Improved methods to determine the elastic modulus and area reduction rate in spherical indentation tests

Tairui Zhang, Shang Wang, Weiqiang Wang
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引用次数: 16

Abstract

Abstract In this study, a revised elastic modulus calculation model which takes into account the plastic deformation in spherical indentation tests was proposed and the reliability of the model after revision was proved by experiments on eight metals. This showed that the maximum error of elastic modulus values using the revised model was less than 5 % while the average error was more than 30 % using the original model. In addition, the correlation between the number of voids and the reduction in elastic modulus values was analyzed to verify the reasonability of judging material damage through elastic modulus reduction. A comparison of the plasticity index in indentation tests (critical indentation depth) with the plasticity index in uniaxial tensile tests (area reduction rate), a method, based on continuous damage mechanics, to determine the area reduction rate from spherical indentation tests, was also provided.
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改进了球面压痕试验中弹性模量和面积收缩率的测定方法
摘要本文提出了一种考虑球面压痕试验塑性变形的修正弹性模量计算模型,并通过对8种金属的试验验证了修正后模型的可靠性。结果表明,修正模型的弹性模量最大误差小于5%,而原模型的平均误差大于30%。此外,分析了孔洞数与弹性模量降低值之间的相关性,验证了通过弹性模量降低判断材料损伤的合理性。并将压痕试验的塑性指标(临界压痕深度)与单轴拉伸试验的塑性指标(面积收缩率)进行了比较,给出了一种基于连续损伤力学确定球面压痕试验面积收缩率的方法。
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