Optimizing the design of rockfall embankments with a discrete element method

被引:45
作者
Plassiard, J-P. [1 ]
Donze, F-V [2 ]
机构
[1] Ecole Cent Lyon, LTDS, Ecully, France
[2] Univ Grenoble 1, Lab 3SR, Grenoble, France
关键词
Rockfall; Impact loading; Protective structure; Embankment; Discrete element method; STABILIZED EARTH WALLS; PRACTICAL ANALYSIS; IMPACT; SIMULATION; MODEL;
D O I
10.1016/j.engstruct.2010.08.025
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
This paper's intent is to contribute to the design of massive rockfall protective structures, such as embankments. The relationship between the block and the embankment characteristics remains a key issue in evaluating the efficiency of the impacted structure. Because of the large deformation process occurring during an impact, the discrete element method (DEM) was chosen in this study to assess the respective influence of the geometrical and mechanical properties of the embankment. It has been seen that the maximum impact force transmitted to the embankment is governed not only by the kinetic energy of the block, but also by the stiffness and the upstream side inclination of the construction. Moreover, it has been observed that the dissipative capacity of the construction depends more on its geometrical properties than on its mechanical properties. The inclinations of both sides of the embankment are relevant, but the crest thickness, seldom considered in the design protocols, is one of the foremost parameters to think about. The use of a large crest thickness, rather than an abutment, optimizes the space required for the construction, while maintaining a comparable dissipative capacity. (C) 2010 Elsevier Ltd. All rights reserved.
引用
收藏
页码:3817 / 3826
页数:10
相关论文
共 50 条
[41]   An Efficient Parallel Framework for the Discrete Element Method Using GPU [J].
Dong, Youkou ;
Yan, Dingtao ;
Cui, Lan .
APPLIED SCIENCES-BASEL, 2022, 12 (06)
[42]   A variational integrator for the Discrete Element Method [J].
Klerk, David N. De ;
Shire, Thomas ;
Gao, Zhiwei ;
McBride, Andrew T. ;
Pearce, Christopher J. ;
Steinmann, Paul .
JOURNAL OF COMPUTATIONAL PHYSICS, 2022, 462
[43]   Numerical Comparison of Contact Force Models in the Discrete Element Method [J].
Li, Ziwen ;
Zeng, Xiangyuan ;
Wen, Tongge ;
Zhang, Yonglong .
AEROSPACE, 2022, 9 (11)
[44]   Quasi-static Compaction of Polyhedra by the Discrete Element Method [J].
Smith, Kyle C. ;
Fisher, Timothy S. ;
Alam, Meheboob .
POWDERS AND GRAINS 2009, 2009, 1145 :90-+
[45]   Design modification of iron ore bearing transfer chute using discrete element method [J].
Basu, Saprativ ;
Chakrabarty, Arijit ;
Nag, Samik ;
Behera, Kishore ;
Bandyopadhyay, Brati ;
Grima, Andrew Phillip ;
Ghosh, Probal .
ENGINEERING COMPUTATIONS, 2021, 38 (09) :3590-3607
[46]   Design and optimisation of end effector for loose substrate grasping based on discrete element method [J].
Liu, Wei ;
Wang, Qingyu ;
Jiang, Huanyu .
BIOSYSTEMS ENGINEERING, 2024, 241 :43-55
[47]   A Research on Utilizing of Discrete Element Method in the Design of Agricultural Machineries [J].
Ucgul, Mustafa ;
Saunders, Chris ;
Aybek, Ali .
KSU TARIM VE DOGA DERGISI-KSU JOURNAL OF AGRICULTURE AND NATURE, 2018, 21 (03) :304-311
[48]   Full-Scale Dynamic Analysis of an Innovative Rockfall Fence Under Impact Using the Discrete Element Method: from the Local Scale to the Structure Scale [J].
Bertrand, D. ;
Trad, A. ;
Limam, A. ;
Silvani, C. .
ROCK MECHANICS AND ROCK ENGINEERING, 2012, 45 (05) :885-900
[49]   Discrete element analysis of geosynthetic-reinforced pile-supported embankments [J].
Wang, Kangyu ;
Cao, Jun ;
Ye, Jiahuan ;
Qiu, Ziliang ;
Wang, Xinquan .
CONSTRUCTION AND BUILDING MATERIALS, 2024, 449
[50]   Vector-based discrete element method for solid elastic materials [J].
Owen, Benjamin ;
Nasar, Abouzied M. A. ;
Harwood, Adrian R. G. ;
Hewitt, Sam ;
Bojdo, Nicholas ;
Keavney, Bernard ;
Rogers, Benedict D. ;
Revell, Alistair .
COMPUTER PHYSICS COMMUNICATIONS, 2020, 254