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Residual stress analysis of swage autofrettaged gun barrel via finite element method

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Abstract

Residual stress analysis of swage autofrettaged gun barrel is performed in this study via finite element (FE) method. The swage autofrettage technique is one of the modernized pre-stressing methods to enhance the load bearing capacity and fatigue life of all gun barrels. An oversized moving mandrel is forced inside the gun barrel, which deforms the material through physical interference. The process is analyzed by evaluating residual stresses using a commercially available software package. The deformation effects caused by the mandrel and the geometrical variation of the mandrel on the gun barrel are analyzed in this study. This field has been insufficiently researched, but the effect of pre-stressing on the barrel, and at the start and mid-length for the swaging process, is not well examined. Thus, further analysis is required. The variations and effectiveness of the designed pressure band model are shown to define the problem easily. Results are evaluated at mid-length using a fixed fringe width percentage (A defined percentage of gun barrel axial length). The desired effects are well validated through numerical investigation using FE analysis. This study reveals that the geometry should be designed very thoroughly to determine the after effects. If too many variations occur, then the initial force requirement is extremely high; otherwise, the desired swaging effect cannot be achieved.

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References

  1. G. P. O’Hara, Analysis of the swage autofrettage process, Bene´T Laboratories, Watervliet Arsenal, NY, US Army Ardec Technical Report No. Arccb-Tr-92016 (1992).

    Google Scholar 

  2. M. Perl and R. Arone, An Axi symmetric stress release method for measuring the autofrettage level in thick-walled cylinders-Part 1: Basic concept and numerical simulation, Transactions of ASME, Journal of Pressure Vessel Tech., 116 1994 384–388.

    Article  Google Scholar 

  3. M. Perl and Y. Greenberg, Three-dimensional analysis of thermal shock effect on inner semi-elliptical surface cracks in a cylindrical pressure vessel, Int. J. of Fracture, 99 1989 161–170.

    Google Scholar 

  4. E.-Y. Lee, Y.-S. Lee, Q.-M. Yang, J.-H. Kim, K.-U. Cha and S.-K. Hong, Autofrettage process analysis of a compound cylinder based on the elastic-perfectly plastic and strain hardening stress-strain curve, J. of Mech. Science and Tech., 23 2009 3153–3160.

    Article  Google Scholar 

  5. A. P. Parker, E. Troiano, J. H. Underwood and C. Mossey, Characterization of steels using a revised kinematic hardening model incorporating Bauschinger effect, J. of Pressure Vessel Tech., 125 2003 277–281.

    Article  Google Scholar 

  6. E. Toriano, A. P. Parker, J. Underwood and C. Mossey, Experimental data, numerical fit, and fatigue Life calculations relating to the bauschinger effect in high-strength armament steels, Technical report ARCCB-TR-03006.

  7. S.-K. Koh, Elastic plastic stress analysis and fatigue lifetime prediction of cross-bores in autofrettaged pressure vessels, KSME Journal, 14 2000 935–946.

    Google Scholar 

  8. Y. Gexia and L. Hongzhao, An analytical solution of residual stresses for shrink-fit two-layer cylinders after autofrettage based on actual material behavior, Transactions of ASME, J. of Pressure Vessel Tech., 134 (2012) 061209-1-8.

  9. M. J. I. Iremonger and G. S. Kalsi, A numerical study of swage autofrettage, Transactions of ASME, J. Pressure Vessel Technol., 125 3 2003 347–351.

    Article  Google Scholar 

  10. Q.-M. Yang, Y.-S. Lee, E.-Y. Lee, J.-H. Kim, K.-U. Cha and S.-K. Hong, A residual stress analysis program using a Matlab GUI on an autofrettaged compound cylinder, J. of Mechanical Science and Technology, 23 2009 2913–2920.

    Article  Google Scholar 

  11. M. C. Gibson, A. Hameed and J. G. Hetherington, Investigation of driving force variation during swage autofrettage, using finite element analysis, Transactions of ASME, J. of Pressure Vessel Tech., 134 (2012) 051203-1-7.

  12. Ansys theory manual, Section 4.2. Rate-Independent Plasticity, ANSYS Release 11.0 Documentation, Ansys Inc.

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Recommended by Associate Editor Youngseog Lee

Mithilesh Kumar Dewangan received his master’s degree in Mechanical Engineering (Weapons) from the Defense Institute of Advanced Technology (DIAT), Pune, India. He completed his bachelor’s degree in Mechanical Engineering from Bhilai, India. With experience in various armament and mechanical systems, specializing in finite element analysis (FEA), he is currently a senior research fellow at DIAT Pune.

S. K. Panigrahi is a professor and head of the Department of Mechanical Engineering at DIAT. He was an international visiting academic with the University of New South Wales at the Australian Defense Force Academy, after completing his Ph.D. from the Indian Institute of Technology, Kharagpur. His main research areas are the analysis and design of composite structures, characterization of fiber-reinforced polymer (FRP) composite materials, FEA of FRP composite materials and composite structures, fracture mechanics, and stress analysis/solid mechanics/machine design. He has published over 90 research articles in peer-reviewed scholarly journals and international conferences, including books, monographs, conference proceedings, and lecture materials.

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Dewangan, M.K., Panigrahi, S.K. Residual stress analysis of swage autofrettaged gun barrel via finite element method. J Mech Sci Technol 29, 2933–2938 (2015). https://doi.org/10.1007/s12206-015-0624-x

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  • DOI: https://doi.org/10.1007/s12206-015-0624-x

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