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Year 2018, Volume: 4 Issue: 4 - Special Issue 8: International Technology Congress 2017, Pune, India, 2127 - 2136, 10.04.2018
https://doi.org/10.18186/journal-of-thermal-engineering.433738

Abstract

References

  • [1] Jaramaz, S., Micković, D., & Elek, P. (2011). Two-phase flows in gun barrel: Theoretical and experimental studies. International Journal of Multiphase Flow, 37(5), 475-487.
  • [2] Akcay, M., & YÜKSELEN, M. A. (2014). Unsteady thermal studies of gun barrels during the interior ballistic cycle with non-homogenous gun barrel material thermal characteristics. J. Therm. Sci. Technol., 34(2), 75-81.
  • [3] Sun, Y., & Zhang, X. (2015). Transient heat transfer of a hollow cylinder subjected to periodic boundary conditions. Journal of Pressure Vessel Technology, 137(5), 051303.
  • [4] Nelson, C. W., & Ward, J. R. (1981). Calculation of heat transfer to the gun barrel wall (No. ARBRL-MR-03094). Army Ballistic Research Lab Aberdeen Proving Ground Md.
  • [5] Conroy, P. J. (1991). Gun tube heating (No. BRL-TR-3300). Army Ballistic Research Lab Aberdeen Proving Ground Md.
  • [6] Mishra, A., Hameed, A., & Lawton, B. (2010). Transient thermal analyses of midwall cooling and external cooling methods for a gun barrel. Journal of Heat Transfer, 132(9), 091901.
  • [7] Cronemberger, P. O., Lima Junior, E. P., Gois, J. A. M., & Caldeira, A. B. (2014). Theoretical and experimental study of the interior ballistics of a rifle 7.62. Engenharia Térmica (Thermal Engineering), 13(2), 20-27.
  • [8] Hill, R. D., & Conner, J. M. (2012). Transient heat transfer model of machine gun barrels. Materials and Manufacturing Processes, 27(8), 840-845..
  • [9] Değirmenci, E., & Dirikolu, M. H. (2012). A thermochemical approach for the determination of convection heat transfer coefficients in a gun barrel. Applied Thermal Engineering, 37, 275-279.
  • [10] Şentürk, A., Işık, H., & Evci, C. (2016). Thermo-mechanically coupled thermal and stress analysis of interior ballistics problem. International Journal of Thermal Sciences, 104, 39-53.
  • [11] Değirmenci, E., Evci, C., Işık, H., Macar, M., Yılmaz, N., Dirikolu, M. H., & Çelik, V. (2016). Thermo-mechanical analysis of double base propellant combustion in a barrel. Applied Thermal Engineering, 102, 1287-1299.
  • [12] Farrar, C. I., & Leeming, D. W. (1983). Military Ballistics a Basic Manual, Battlefield Weapons Systems and Technology, vol. 10. Royal Military College of Science, Shrivenham, UK.
  • [13] AMCP 706-150 (1965). “Interior ballistics of guns”, Ballistics series of the U.S.Army Materiel Command Engineering Design Handbook.
  • [14] John Corner. (1950). Theory of the interior ballistics of guns. Wiley. [15] AMCP 706-247, “Design For Projection”, Engineering Design Handbook, Ammunition Series of the U.S.Army Materiel Command, 1973.
  • [16] Cengel, Y. A. (2003). Heat Transfer: A Practical Approach McGrawHill. New York, 492.
  • [17] AEP-97 “Multi calibre manual of proof and inspection (M-C MOPI) for 5.56 mm, 7.62 mm, 9 mm and 12.7 mm ammunition”, NATO Standard, NATO Army Armaments Group (NAAG), NATO Standardization Agency (NSA).

ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM

Year 2018, Volume: 4 Issue: 4 - Special Issue 8: International Technology Congress 2017, Pune, India, 2127 - 2136, 10.04.2018
https://doi.org/10.18186/journal-of-thermal-engineering.433738

Abstract

This study investigates the effect of conditioning
temperature of double base propellants on the interior ballistic parameters
such as burning gas temperature, barrel wall temperature, pressure and stresses
generated in the barrel. Interior ballistic problem was solved employing
experimental, numerical and analytical methods with a thermo-mechanical
approach. Double base propellants were conditioned at different temperatures
(52, 35, 21, 0, -20, -35, -54ºC). The maximum pressure in the barrel and
projectile muzzle velocity were measured for all the propellants by conducting
shooting tests with a special test barrel using 7.62x51 mm NATO ammunition.
Vallier-Heydenreich method was employed to determine the transient pressure
distribution along the barrel. The temperature of burnt gases was calculated by
using Noble-Abel equation. The heat transfer analysis was done using the
commercial software ANSYS to get the transient temperature and stress
distributions. Temperature distribution through the barrel wall thickness was
validated using a FLIR thermal imager. Radial, circumferential and axial
stresses and corresponding equivalent Von Misses stresses were determined
numerically and analytically.  The results of the analytical solution for
stress analysis validated the finite element solution of interior ballistic
problem. Increasing the initial temperature of the propellant resulted in
higher temperature and pressure inside the barrel which in turn increased the
stresses in the barrel.

