On the determination of Young's modulus of film by nanoindentation

Q. Jia, X. Long
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Abstract

With the development of miniaturization of electronic chips and their packaging structures, electronic devices are becoming highly integrated. The thickness or area of packaging materials required for device packaging structures is significantly reduced, so that the properties of those small-sized packaging materials cannot be measured using the conventional testing methods. However, for the measurement of Young's modulus of thin film by nanoindentation technology, with the increase of indentation depth, the elastic-plastic deformation of the film and the substrate will change constantly. Therefore, the mechanical property evaluation of the composite is a complex function of the film and substrate's mechanical properties. Based on finite element simulations, the influence of Young's modulus of film and substrate on the mechanical properties of composite materials is studied. The accuracy of Young's modulus calculation of film is verified and summarized by four different weight functions which are used to simulate a variety of film/substrate combinations. At the same time, for the cases with Young's modulus of the film larger or smaller than that of the substrate, the stress distribution and indentation morphology of the film/substrate composite are also discussed. Generally, the substrate modulus is taken as a known parameter in the fitting process. The weight function is applied to a variety of real composite materials to verify the effectiveness of the conclusions drawn by unknow materials.
用纳米压痕法测定薄膜的杨氏模量
随着电子芯片及其封装结构小型化的发展,电子器件的集成度越来越高。器件封装结构所需的封装材料的厚度或面积大大减少,使得那些小尺寸的封装材料的性能无法用常规的测试方法来测量。然而,用纳米压痕技术测量薄膜的杨氏模量时,随着压痕深度的增加,薄膜和衬底的弹塑性变形会不断发生变化。因此,复合材料的力学性能评价是薄膜和衬底力学性能的复合函数。基于有限元模拟,研究了薄膜和衬底的杨氏模量对复合材料力学性能的影响。通过四种不同的权函数来模拟各种薄膜/衬底组合,验证和总结了薄膜杨氏模量计算的准确性。同时,对薄膜杨氏模量大于或小于衬底杨氏模量的情况下,薄膜/衬底复合材料的应力分布和压痕形貌进行了讨论。一般在拟合过程中,基材模量作为已知参数。将权函数应用于多种实际复合材料,验证未知材料所得结论的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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