热扩散率
体积分数
介观物理学
材料科学
离散元法
蒙特卡罗方法
代表性基本卷
统计物理学
布朗动力学
布朗运动
机械
复合材料
数学
物理
统计
热力学
微观结构
量子力学
作者
Wenxiang Xu,Mingkun Jia,Weiqi Guo,Wei Wang,Bin Zhang,Yong Li,Jinyang Jiang
标识
DOI:10.1016/j.cemconres.2022.107048
摘要
Aggregates with realistic non-convex morphologies and their surrounding interfacial transition zones (ITZs) significantly affect the diffusivity of concrete. Herein, we initially propose a mathematical-controllable parameterized method to devise three-dimensional (3D) non-convex aggregates. Then, we develop a GPU-based discrete element modelling (DEM) to generate random close packing of polydisperse non-convex aggregates. Next, we establish three-phase concrete mesostructures containing non-convex aggregates and ITZs and obtain the ITZ volume fraction by a Monte Carlo random point sampling method. Finally, we develop a dual-probability-Brownian motion (DP-BM) scheme to obtain the effective diffusivity of concrete. Moreover, the effects of volume fraction, size polydispersity and shape of aggregates as well as ITZ thickness on the ITZ volume fraction and concrete diffusivity are researched to probe rigorous component-structure-property relations for concrete. This work provides a comprehensive numerical framework for mesostructure characterization and diffusivity evaluation for concrete, which can be a valuable tool for durability assessment of concrete.
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