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A Numerical and Experimental Study of High Strain-rate Compression and Tension Response of Concrete

机译:混凝土高应变率压缩和张力响应的数值和实验研究

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Unconfined compression and tension tests have been performed on cylindrical samples prepared from a newly developed concrete. A 3-inch Hopkinson bar setup has been employed to experimentally extract the stress-strain relation of the concrete at different strain rates. A novel procedure is introduced to conduct tension tests. Initiation and propagation of cracks in concrete samples are captured by high-speed photography. The experimental data will be used to improve the existing concrete material models. Extracting stress-strain relations from the Hopkinson-bar experimentally obtained data requires assumptions about the sample size and interface friction between the sample and the bars. The effect of violating these assumptions on the validity of experimentally acquired stress-strain results is explored by performing a full-scale finite element simulation of the entire process. A new method of accounting for the dispersion in the Hokinson cylindrical bars using the finite-element results is introduced and verified by comparing these results with the generally used analytical method. Numerical results reveal that the strain and stress history are not uniform within the sample. The usual method of analyzing the Hopkinson bar experimental results that generally overlook this fact can be corrected by minor calibration on the data.
机译:已经对由新开发的混凝土制备的圆柱形样品进行了不连续的压缩和张力测试。已采用3英寸霍普金森棒设置,以实验地提取混凝土的应力 - 应变关系,以不同的应变率。引入了一种新的程序来进行张力测试。通过高速摄影捕获混凝土样品中裂缝的启动和传播。实验数据将用于改善现有的混凝土材料模型。从Hopkinson-Bar实验获得的数据中提取应力 - 应变关系需要关于样品大小的假设和样品和棒之间的界面摩擦。通过执行整个过程的全尺寸有限元模拟来探讨违反这些假设对实验获得的应力 - 应变结果的有效性的影响。通过将这些结果与普遍使用的分析方法进行比较,引入并验证了使用有限元结果的核对中的分散方法的新方法。数值结果表明,样品中应变和应力历史并不均匀。分析霍普金森棒的实验结果通常忽略这一事实的常规方法可以通过对数据的轻微校准来校正。

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