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Numerical study of the influence of the specimen geometry on split Hopkinson tensile test results

机译:试样几何形状对霍普金森分裂拉伸试验结果影响的数值研究

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In recent years numerous studies on the high strain rate tensile properties of sheet materials using Split Hopkinson Tensile Bar (SHTB) experiments have been reported in literature. For SHTB experiments no consensus exists on the specimen geometry to be used and its influence on the observed behaviour. However, previous studies have revealed that changes in the specimen geometry give rise to distinct differences in established mechanical behaviour. In this contribution results are presented of finite element simulations of SHTB experiments using different specimen geometries. These simulations not only confirm previously obtained experimental results, but also give complimentary and detailed information on the true distribution of the stress and the strain in the specimen, including the non-axial stresses. Attention is paid to the basic assumptions of Hopkinson experiments: the uniaxiality of the stress state and the homogeneity of the strain. It is shown that the validity of these assumption is highly geometry dependent. The influence of the deviation from these assumptions on the material behaviour extracted from a Hopkinson experiment will be discussed.
机译:近年来,在文献中已经报道了使用分裂霍普金森拉伸棒(SHTB)实验对片材的高应变速率拉伸性能进行的大量研究。对于SHTB实验,对于要使用的样品几何形状及其对观察到的行为的影响,尚无共识。但是,先前的研究表明,试样几何形状的变化会导致既定机械性能的明显差异。在此贡献中,给出了使用不同样本几何形状的SHTB实验的有限元模拟结果。这些模拟不仅证实了先前获得的实验结果,而且还提供了有关样品中应力和应变的真实分布(包括非轴向应力)的补充和详细信息。注意Hopkinson实验的基本假设:应力状态的单轴性和应变的均匀性。结果表明,这些假设的有效性高度依赖于几何形状。将讨论偏离这些假设的情况对从霍普金森实验中提取的材料行为的影响。

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