威布尔分布
结构工程
爆炸物
抗压强度
残余物
失效模式及影响分析
计算机模拟
残余强度
蒙特卡罗方法
工程类
材料科学
计算机科学
复合材料
数学
模拟
统计
算法
化学
有机化学
作者
Jie Li,Guowei Fu,Jingzhi Su,Xuejie Zhang,Zhongxian Liu,Peiqi Chen
标识
DOI:10.1177/13694332231213463
摘要
The performance research based on numerical and experimental studies on ultra-high performance concrete (UHPC) generally considers it as an isotropic material, which is obviously different from what it really is in practical engineering. A database of UHPC compressive strength was investigated, having the same UHPC mix proportion as the field blast experiment, to show how the strength of UHPC varies in compression. It is found that Weibull distribution is the best fit of its probability model. A combination of Monte-Carlo and Finite Element method is used, adopting the available UHPC compressive strength, to reproduce the field blast test on UHPC columns. Both the non-spatial and spatial variability of material properties of the UHPC columns are under consideration to conduct the UHPC column strength prediction under blast loads. The residual loading capacity, damage index and failure mode of UHPC columns with different sizes damaged by different explosion severities are obtained by non-spatial simulation and spatial simulation respectively. It can be concluded that compared with the non-spatial model, the numerical simulation results of the spatial model are closer to the experimental situation. Therefore, inclusion of spatial variability is recommended for reliability-based blast-resistant design for UHPC column.
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