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Microprobe-type measurement of Young's modulus and Poisson coefficient by means of depth sensing indentation and acoustic microscopy

机译:深度传感压痕和声学显微镜的杨氏模量和泊松系数的微探针测量

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摘要

Nano-indentation and hyper frequency scanning acoustic microscopy (SAM) are mechanical microprobe techniques allowing measurement of the near-surface elastic response. In the first case. the composite modulus E/(1-v(2)) can be assessed using the slope of the elastic unloading plot. The second technique allows measurement of Rayleigh wave velocity. which depends on Young's modules, Poisson ratio and density, to be measured through material acoustic signature. In both cases only one of the elastic constants may be determined using a hypothesis on the other one (usually on the Poisson coefficient). In the present paper we show that by joining both techniques for the same specimens, E and v can be deconvoluted. Effectiveness of this deconvolution method is first tested on two well-known materials. Results on fused silica (E=72.9 GPa: v=0.17) as well as bulk aluminium (E=69.6 GPa; v=0.33) are in very good agreement with values commonly found in the literature. The method is finally applied on AlCuFe alloys presenting similar compositions but with different phases (icosahedral. tetragonal and cubic). This study shows the importance of crystallographic structure on elastic behaviour. especially on the Poisson ratio which ranges froth v=0.39 for the icosahedral phase down to v=0.12 for the tetragonal phase. (C) 2002 Elsevier Science B.V. All rights reserved. [References: 22]
机译:纳米压痕和超高频扫描声学显微镜(SAM)是机械微探针技术,可用于测量近表面弹性响应。在第一种情况下。复合模量E /(1-v(2))可以使用弹性卸载曲线的斜率进行评估。第二种技术允许测量瑞利波速度。这取决于Young的模数,泊松比和密度,这要通过材料的声学特征进行测量。在这两种情况下,都可以使用另一个假设(通常是泊松系数)来确定其中一个弹性常数。在本文中,我们表明通过将两种技术结合用于同一样本,可以对E和v进行反卷积。这种反卷积方法的有效性首先在两种众所周知的材料上进行了测试。熔融石英(E = 72.9 GPa:v = 0.17)和散装铝(E = 69.6 GPa; v = 0.33)的结果与文献中常见的值非常吻合。该方法最终应用于具有相似组成但具有不同相(二十面体,四方晶和立方晶)的AlCuFe合金。这项研究表明晶体结构对弹性行为的重要性。尤其是泊松比,其二十面体相的泡沫v = 0.39到四方相的v = 0.12。 (C)2002 Elsevier Science B.V.保留所有权利。 [参考:22]

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