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Indenter surface area and hardness determination by means of a FEM-supported simulation of nanoindentation

机译:通过FEM支持的纳米压痕模拟确定压头的表面积和硬度

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摘要

Stress-strain curves are obtained through a finite element method (FEM) simulation of nanoindentation, and the actual indenter tip geometry is determined by additional experimental and FEM-based procedures. Based on such material stress-strain laws and on the actual indenter tip geometry, the following are determined employing the "HANI" algorithm (HArdness determination by means of a FEM-based simulation of Nanoindentation): first, the contact surface due to elastic and plastic deformations during the loading phase of nanoindentation; second the occurring impression geometry after unloading and finally the related hardness values after Martens, Vickers, etc. Moreover, the indenter surface area functions of Vickers and Berkovich indenters are determined experimentally/analytically, by nanoindentations on Si(100) reference material of known Martens hardness. Applying these functions, Martens and Vickers hardness are determined correspondingly for various materials and they are compared to hardness values obtained by the "HANI" algorithm. Significant deviations occur, if the hardness of the reference material is quite different than the hardness of the test pieces.
机译:应力-应变曲线是通过纳米压痕的有限元方法(FEM)模拟获得的,而实际的压头尖端几何形状是通过其他实验和基于FEM的过程确定的。基于这样的材料应力-应变定律和实际的压头尖端几何形状,使用“ HANI”算法(通过基于FEM的纳米压痕模拟的硬度确定)确定以下内容:首先,由于弹性和纳米压痕加载阶段的塑性变形;其次是卸载后出现的压痕几何形状,最后是在Martens,Vickers等之后的相关硬度值。此外,通过在已知Martens的Si(100)参考材料上进行纳米压痕,通过实验/分析方法确定Vickers和Berkovich压头的压头表面积函数硬度。应用这些功能,可以分别确定各种材料的马氏硬度和维氏硬度,并将它们与通过“ HANI”算法获得的硬度值进行比较。如果参比材料的硬度与试件的硬度相差很大,则会出现明显的偏差。

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