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Acta Metall Sin  2019, Vol. 55 Issue (10): 1243-1250    DOI: 10.11900/0412.1961.2018.00497
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Effect of Pre-Cyclic Stress on Fatigue Crack Propagation Behavior of Key Structural Al Alloy Materials Used in High Speed Trains
ZHANG Xiaochen,MENG Weiying(),ZOU Defang,ZHOU Peng,SHI Huaitao
School of Mechanical Engineering, Shenyang Jianzhu University, Shenyang 110168, China
Cite this article: 

ZHANG Xiaochen, MENG Weiying, ZOU Defang, ZHOU Peng, SHI Huaitao. Effect of Pre-Cyclic Stress on Fatigue Crack Propagation Behavior of Key Structural Al Alloy Materials Used in High Speed Trains. Acta Metall Sin, 2019, 55(10): 1243-1250.

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Abstract  

The complex cyclic loading is a "potential killer" affecting the service security of high speed trains. It is necessary to investigate the influence of cyclic loading on vehicle structures and explore potential methods to improve the service strength and life of structural materials. In this work, the mechanical property tests for key structural materials (Al alloy) that experienced years of service were described, the fatigue crack propagation (FCP) behavior at different stages were analyzed, and the changing pattern of mechanical behavior of material was demonstrated over time. Since the specimens showed turning characters on FCP behavior, the mechanical property tests for materials that subjected to different levels of pre-cyclic stress (PCS) were further carried out to analyses the "coaxing" effects of PCS and establish a more reasonable life prediction model for materials. It is found that a turning phenomenon or "turning" point is clearly shown in the early stage of the fitted curves for the specimens with service experience, which is mainly due to the delayed extension behavior in the region near the threshold; the curves of crack propagation rates and stress intensity factor (da/dNK) of specimens subjected to PCS show a similar turning phenomenon at the initial stage of steady-state crack growth to that of specimens with service experience; the "coaxing" effect of PCS on material is different for different PCS levels, and there is an optimal PCS for the "coaxing" effect; the model proposed in this study has higher accuracy in FCP life prediction for the da/dNK curves with "turning" character.

Key words:  high speed train      fatigue crack propagation behavior      pre-cyclic stress      "coaxing" effect      fatigue life prediction     
Received:  01 November 2018     
ZTFLH:  V252  
Fund: National Natural Science Foundation of China(51705341);National Natural Science Foundation of China(51675353);Natural Science Foundation of Liaoning Province(20180540137);Natural Science Foundation of Liaoning Province(2019-BS-198)

URL: 

https://www.ams.org.cn/EN/10.11900/0412.1961.2018.00497     OR     https://www.ams.org.cn/EN/Y2019/V55/I10/1243

Fig.1  Photo of the chassis of high speed train (a) and finite element method (FEM) stress analysis and schematic diagram of sampling method (b) (1—sheet material, 2—anti-snake movement damper seat, 3—section bar, 4—draw beam)
Fig.2  Dimensional drawing of standard three-point bend specimen (unit: mm)
Fig.3  Fitted curves of crack propagation rates vs stress intensity factor range (da/dNK) in the steady growth zone
Fig.4  da/dNK curves considering the range near fatigue crack propagation (FCP) threshold
Fig.5  da/dNK curves in the steady growth zone subjected to pre-cyclic stress (PCS)
Fig.6  The increase of da/dN with different PCSs at different ΔK
Fig.7  Experimental data and the Paris fitted curves (a) and drawing of partial enlargement (b)
Fig.8  Fitted curves of the experimental data-piecewise curve fitting