References

  • [1] Jaramaz, S., Micković, D., & Elek, P. (2011). Two-phase flows in gun barrel: Theoretical and experimental studies. International Journal of Multiphase Flow, 37(5), 475-487.
  • [2] Akcay, M., & YÜKSELEN, M. A. (2014). Unsteady thermal studies of gun barrels during the interior ballistic cycle with non-homogenous gun barrel material thermal characteristics. J. Therm. Sci. Technol., 34(2), 75-81.
  • [3] Sun, Y., & Zhang, X. (2015). Transient heat transfer of a hollow cylinder subjected to periodic boundary conditions. Journal of Pressure Vessel Technology, 137(5), 051303.
  • [4] Nelson, C. W., & Ward, J. R. (1981). Calculation of heat transfer to the gun barrel wall (No. ARBRL-MR-03094). Army Ballistic Research Lab Aberdeen Proving Ground Md.
  • [5] Conroy, P. J. (1991). Gun tube heating (No. BRL-TR-3300). Army Ballistic Research Lab Aberdeen Proving Ground Md.
  • [6] Mishra, A., Hameed, A., & Lawton, B. (2010). Transient thermal analyses of midwall cooling and external cooling methods for a gun barrel. Journal of Heat Transfer, 132(9), 091901.
  • [7] Cronemberger, P. O., Lima Junior, E. P., Gois, J. A. M., & Caldeira, A. B. (2014). Theoretical and experimental study of the interior ballistics of a rifle 7.62. Engenharia Térmica (Thermal Engineering), 13(2), 20-27.
  • [8] Hill, R. D., & Conner, J. M. (2012). Transient heat transfer model of machine gun barrels. Materials and Manufacturing Processes, 27(8), 840-845..
  • [9] Değirmenci, E., & Dirikolu, M. H. (2012). A thermochemical approach for the determination of convection heat transfer coefficients in a gun barrel. Applied Thermal Engineering, 37, 275-279.
  • [10] Şentürk, A., Işık, H., & Evci, C. (2016). Thermo-mechanically coupled thermal and stress analysis of interior ballistics problem. International Journal of Thermal Sciences, 104, 39-53.
  • [11] Değirmenci, E., Evci, C., Işık, H., Macar, M., Yılmaz, N., Dirikolu, M. H., & Çelik, V. (2016). Thermo-mechanical analysis of double base propellant combustion in a barrel. Applied Thermal Engineering, 102, 1287-1299.
  • [12] Farrar, C. I., & Leeming, D. W. (1983). Military Ballistics a Basic Manual, Battlefield Weapons Systems and Technology, vol. 10. Royal Military College of Science, Shrivenham, UK.
  • [13] AMCP 706-150 (1965). “Interior ballistics of guns”, Ballistics series of the U.S.Army Materiel Command Engineering Design Handbook.
  • [14] John Corner. (1950). Theory of the interior ballistics of guns. Wiley. [15] AMCP 706-247, “Design For Projection”, Engineering Design Handbook, Ammunition Series of the U.S.Army Materiel Command, 1973.
  • [16] Cengel, Y. A. (2003). Heat Transfer: A Practical Approach McGrawHill. New York, 492.
  • [17] AEP-97 “Multi calibre manual of proof and inspection (M-C MOPI) for 5.56 mm, 7.62 mm, 9 mm and 12.7 mm ammunition”, NATO Standard, NATO Army Armaments Group (NAAG), NATO Standardization Agency (NSA).
There are 16 citations in total.

Details

Primary Language English
Journal Section Articles
Authors

Celal Evci This is me

Publication Date April 10, 2018
Submission Date May 24, 2017
Published in Issue Year 2018 Volume: 4 Issue: 4 - Special Issue 8: International Technology Congress 2017, Pune, India

Cite

APA Evci, C. (2018). ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM. Journal of Thermal Engineering, 4(4), 2127-2136. https://doi.org/10.18186/journal-of-thermal-engineering.433738
AMA Evci C. ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM. Journal of Thermal Engineering. April 2018;4(4):2127-2136. doi:10.18186/journal-of-thermal-engineering.433738
Chicago Evci, Celal. “ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM”. Journal of Thermal Engineering 4, no. 4 (April 2018): 2127-36. https://doi.org/10.18186/journal-of-thermal-engineering.433738.
EndNote Evci C (April 1, 2018) ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM. Journal of Thermal Engineering 4 4 2127–2136.
IEEE C. Evci, “ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM”, Journal of Thermal Engineering, vol. 4, no. 4, pp. 2127–2136, 2018, doi: 10.18186/journal-of-thermal-engineering.433738.
ISNAD Evci, Celal. “ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM”. Journal of Thermal Engineering 4/4 (April 2018), 2127-2136. https://doi.org/10.18186/journal-of-thermal-engineering.433738.
JAMA Evci C. ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM. Journal of Thermal Engineering. 2018;4:2127–2136.
MLA Evci, Celal. “ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM”. Journal of Thermal Engineering, vol. 4, no. 4, 2018, pp. 2127-36, doi:10.18186/journal-of-thermal-engineering.433738.
Vancouver Evci C. ANALYSIS OF THE EFFECT OF PROPELLANT TEMPERATURE ON INTERIOR BALLISTICS PROBLEM. Journal of Thermal Engineering. 2018;4(4):2127-36.

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