Cumulative fatigue damage theories for metals: review and prospects

被引:2
作者
Liu X. [1 ]
Ma M. [1 ]
机构
[1] School of Mechanical and Automotive Engineering, Shanghai University of Engineering Science, Shanghai
关键词
Cumulative damage; Energy law; Fatigue life; Strength degradation; Variable-amplitude loading;
D O I
10.1108/IJSI-09-2022-0119
中图分类号
TB3 [工程材料学];
学科分类号
0805 ; 080502 ;
摘要
Purpose: Scholars mainly propose and establish theoretical models of cumulative fatigue damage for their research fields. This review aims to select the applicable model from many fatigue damage models according to the actual situation. However, relatively few models can be generally accepted and widely used. Design/methodology/approach: This review introduces the development of cumulative damage theory. Then, several typical models are selected from linear and nonlinear cumulative damage models to perform data analyses and obtain the fatigue life for the metal. Findings: Considering the energy law and strength degradation, the nonlinear fatigue cumulative damage model can better reflect the fatigue damage under constant and multi-stage variable amplitude loading. In the following research, the complex uncertainty of the model in the fatigue damage process can be considered, as well as the combination of advanced machine learning techniques to reduce the prediction error. Originality/value: This review compares the advantages and disadvantages of various mainstream cumulative damage research methods. It provides a reference for further research into the theories of cumulative fatigue damage. © 2023, Emerald Publishing Limited.
引用
收藏
页码:629 / 662
页数:33
相关论文
共 125 条
  • [71] Subramanyan S., A cumulative damage rule based on the knee point of the S-N Curve, Journal of Engineering Materials and Technology, 98, 76, pp. 316-321, (1976)
  • [72] Tateishi K., Hanji T., Minami K., A prediction model for extremely low cycle fatigue strength of structural steel, International Journal of Fatigue, 29, 5, pp. 887-896, (2007)
  • [73] Trufyakov V.I., Chuk V.S., Determination of life under two-frequency loading, Report No. 2. Proposed Method, Strength of Materials, 14, 10, pp. 1303-1308, (1982)
  • [74] Volkov I.A., Igumnov L.A., Kazakov D.A., Shishulin D.N., Tarasov I.S., State equations of unsteady creep under complex loading progress in applied mechanics, Journal of Applied Mechanics and Technical Physics, 59, 3, pp. 307-315, (2018)
  • [75] Wa G.R.E.L.L., Niggeler G.H., Groskreutz M.E., Pj L.A.Z., Evaluation of creep damage accumulation models: considerations of stepped testing and highly stressed volume, Fatigue Fract Engng Mater Struct, 30, pp. 689-697, (2007)
  • [76] Wang H., Qin S., Wang Y., Nonlinear cumulative damage model and application to bridge fatigue life evaluation, Advances in Structural Engineering, 21, 9, pp. 1402-1408, (2017)
  • [77] Wang M.L., Liu X.T., Wang X.L., Wang Y.S., Probabilistic modeling of unified S-N curves for mechanical parts, International Journal of Damage Mechanics, 27, 7, pp. 979-999, (2018)
  • [78] Wang H.J., Liu X.T., Zhang M.H., Wang Y.S., Wang X.L., Prediction of material fatigue parameters for low alloy forged steels considering error circle, International Journal of Fatigue, 121, pp. 135-145, (2019)
  • [79] Wang H.J., Liu X.T., Wang X.L., Wang Y.S., Numerical method for estimating fatigue crack initiation size using elastic-plastic fracture mechanics method, Applied Mathematical Modelling, 73, pp. 365-377, (2019)
  • [80] Wang H.J., Liu X.T., Chen T., Xu S., Prediction and evaluation of fatigue life via modified energy method considering plane processing, International Journal of Damage Mechanics, 31, 3, pp. 426-443, (2021)