser. "Priborostroyeniye", 78–89.
  • Konosevich, B. I., Konosevich, Yu. B. (2015). Correctness of the modified point-mass model in the flight theory of the shell. Mekhanika tverdogo tela, 45, 11–25.
  • Konosevich, B., Konosevich, Y. (2017). Error estimate of the modified point-mass trajectory model of an artillery shell. Nonlinear Dynamics, 90 (1), 203–221. doi: https://doi.org/10.1007/s11071-017-3655-2
  • Konosevich, B. I., Konosevich, Y. B. (2019). Comparison of two modified point-mass trajectory models of an artillery shell. Vestnik of Saint Petersburg University. Mathematics. Mechanics. Astronomy, 6 (64 (3)), 463–481. doi: https://doi.org/10.21638/11701/spbu01.2019.311