PCS

MPa

ΔK at the turning point

MPa·m1/2

Whole fittingPiecewise fitting (curve 1)Piecewise fitting (curve 2)
lgCmlgCmlgCm
0--7.391863.44199-7.391863.44199-7.391863.44199
3010.41-7.751523.59695-9.411635.33065-7.520363.41039
6011.55-8.162783.89175-9.958255.72909-7.796213.60007
9010.81-7.589243.49789-9.775015.77199-7.307433.27054
12010.22-7.419453.38241-8.927495.00362-7.121193.14091
Table 1  Material constants based on Paris' law
Fig.9  PCS life prediction based on whole curve fitting and piecewise curve fitting
[1] Jin X S, Guo J, Xiao X B ,et al. Key scientific problems in the study on running safety of high speed trains [J]. Eng. Mech., 2009,26(Suppl.II):8
[1] (金学松, 郭 俊, 肖新标等. 高速列车安全运行研究的关键科学问题 [J]. 工程力学, 2009, 26(增刊 II):8)
[2] Hasunuma S, Ogawa T, Kikuchi M. Fracture mechanics approach to small fatigue crack growth and coalescence under low cycle fatigue [J]. J.Soc. Mater.Sci. Jpn., 2011, 60: 1060
[3] Ghidini T, Donne C D. Fatigue life predictions using fracture mechanics methods [J]. Eng. Fract. Mech., 2009, 76: 134
[4] Zhao L H, Zheng S L, Feng J Z. Fatigue life prediction based on simplified low-amplitude-load strengthening model [J].J. Mech. Eng., 2013, 49(8): 115
[4] (赵礼辉, 郑松林, 冯金芝. 基于低载强化特性的疲劳寿命估计方法 [J]. 机械工程学报, 2013, 49(8): 115)
[5] Schijve J. Fatigue damage in aircraft structures, not wanted, but tolerated? [J]. Int. J. Fatigue, 2009, 31: 998
[6] Beretta S, Ghidini A, Lombardo F. Fracture mechanics and scale effects in the fatigue of railway axles [J]. Eng. Fract. Mech., 2005, 72: 195
[7] Regazzi D, Beretta S, Carboni M. An investigation about the influence of deep rolling on fatigue crack growth in railway axles made of a medium strength steel [J]. Eng. Fract. Mech., 2014, 131: 587
[8] Liu Y M, Stratman B, Mahadevan S. Fatigue crack initiation life prediction of railroad wheels [J]. Int. J. Fatigue, 2006, 28: 747
[9] Zhao Y X, Yang B, Feng M F ,et al. Probabilistic fatigue S-N curves including the super-long life regime of a railway axle steel [J]. Int. J. Fatigue, 2009, 31: 1550
[10] Zhao Y X, Yang B, Sun Y F,et al. Probability-based cyclic constitution models for LZ50 axle steel [J]. Chin.J.Mech.Eng., 2004, 40(9): 48
[10] (赵永翔, 杨 冰, 孙亚芳等. LZ50车轴钢的概率循环本构模型 [J]. 机械工程学报, 2004, 40(9): 48)
[11] Zhou S X, Xie J L, Yang G X ,et al. Damage tolerance analysis on hollow axles of high speed motor trains [J]. Chin. J. Mech. Eng., 2008, 21(5): 8
[12] Chu J, Zheng S L, Feng J Z ,et al. Cumulative strengthening effect model based on the low-amplitude training load [J]. J. Mech. Eng., 2011, 47(16): 30
[12] 储 军, 郑松林, 冯金芝等. 基于低幅锻炼载荷的累积强化效果模型 [J]. 机械工程学报, 2011, 47(16): 30
[13] Gough H J. The Fatigue of Metals [M]. London: Scott, Greenwood & Son, 1924: 15
[14] Hironobu N, Ken-Ichi T. Fatigue crack acceleration and closure in rotating bending tests of 0.54% carbon steel [J]. Eng. Fract. Mech., 1978, 10: 855
