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Stress Intensity Factor for Cracks in Thick Pressure Vessels using Weight Function Technique

Published on March 2012 by Moulick S. K., Sahu Y. K.
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2nd National Conference on Innovative Paradigms in Engineering and Technology (NCIPET 2013)
Foundation of Computer Science USA
NCIPET - Number 10
March 2012
Authors: Moulick S. K., Sahu Y. K.
579e0569-1654-40fd-bde5-39b69dbec4b1

Moulick S. K., Sahu Y. K. . Stress Intensity Factor for Cracks in Thick Pressure Vessels using Weight Function Technique. 2nd National Conference on Innovative Paradigms in Engineering and Technology (NCIPET 2013). NCIPET, 10 (March 2012), 6-12.

@article{
author = { Moulick S. K., Sahu Y. K. },
title = { Stress Intensity Factor for Cracks in Thick Pressure Vessels using Weight Function Technique },
journal = { 2nd National Conference on Innovative Paradigms in Engineering and Technology (NCIPET 2013) },
issue_date = { March 2012 },
volume = { NCIPET },
number = { 10 },
month = { March },
year = { 2012 },
issn = 0975-8887,
pages = { 6-12 },
numpages = 7,
url = { /proceedings/ncipet/number10/5262-1074/ },
publisher = {Foundation of Computer Science (FCS), NY, USA},
address = {New York, USA}
}
%0 Proceeding Article
%1 2nd National Conference on Innovative Paradigms in Engineering and Technology (NCIPET 2013)
%A Moulick S. K.
%A Sahu Y. K.
%T Stress Intensity Factor for Cracks in Thick Pressure Vessels using Weight Function Technique
%J 2nd National Conference on Innovative Paradigms in Engineering and Technology (NCIPET 2013)
%@ 0975-8887
%V NCIPET
%N 10
%P 6-12
%D 2012
%I International Journal of Computer Applications
Abstract

In the present study, a thick walled cylinder with a semi elliptical crack located at the inner surface is considered. Weight functions for the surface and the deepest point of an internal semi elliptical crack in a thick-wall cylinder were derived from a general weight function and two reference The weight functions were validated against finite element data given by Mettu and hybrid weight the paper are valid for cylinders with an inner radius to wall thickness ratio, Ri/t = 4. complex stress fields. All stress intensity factor expressions given in several linear and nonlinear.

References
  1. Raju IS, Newman Jr JC. Stress-intensity factors for internal and external surface cracks in cylindrical vessels. Trans ASME J Press. Vessels Technol 1982, Vol. 104; 293-298.
  2. Newman Jr. JC, Raju IS. Stress-intensity factors for internal surface craks in cylindrical pressure vessels. J. pressure vessels Technology, ASME 1980, Vol. 102; 342- 346.
  3. Glinka G. , Shen G. Determination of weight functions from reference stress intensity factors.Theoretical and applied fracture mechanics 15,1991; 237-245.
  4. Mettu S.R. , Raju IS, Forman R.G. Stress intensity factors for part through surface cracks In hollow cylenders. NASA Technical report 1992.
  5. Perl M., Levy C. , Pierola J. Three-dimensional interaction effects in an internally multy-cracked pressurized thick-walled cylinder for radial and longitudinal crack arrays, ASME 1996, vol. 118;357-368.
  6. Kiciak A.,Glinka G., Burns D., J. Calculation of stress intensity factors and crack opening displacements for cracks subjected to complex stress fields. ASME vol.125, 2003; 260-266.
  7. Brahim EL Khalil Hachi, Said Rechak, Yacine Belkacemi, Gerard Maurice. Modeling of elliptical cracks in an infinite body and in a pressurized cylinder by hybrid weight function approach, International journal of pressure vessels and piping 82, 2005; 917-924.
  8. G. Shen and G. Glinka, Weight functions for a surface semi-elliptical crack in a finite thickness plate, Theoretical and applied fracture mechanics 15, 1991; 237- 245.
  9. X. J. Zhen, G. Glinka and R. N. Dubey. Calculation of stress intensity factors for semielliptical cracks in a thin walled cylinder, International journal of press. Vessel and piping 62, 1995; 247-258.
  10. A.A. Moftakhar and G. Glinka, Calculation of stress intensity factor by efficient integration of weight function. Engineering fracture mechanics. 43, 1995: 149-156.
  11. Forman, R.G. Mettu, S.R. & Shivkumar, V. Fracture mechanics equation of pressure vessels and pipes in aerospace applications. In PVP, Vol. 241, fatigue fracture and Risk. ASME, Houston, 1992, pp 25-36.
  12. Mettu, S.R. Raju. I.S. & forman, R.G. Stress intensity factors for part-through surface cracks in hollow cylinders. NASA technical report, No. JSC 25685 LESC 30124, 1992 ; pp 67-75.
  13. Jian- Feng Wen, Shan-Tung Tu, Jian- Ming Gong, Wei Sun. Creep fracture mechanics parameters for internal axial surface cracks in pressurized cylinders and creep crack growth analysis. Internationla journal of pressure vessel and piping 88, 2011: 452- 464.
  14. B. Mechab, B. Serier, B. Bachir Bouidjira, K. Kaddouri, X. Feaugas . Linear and non- linear analysis for semi- elliptical surface cracks in pipies under bending. Internationla journal of pressure vessel and piping 88, 2011: 57-63.
  15. Ali O. Ayhan, Ugar Yucel. Stress intensity factor equations for mixed mode surface and corner cracks in finite thickness plates subjected to tension loads. Internationla journal of pressure vessel and piping 88, 2011: 181- 188.
  16. S. LAczk, J. Rys, A.P. Zielinski. Load capacity of a thick walled cylinder with a radial hole. Internationla journal of pressure vessel and piping 87, 2010: 433- 439.
  17. M. R. Ayatollahi, H. Khoramishad. Stress entensity factors for an axially oriented internal crack embedded in a buried pipe. Internationla journal of pressure vessel and piping 87, 2010: 165- 169.
Index Terms

Computer Science
Information Sciences

Keywords

Weight Function Stress Intensity factor Thick-walled cylinder stress intensity factors