PSI - Issue 37
Cheng Qian et al. / Procedia Structural Integrity 37 (2022) 926–933 Cheng Qian et al./ Structural Integrity Procedia 00 (2019) 000 – 000
933
8
References
ASTM E1820-18a: Standard Test Method for Measurement of Fracture Toughness, ASTM International, West Conshohocken, PA. Brocks, W., Schmitt, W., 1995. The Second Parameter in J-R curves: Constraint or Triaxiality? Constraint Effects in Fracture Theory and Applications, Second Volume, ASTM International. Chao, Y. J., Zhang, L., 1997. Tables of Plane Strain Crack Tip Fields: HRR and Higher Order Terms. Department of Mechanical Engineering, University of South Carolina, Columbia, SC, Report No. ME-Report 97-1. Chao, Y. J., and Zhu, X. K., 2000. Constraint-Modified J − R Curves and Its Application to Ductile Crack Growth. International Journal of Fracture 106.2: 135-160. Chao, Y. J., Zhu, X. K., Kim, Y., Lar, P. S., Pechersky, M. J., Morgan, M. J., 2004. Characterization of Crack-Tip Field and Constraint for Bending Specimens under Large-Scale Yielding. International Journal of Fracture 127.3: 283-302. Dodds, Robert H., Anderson, T. L., Kirk, M. T., 1991. A Framework to Correlate a/W Ratio Effects on Elastic-Plastic Fracture Toughness (Jc). International Journal of Fracture 48.1: 1-22. Guo, W., 1993. Elasto-Plastic Three-Dimensional Crack Border Field—I. Singular Structure of the Field. Engineering Fracture Mechanics 46.1: 93-104. Guo, W., 1993. Elasto-Plastic Three-Dimensional Crack Border Field—II. Asymptotic Solution for the Field. Engineering Fracture Mechanics 46.1: 105-113. Guo, W., 1995. Elasto-Plastic Three-Dimensional Crack Border Field—III. Fracture Parameters. Engineering Fracture Mechanics 51.1: 51-71. Hancock, J. W., Reuter, W. G., Parks, D. M., 1993. Constraint and Toughness Parameterised by T. Constraint Effects in Fracture, ASTM STP 1171, ed. E. M. Hackett, K.-H. Schwalbe and R. H. Dodds. American Society for Testing and Materials, Philadelphia, pp. 21-40. He, G., Bao, C. and Cai, L., 2019. Study on Uniform Parameters Characterizing the Crack-Tip Constraint Effect of Fracture Toughness. Engineering Fracture Mechanics 222: 106706. Huang, Y., Zhou, W., Wang, E., 2014. Constraint ‐ Corrected J–R curve Based on Three ‐ Dimensional Finite Element Analyses. Fatigue & Fracture of Engineering Materials & Structures 37.10: 1101-1115. O'Dowd, N. P., Shih, C. F., 1991. Family of Crack-Tip Fields Characterized by a Triaxiality Parameter—I. Structure of Fields. Journal of the Mechanics and Physics of Solids 39.8: 989-1015. O'Dowd, N. P., Shih, C. F., 1992. Family of Crack-Tip Fields Characterized by a Triaxiality Parameter—II. Fracture Applications. Journal of the Mechanics and Physics of Solids 40.5: 939-963. O'Dowd, N. P., Shih, C. F., 1994. Two-Parameter Fracture Mechanics: Theory and Applications. Fracture Mechanics: Twenty-Fourth Volume, ASTM International. Park, D. Y., Gravel, J. P., Arafin, M., Liang, J., Simha, C. H. M., 2015. Evaluation of Two Low-Constraint Toughness Test Methods in a Single Specimen. Journal of Engineering Materials and Technology 137.1: 011003. Park, D. Y., Gravel, J. P., 2015. Fracture Toughness Measurements Using Two Single-Edge Notched Bend Test Methods in a Single Specimen. Engineering Fracture Mechanics 144: 78-88. Shen, G., Gianetto, J. A., Tyson, W. R., 2008. Development of Procedure for Low-Constraint Toughness Testing Using a Single-Specimen Technique. Shen, G, Gianetto, J. A., Tyson, W. R., 2009. Measurement of J-R Curves Using Single-Specimen Technique on Clamped SE(T) Specimens. The Nineteenth International Offshore and Polar Engineering Conference. Shen, G., Tyson, W. R., 2009. Crack Size Evaluation Using Unloading Compliance in Single-Specimen Single-Edge-Notched Tension Fracture Toughness Testing. Journal of Testing and Evaluation 37.4: 347-357. Shen, G., Tyson, W. R., 2009. Evaluation of CTOD from J-Integral for SE(T) Specimens. Pipeline Technology Conference. Simha, C. H. M., 2020. ANote on a Plastic Work-Based Parameter for Correlating Constraint and Toughness. Engineering Fracture Mechanics 240: 107356. Tang, H., Macia, M., Minnaar, K., Gioielli, P., Kibey, S., Fairchild, D., 2010. Development of the SENT Test for Strain-Based Design of Welded Pipelines. International Pipeline Conference. Vol. 44236: 303-312. Tonge, S. M., Simpson, C. A., Reinhard, C., Connolley, T., Sherry, A. H., Marrow, T. J., 2020. Unifying the Effects of In and Out-of-Plane Constraint on the Fracture of Ductile Materials. Journal of the Mechanics and Physics of Solids 141: 103956. Yang, S., Chao, Y. J., Sutton, M. A., 1993. Complete Theoretical Analysis for Higher Order Asymptotic Terms and the HRR Zone at a Crack Tip for Mode I and Mode II Loading of a Hardening Material. Acta Mechanica 98.1: 79-98. Yang, S., Chao, Y. J., Sutton, M. A., 1993. Higher Order Asymptotic Crack Tip Fields in a Power-Law Hardening Material. Engineering Fracture Mechanics 45.1: 1-20. Yang, J., Wang, G. Z., Xuan, F. Z., Tu, S. T., 2014. Unified Correlation of In ‐ Plane and Out ‐ of ‐ Plane Constraints with Fracture Toughness. Fatigue & Fracture of Engineering Materials & Structures 37.2: 132-145. Zhu, X. K., Jang, S. K., 2001. J–R Curves Corrected by Load-Independent Constraint Parameter in Ductile Crack Growth. Engineering Fracture Mechanics 68.3: 285-301. Zhu, X. K., Leis, B. N., 2006. Application of Constraint Corrected J-R Curves to Fracture Analysis of Pipelines. Journal of Pressure Vessel Technology 128.4: 581-589. Zhu, X. K., Leis, B. N., 2007. Bending Modified J-Q Theory and Its Application to Fracture Constraint Analysis. ASME Pressure Vessels and Piping Conference. Vol. 42843: 41-50.
Made with FlippingBook Ebook Creator