Assessment of Contact Laws Accounting for Softening in 3D Rigid Concrete Particle Models

被引:2
作者
Azevedo, Nuno Monteiro [1 ]
Farinha, Maria Luisa Braga [1 ]
Oliveira, Sergio [1 ]
机构
[1] Natl Lab Civil Engn LNEC, Concrete Dams Dept, P-1700066 Lisbon, Portugal
关键词
particle model; discrete element; contact softening laws; concrete fracture; DISCRETE ELEMENT MODEL; FRACTURE; COMPRESSION; TENSION; DAMAGE; DEM;
D O I
10.3390/buildings14030801
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
To obtain predictions closer to concrete behaviour, it is necessary to employ a particle model (PM) that considers contact softening. A bilinear softening contact model (BL) has been adopted in PM studies. Several limitations in PM predictions have been identified that may be due to BL assumptions. For this reason, this paper compares BL predictions with those obtained with more complex models to assess if PM predictions can be improved. As shown, it is possible to calibrate each contact model to reproduce the complex behaviour observed in concrete in uniaxial and biaxial loading. The predicted responses are similar, and the known PM limitations still occur independently of the adopted model. Under biaxial loading, it is shown that a response closer to that observed in concrete can be obtained (higher normal-to-stiffness ratio of approximate to 0.50, maximum contact compressive strength of approximate to 60 MPa, and 30% reduction in the number of working contacts). The BL contact model for PM concrete DEM-based simulations is shown to have (i) lower associated computational costs (15% to 50% lower); (ii) a reduced number of contact strength parameters; and (iii) similar responses to those predicted with more complex models. This paper highlights that the BL contact model can be used with confidence in PM fracture studies.
引用
收藏
页数:29
相关论文
共 47 条
[41]   DEM analysis on the role of aggregates on concrete strength [J].
Wang, P. ;
Gao, N. ;
Ji, K. ;
Stewart, L. ;
Arson, C. .
COMPUTERS AND GEOTECHNICS, 2020, 119
[42]   Micro-mechanical analysis of one-dimensional compression of clay with DEM [J].
Wang, Pei ;
Yin, Zhen-Yu ;
Hicher, Pierre-Yves ;
Cui, Yu-Jun .
INTERNATIONAL JOURNAL FOR NUMERICAL AND ANALYTICAL METHODS IN GEOMECHANICS, 2023, 47 (15) :2706-2724
[43]   Micromechanical Investigation of Particle-Size Effect of Granular Materials in Biaxial Test with the Role of Particle Breakage [J].
Wang, Pei ;
Yin, Zhen-Yu ;
Wang, Zi-Yi .
JOURNAL OF ENGINEERING MECHANICS, 2022, 148 (01)
[44]   X-ray computed tomography images based phase-field modeling of mesoscopic failure in concrete [J].
Yang, Zhen-Jun ;
Li, Bei-Bei ;
Wu, Jian-Ying .
ENGINEERING FRACTURE MECHANICS, 2019, 208 :151-170
[45]   A novel 3D clumped particle method to simulate the complex mechanical behavior of rock [J].
Ye, Yang ;
Thoeni, Klaus ;
Zeng, Yawu ;
Buzzi, Olivier ;
Giacomini, Anna .
INTERNATIONAL JOURNAL OF ROCK MECHANICS AND MINING SCIENCES, 2019, 120 :1-16
[46]   Review of Mesoscale Geometric Models of Concrete Materials [J].
Zhang, Jiajun ;
Ma, Rujin ;
Pan, Zichao ;
Zhou, Haijun .
BUILDINGS, 2023, 13 (10)
[47]   DEM Investigation of the Influence of Minerals on Crack Patterns and Mechanical Properties of Red Mudstone [J].
Zhang, Shuai ;
Zhang, Dongsheng ;
Zhao, Qiang ;
Chi, Mingbo ;
Zhang, Wei ;
Yu, Wei .
PROCESSES, 2019, 7 (03)