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Elasto-plastic deformation of silica glass and glassy carbons with different indenters

机译:不同压头的石英玻璃和玻璃碳的弹塑性变形

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Nanoindentation of glassy carbons, which had been heat treated at different temperatures, and silica glass was carried out with a spherical tipped indenter and three triangular pyramidal indenters with decreasing apical angles (Berkovich. 45 and corner cube). The effect of the face angle on the elasto-plastic deformation was investigated. The Meyer hardness or contact pressure of these materials increased with decreasing apical angle of the indenters. The dependence of the Meyer hardness on the face angle was consistent with the analysed relation of pressure P/pia(2)-face angle sin(-1) (a/R) curves obtained with a spherical indenter of 1 mum radius. A nonlinear response for the plots of contact pressure P/pia(2) versus contact strain a/R, resulting from elasto-plastic deformation. was characterized by power-law fitting. It is concluded that the power-law fitting constant k is an alternative measure of the 'true' hardness of a material. [References: 5]
机译:对已在不同温度下进行热处理的玻璃碳进行纳米压痕,并使用球形尖头压头和三个锥角减小的三角形三角压头(Berkovich。45和角锥)进行了石英玻璃的纳米压痕。研究了面角对弹塑性变形的影响。这些材料的迈耶硬度或接触压力随着压头顶角的减小而增加。 Meyer硬度对面角的依赖性与使用1微米半径的球形压头获得的压力P / pia(2)-面角sin(-1)(a / R)曲线的分析关系一致。弹塑性变形导致的接触压力P / pia(2)与接触应变a / R的关系图的非线性响应。以幂律拟合为特征。结论是,幂律拟合常数k是材料“真实”硬度的替代度量。 [参考:5]

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