Commenced in January 2007
Paper Count: 30184
Hydrogen Embrittlement in a Coupled Mass Diffusion with Stress near a Blunting Crack Tip for AISI 4135 Pressure Vessel
Abstract:In pressure vessels contain hydrogen, the role of hydrogen will be important because of hydrogen cracking problem. It is difficult to predict what is happened in metallurgical field spite of a lot of studies have been searched. The main role in controlling the mass diffusion as driving force is related to stress. In this study, finite element analysis is implemented to estimate material-s behavior associated with hydrogen embrittlement. For this purpose, one model of a pressure vessel is introduced that it has definite boundary and initial conditions. In fact, finite element is employed to solve the sequentially coupled mass diffusion with stress near a crack front in a pressure vessel. Modeling simulation intergrarnular fracture of AISI 4135 steel due to hydrogen is investigated. So, distribution of hydrogen and stress are obtained and they indicate that their maximum amounts occur near the crack front. This phenomenon is happened exactly the region between elastic and plastic field. Therefore, hydrogen is highly mobile and can diffuse through crystal lattice so that this zone is potential to trap high volume of hydrogen. Consequently, crack growth and fast fracture will be happened.
Digital Object Identifier (DOI): doi.org/10.5281/zenodo.1329747Procedia APA BibTeX Chicago EndNote Harvard JSON MLA RIS XML ISO 690 PDF Downloads 2693
 J. Ulrich Krupp: Fatigue Crack Propagation in Metals and Alloys (Microstructure Aspects and Modeling Concepts. WILEY-VCH Verlag GmbH & Co. KGaA, Germany, 2007)
 Nobuhiko Takeichi, Hiroshi Senoh, Tomoyuki Yokota, Hidekazu Tsuruta, Kenjiro Hamad Hiroyuki T. Takeshita, Hideaki Tanaka, Tetsu Kiyobayashi, Toshio Takano, Nobuhiro Kkuriyama,: Int. J. of Hydrogen Energy Vol. 28 (2003), p.1121.
 Douglas M. Symons: Eng. Fracture Mechanics, Vol. 68 (2001), p. 751
 G. Muller, M. Uhlemann, A. Ulbricht, J. Bohmert,: J. of nuclear material, Vol. 359 (2006), p. 114
 J. M. Smith and H. C. Van Ness: Introduction to Chemical Engineering Thermodynamics (McGRAW-HILL international edition, fourth edition, New York, 1996).
 J. M. Prausnitz, R. N. Lichtenthaler, E. G. de Azevedo: Molecular Thermodynamics of Fluid-Phase Equilibrium (3rd Edition, Prentice Hall International Series in the Physical and Che. Eng. Sci., New York, 1998).
 C. R. Aronachalam: Hydrogen Charging and Internal Hydrogen effects on Interfacial and Fracture Properties of Metal Matrix Composites (submitted by Michigan University, James places, Department of Material Science and Mechanics, 1994).
 M. R. Louthan, Jr.: J. of Failure Analysis and Prevention Vol. 8 (2008), p. 289.
 H. P. Van Leeuwen: The Eng. Fracture Mechanics Vol. 6 (1974), p.141.
 Y. Kim, Y. J. Chao, Marty J. Pechersky and Michael J. Morgan: Int. J. of Fracture Vol. 134 (2005), p. 339.
 J. OM. Bockris and P. K. Subramanyan: Acta Metallurgica, Vol. 19 (1971), p. 1205.
 H. P. Van Leeuwen: Eng. Fracture Mechanics, Vol. 9 (1997), p. 291.
 Bong-Sang Lee, Min-Chul Kim, Maan-Won Kim, Ji-Hyun Yoon, Jun- Hwa Hong: Int. J. of Pressure Vessel and Pipin Vol. 85 (2008), p. 593.
 George Karzov, Boris Margolin, Eugene Rivkin: Int. J. of Pressure Vessel and Piping Vol. 81 (2004), p. 651.
 A. Toshimitsu, Yokobori Jr., Yasrou Chida, Takenao Nemoto, Kogi Satoh, Tetsuya Yamada: Corr. Sci. Vol. 44 (2001), p. 407.
 Hirokazu Kotake, Royosuke Matsumoto, Shinya Taketomi, Noriyuke Miyazaki: Transient Int. J. of Pressure Vessel and Piping Vol. 85 (2008), p. 540.
 P. Sofronis, R. M. McMeeking: J. of Mechanics and Physics of Solids Vol. 37 (1989), p. 317.
 H. W. Liu, L. Fang: Theoretical and applied fracture mechanics Vol. 25 (1996), p. 31.
 Maoqiu Wang, Eiji Akiyama, Kaneaki Tsuzaki: Material Sci. and Eng., 398: 37-46.