ANALYSIS OF THE INFLUENCE OF THE LOADING COEFFICIENT AND GEOMETRIC CHARACTERISTICS OF FRAGMENT ELEMENTS ON THE PENETRATION CAPABILITY OF RADIAL-AXIAL HIGH-EXPLOSIVE FRAGMENTATION PROJECTILES

Authors

  • Mykola Petrushenko
  • Andrii Savin
  • Oleh Derkach

DOI:

https://doi.org/10.33405/2078-7480/2025/2/93/339390

Keywords:

radial-axial high-explosive fragmentation projectile, loading coefficient, fragment shape parameter, ballistic efficiency, initial fragment velocity, lethal fragment velocity, minimum explosive charge, obstacle penetration depth

Abstract

The article examines how the relative explosive charge (loading coefficient) and the fragment shape parameter affect the ballistic effectiveness of radial-axial high-explosive fragmentation shells, with a particular focus on their penetration capability.

The authors analyze existing models aimed at predicting fragment velocities and identify their limitations. They propose new analytical expressions for calculating initial and terminal velocities of fragments. These formulas are based on the uniform distribution of energy according to fragment masses, which offers a more physically justified approach.

The paper determines the critical value of the loading coefficient necessary to ensure the penetration of a standard steel obstacle (3 mm). It presents consideration of the dependence of the depth of a fragment immersion on the value of the loading coefficient, along with the influence of the shape parameter of the fragments. The research reveals a nonlinear nature of this relation and a significant decrease in the penetration capability for elongated fragments.

These results are key to optimizing the design of fragmentation-forming components of projectiles. The shell improvements can increase their lethality against manpower protected by modern means of armor protection.

References

Army Combat Systems Test Activity Aberdeen Proving Ground MD (1993). Static testing of high explosive munitions for obtaining fragment spatial distribution [in English].

Cannons D. L. (1998). Rocket or both. Army USA, pp. 10–14 [in English].

Catovic A., & Kljuno E. (2021). A novel method for determination of lethal radius for high-explosive artillery projectiles. Defence Technology, vol. 17, no. 4, pp. 1217–1233. DOI: https://doi.org/10.1016/j.dt.2020.06.015 [in English].

Department of Defense (DoD). Unified Facilities Criteria (UFC). Structures to Resist the Effects of Accidental Explosions: UFC 3-340-02. 2013. Retrieved from: https://surl.li/iefepz (accessed 20 April 2025) [in English].

Tkachuk P., Chumakevych V., Droban O., Fedor B. (2011). Boieprypasy [Ammunition]. Lviv : ASV [in Ukrainian].

Zhuravlov A., & Orlov S. (2012). Obgruntuvannia znachennia ploshchi dosvidnoho urazhennia tsili zasobamy urazhennia, osnashchenymy oskolochno-fuhasnymy boieprypasamy [Justification of the value of the area of experimental target destruction by means of destruction equipped with high-explosive fragmentation munitions]. Nauka i tekhnika Povitrianykh Syl Zbroinykh Syl Ukrainy, no. 3 (9), pp. 176–178 [in Ukrainian].

Mentus I. (2008). Efektyvnist inzhenernykh boieprypasiv [Effectiveness of engineering ammunition]. Kamianets-Podilskyi : FVP PDATU [in Ukrainian].

Polenytsia P., Naumenko I., Litsman A., Nesterov D. (2024). Metodyka otsiniuvannia efektyvnosti dii oskolkovo-fuhasnoho snariada po nazemnykh tsiliakh [Methodology for evaluating the effectiveness of a high-explosive fragmentation projectile against ground targets]. Kyiv : TsUL [in Ukrainian].

Suk D. O., Sydorenko Yu. M., & Yakovenko V. V. (2018). Zahalnyi kut rozlotu ta shvydkist rukhu oskolkovoi masy osovoho oskolkovoho polia 30 mm vybukhovoho prystroiu [The general angle of dispersion and the velocity of the fragment mass of the axial fragmentation field of a 30 mm explosive device]. Proceedings of the International scientific and technical conference "Prohresyvna tekhnika, tekhnolohiia ta inzhenerna osvita" (Ukraine, Kyiv, June 19–22, 2018). Kyiv, pp. 108–110 [in Ukrainian].

Published

2025-09-17

Issue

Section

Articles