Page 22 - 水利学报2021年第52卷第11期
P. 22

al Journal of Impact Engineering,2013,66(4):5-17 .
                [ 36] 程卓群,彭刚,孙尚鹏,等 . 基于 Najar 能量法的混凝土动态双轴受压损伤特性分析[J]. 水利水运工程学
                       报,2019(4):100-106 .
                [ 37] 姜亚洲,王义锋,杜小凯,等 . 高拱坝坝踵混凝土首条裂缝开裂宽度研究[J]. 水电与新能源,2014(11):
                       16-20 .
                [ 38] 顾嘉丰,任青文 . 水工混凝土弥散型裂缝数值模型中开裂判据的研究[J]. 工程力学,2015,32(6):84-91 .
                [ 39] REN W,YANG Z,SHARMA R,et al . Two-dimensional X-ray CT image based meso-scale fracture modelling
                       of concrete[J]. Engineering Fracture Mechanics,2015,133:24-39 .
                [ 40] 任晓丹 . 混凝土随机损伤本构关系试验研究[D]. 上海:同济大学,2006 .
                [ 41] GRASSL P,JIRÁSEK M . Meso-scale approach to modelling the fracture process zone of concrete subjected to
                       uniaxial tension[J]. International Journal of Solids and Structures,2010,47(7/8):957-968 .
                [ 42] 王康 . 细观裂纹扩展致混凝土材料与结构失效的多尺度分析方法[D]. 南京:东南大学,2015 .
                [ 43] SKARŻYŃSKI Ł,TEJCHMAN J . Experimental investigations of fracture process in concrete by means of X-ray
                       micro-computed tomography[J]. Strain,2016,52(1):26-45 .
                [ 44] TRAWIŃSKI W,BOBIŃSKI J,TEJCHMAN J . Two-dimensional simulations of concrete fracture at aggregate
                       level with cohesive elements based on X-ray μCT images[J] . Engineering Fracture Mechanics,2016,168:
                       204-226 .
                [ 45] 马怀发,陈厚群 . 全级配大坝混凝土动态损伤破坏机理研究及其细观力学分析方法[M]. 北京:中国水利
                       水电出版社,2008 .
                               Study on crack propagation and damage evolution process of
                                           concrete based on fractal dimension

                                               1              2          1           2
                                    YIN Yajuan ,REN Qingwen ,SHEN Lei ,HAN Yan
                       (1. College of Hydraulic Conservation and Hydropower Engineering,Hohai University,Nanjing  210098,China;
                                2. Department of Engineering Mechanics,Hohai University,Nanjing  210098,China)


                   Abstract: The cracks evolution during the cracking process of concrete materials shows randomness. The
                   concrete materials are nonlinearity of themselves and the external conditions are complex. These results in
                   largely difficult study on the dynamic evolution law of concrete cracks. To quantitatively study the evolution
                   process of cracks and damage of concrete under loading,the meso-concrete mechanics model is established
                   assuming that the concrete is a three-phase composite composed of aggregates, mortar, and the transition
                   zone between them. A new calculation method of damage variable is proposed based on the crack fractal di⁃
                   mension, and the uniaxial tensile mechanical behavior of multiple groups of concrete specimens is studied
                   in numerical simulation. The concrete damage crack distribution is characterized by fractal dimension. It
                   shows that the results of meso-simulated crack pattern are consistent with the experimental results. The
                   crack fractal dimension can better reflect the damage evolution process of concrete materials, and quantita⁃
                   tively describe the damage evolution characteristics of concrete materials. It finds the critical point of con⁃
                   crete materials from "uniform" damage to local failure. The stress-strain curve, the crack fractal dimension
                   curve, and the damage evolution curve from meso-simulation results are all less affected by the element
                   size. With the increase of aggregate gradation of concrete specimens, the aggregate particles and interface
                   decrease, the overall energy consumption decreases, and the peak stress and crack fractal dimension de⁃
                   crease. In addition,it is suggested that the mutation point of the crack fractal dimension-strain curve after
                   the stress peak point is the critical point of the concrete materials from the "uniform" damage distribution
                   stage to local failure stage,which is the boundary point of damage and fracture. The corresponding damage
                   value is about 0.8,which can be used as the damage threshold for the occurrence of concrete macroscopic
                   crack. These findings in this paper deepen the understanding of the failure mechanism of concrete.
                   Keywords:concrete;mesoscopic;crack propagation;damage evolution;fractal dimension;mutation point

                                                                                   (责任编辑:王冰伟)


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