A multiaxial incremental fatigue damage formulation using nested damage surfaces

被引:3
作者
Meggiolaro, Marco Antonio [1 ]
Pinho de Castro, Jaime Tupiassu [1 ]
Wu, Hao [2 ]
机构
[1] Pontificial Catholic Univ Rio Janeiro, PUC Rio, R Marques Sao Vicente 225, BR-22451900 Rio De Janeiro, Brazil
[2] Tongji Univ, Sch Aerosp Engn & Appl Mech, Siping Rd 1239, Shanghai 200092, Peoples R China
来源
FRATTURA ED INTEGRITA STRUTTURALE | 2016年 / 37期
关键词
Multiaxial fatigue; Variable amplitude loads; Non-proportional multiaxial loads; Nested fatigue damage surfaces; Incremental damage calculation;
D O I
10.3221/IGF-ESIS.37.19
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
Multiaxial fatigue damage calculations under non-proportional variable amplitude loadings still remains a quite challenging task in practical applications, in part because most fatigue models require cycle identification and counting to single out individual load events before quantifying the damage induced by them. Moreover, to account for the non-proportionality of the load path of each event, semi-empirical methods are required to calculate path-equivalent ranges, e.g. using a convex enclosure or the MOI (Moment Of Inertia) method. In this work, a novel Incremental Fatigue Damage methodology is introduced to continuously account for the accumulation of multiaxial fatigue damage under service loads, without requiring rainflow counters or path-equivalent range estimators. The proposed approach is not based on questionable Continuum Damage Mechanics concepts or on the integration of elastoplastic work. Instead, fatigue damage itself is continuously integrated, based on damage parameters adopted by traditional fatigue models well tested in engineering practice. A framework of nested damage surfaces is introduced, allowing the calculation of fatigue damage even for general 6D multiaxial load histories. The proposed approach is validated by non-proportional tension-torsion experiments on tubular 316L stainless steel specimens.
引用
收藏
页码:138 / 145
页数:8
相关论文
共 11 条
[1]  
Castro J.T.P., 2016, FATIGUE DESIGN TECHN, V3rd ed.
[2]   A new incremental fatigue method [J].
Chu, CC .
FATIGUE AND FRACTURE MECHANICS: 31ST VOL, 2000, 1389 :67-78
[3]  
Kachanov L., 1986, INTRO CONTINUUM DAMA
[4]   A nonlinear damage accumulation model for shakedown failure [J].
Kreiser, Dean ;
Jia, Sheng Xiang ;
Han, Jian Jun ;
Dhanasekar, Manicka .
INTERNATIONAL JOURNAL OF FATIGUE, 2007, 29 (08) :1523-1530
[5]   A general class of non-linear kinematic models to predict mean stress relaxation and multiaxial ratcheting in fatigue problems - Part I: Ilyushin spaces [J].
Meggiolaro, Marco Antonio ;
Pinho de Castro, Jaime Tupiassu ;
Wu, Hao .
INTERNATIONAL JOURNAL OF FATIGUE, 2016, 82 :158-166
[6]   A general class of non-linear kinematic models to predict mean stress relaxation and multiaxial ratcheting in fatigue problems - Part II: Generalized surface translation rule [J].
Meggiolaro, Marco Antonio ;
Pinho de Castro, Jaime Tupiassu ;
Wu, Hao ;
Mejia Sanchez, Eleazar Cristian .
INTERNATIONAL JOURNAL OF FATIGUE, 2016, 82 :167-178
[7]   Invariant-Based and Critical-Plane Rainflow Approaches for Fatigue Life Prediction under Multiaxial Variable Amplitude Loading [J].
Meggiolaro, Marco Antonio ;
Pinho de Castro, Jaime Tupiassu ;
Wu, Hao .
3RD INTERNATIONAL CONFERENCE ON MATERIAL AND COMPONENT PERFORMANCE UNDER VARIABLE AMPLITUDE LOADING, VAL 2015, 2015, 101 :69-76
[8]   An improved multiaxial rainflow algorithm for non-proportional stress or strain histories - Part II: The Modified Wang-Brown method [J].
Meggiolaro, Marco Antonio ;
Pinho de Castro, Jaime Tupiassu .
INTERNATIONAL JOURNAL OF FATIGUE, 2012, 42 :194-206
[9]   An improved multiaxial rainflow algorithm for non-proportional stress or strain histories - Part I: Enclosing surface methods [J].
Meggiolaro, Marco Antonio ;
Pinho de Castro, Jaime Tupiassu .
INTERNATIONAL JOURNAL OF FATIGUE, 2012, 42 :217-226
[10]   Life prediction techniques for variable amplitude multiaxial fatigue .1. Theories [J].
Wang, CH ;
Brown, MW .
JOURNAL OF ENGINEERING MATERIALS AND TECHNOLOGY-TRANSACTIONS OF THE ASME, 1996, 118 (03) :367-370