[15] Hironobu N, Ken-Ichi T. Significance of initiation, propagation and closure of microcracks in high cycle fatigue of ductile metals [J]. Eng. Fract. Mech., 1981, 15: 445
[16] Ishihara S, McEvily A J. A coaxing effect in the small fatigue crack growth regime [J]. Scr. Mater., 1999, 40: 617
[17] Metal Materials and their strength laboratory of Xi'an Jiaotong University. Special Issue for Materials of Metal and Their Strength (2) [M]. Xi'an: Xi'an Jiaotong University Press, 1972: 76
[17] (西安交通大学金属材料及强度研究室. 金属材料及强度专辑(第二集) [M]. 西安: 西安交通大学出版社, 1972: 76)
[18] Wu Z X, Lv W G, Xu H. Fatigue damage below the fatigue limit and the 'coaxing effects' [J]. J.Northeast. Univ. (Nat. Sci.), 1996, 17: 338
[18] (吴志学, 吕文阁, 徐 灏. 疲劳极限下损伤及“锻炼”效应 [J]. 东北大学学报(自然科学版), 1996, 17: 338)
[19] Lu X, Zheng S L. Strengthening and damaging under low-amplitude loads below the fatigue limit [J]. Int. J. Fatigue, 2009, 31: 341
[20] Zheng S L, Xu H H, Feng J Z ,et al. Lightweight design of automobile drive shaft based on the characteristics of low amplitude load strengthening [J]. Chin. J. Mech. Eng., 2011, 24: 1111
[21] Zheng S L, Liang G Q, Wang Z R, et al. Compilation of automotive lower control arm spectrum based on the low-amplitude training load [J]. J. Mech. Eng., 2014, 50(16): 147
[21] (郑松林, 梁国清, 王治瑞等. 考虑低幅锻炼载荷的某轿车摆臂载荷谱编制 [J]. 机械工程学报, 2014, 50(16): 147)
[22] The Quality and Technology Supervision Bureau. GB/T 6398-2000 standard test method for fatigue crack growth rates of metallic materials [S]. Beijing: Standards Press of China, 2001
[22] (国家质量技术监督局. GB/T 6398-2000 金属材料疲劳裂纹扩展速率试验方法 [S]. 北京: 中国标准出版社, 2001)
[23] Paris P C, Gomez M P, Anderson W E. A rational analytic theory of fatigue [J]. Trends Eng., 1961, 13: 9
[24] Paris P C, Erdogan F A. A critical analysis of crack propagation laws [J]. J. Basic. Eng., 1963, 85: 528
[25] Chen Y L, Bian G X, Yi L ,et al. Research on fatigue characteristic and fracture mechanics of aluminum alloy under alternate action of corrosion and fatigue [J]. J. Mech. Eng., 2012, 48(20): 70
[25] (陈跃良, 卞贵学, 衣 林等. 腐蚀和疲劳交替作用下飞机铝合金疲劳性能及断裂机理研究 [J]. 机械工程学报, 2012, 48(20): 70)
[26] Yan Y, Lu M, Li X W. Effects of pre-fatigue deformation on the uniaxial tensile behavior of coarsegrained pure Al [J]. Acta Metall. Sin., 2013, 49: 658
[26] (颜 莹, 卢 蒙, 李小武. 预疲劳变形对粗晶纯Al单向拉伸行为的影响 [J]. 金属学报, 2013, 49: 658)
[27] Huang Y, Lin X R, Xu J, et al. Thermographic examination of fatigue exercise on high strength pressure vessel [J]. Acta Metall. Sin., 1994, 30: 225
[27] (黄 毅, 林雪荣, 徐 军等. 高强度钢压力容器疲劳锻练的热图研究 [J]. 金属学报, 1994, 30: 225)
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[2] DING Chuanfu;YU Hui; WU Xueren (Beijing Institute of Aeronautical Materials;Beijing 100095). GROWTH BEHAVIOUR OF SMALL FATIGUE CRACK AND FATIGUE-LIFE PREDICTION FOR HIGH-STRENGTH STEEL 30CrMnSiNi2A[J]. 金属学报, 1997, 33(3): 277-286.
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