Creep strain modeling for alloy 690 SG tube material based on modified theta projection method |
Moon, Seongin
(Korea Atomic Energy Research Institute)
Kim, Jong-Min (Korea Atomic Energy Research Institute) Kwon, Joon-Yeop (Korea Atomic Energy Research Institute) Lee, Bong-Sang (Korea Atomic Energy Research Institute) Choi, Kwon-Jae (Korea Atomic Energy Research Institute) Kim, Min-Chul (Korea Atomic Energy Research Institute) |
1 | M. Calvin Stewart, P. Ali Gordon, Strain and Damage-Based Analytical Methods To Determine The Kachanov-Rabotnov Tertiary Creep-Damage Constants, Int. J. Dam. Mech. 21 (8) (2012) 1186-1201. DOI |
2 | S. Majumdar, W.J. Shack, D.R. Diercks, K. Mruk, J. Franklin, L. Knoblich, Failure behavior of internally pressurized flawed and unflawed steam generator tubing at high temperatures-experiments and comparison with model predictions, NUREG/CR-6575 (1998). |
3 | S. Majumdar, Prediction of structural integrity of steam generator tubes under severe accident conditions, Nucl. Eng. Des. 194 (1999) 31-55. DOI |
4 | M.S. Haque, C.M. Stewart, Comparative analysis of the sin-hyperbolic and Kachanov-Rabotnov creep-damage models, Int. J. Pres. Ves. Pip. 171 (2019) 1-9. DOI |
5 | C. Fu, Y. Chen, X. Yuan, S. Tin, S. Antonov, K. Yagi, Q. Feng, A modified θ projection model for constant load creep curves-I. Introduction of the model, J. Mater. Sci. Technol. 35 (2019) 223-230. DOI |
6 | D.L. May, A.P. Gordon, The application of the Norton-Bailey law for creep prediction through power law regression, Proc. ASME Turbo Expo 2013 (2013). GT2013-96008. |
7 | B. Derby, M.F. Ashby, Power-laws and A-n correlation in creep, Scripta Metall. 18 (1984) 1079-1084. DOI |
8 | B.S. Lee, J.M. Kim, J.Y. Kwon, K.J. Choi, M.C. Kim, A practical power law creep modeling of alloy 690 SG tube materials, Nucl. Eng. Technol. 53 (9) (2021) 2953-2959. DOI |
9 | R.W. Evans, I. Beden, B. Wilshire, On Creep and Fracture of Engineering Materials and Structures, Pineridge Press, Swansea, 1984, p. 1277. |
10 | C. Fu, Y. Chen, X. Yuan, S. Tin, S. Antonov, K. Yagi, Q. Feng, A modified θ projection model for constant load creep curves-II. Application of creep life prediction, J. Mater. Sci. Technol. 35 (2019) 687-694. DOI |
11 | Dassault, ABAQUS Version 6.14. User's Manual, Dassault Systems Simulia, 2018. |
12 | J.M. Montes, F.G. Cuevas, J. Cintas, New creep law, Mater. Sci. Technol. 28 (2012) 377-379. DOI |
13 | K.J. Karwoski, G.L. Maker, M.G. Yoder, U.S. Operating Experience with Thermally Treated Alloy 690 Steam Generator Tubes, U.S., NRC, 2007. NUREG-1841. |
14 | S. Sancaktar, M. Salay, R. Lyengar, A. Azarm, S. Majumdar, Consequential SGTR analysis for Westinghouse and combustion engineering plants with thermally treated alloy, Steam Generat. Tubes 600 and 690 (2016). NUREG-2195. |
15 | Idaho National Engineering Laboratory, Risk Assessment of Severe Accident-Induced Steam Generator Tube Rupture, 1998. NUREG-1570. |
16 | P. Yu, W. Ma, A modified theta projection model for creep behavior of RPV steel 16MND5, J. Mater. Sci. Technol. 47 (2020) 231-242. DOI |
17 | V.S. Srinivasan, B.K. Hhoudhary, M.D. Mathew, T. Jayakumar, Creep behaviour of 9Cr-1Mo ferritic steel using theta-projection approach and evolution of a damage criterion, Trans. SMiRT 21 (2011). Div-I, Paper, ID# 779. |
18 | P.E. MacDonald, V.N. Shah, L.W. Ward, P.G. Elliso, Steam Generator Tube Failures, U.S. NRC, 1996. NUREG/CR-6365. |
19 | ECCC, Recommendations and guidance for the assessment of creep strain and creep strength data, ECCC Recommend. 5 (2003) 38. |
20 | R.W. Evans, Statistical scatter and variability of creep property estimates in θ projection method, Mater. Sci. Technol. 5 (1989) 699-707. DOI |
21 | W. Harrison, Z. Abdallah, M. Whittaker, A model for creep and creep damage in the γ-titanium aluminide Ti-45Al-2Mn-2Nb, Materials 7 (2014) 2194-2209. DOI |
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