用SWLI测量薄膜和界面表面粗糙度

SPIE MOEMS-MEMS Pub Date : 2008-02-07 DOI:10.1117/12.762824
M. Conroy
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引用次数: 0

摘要

干涉测量法现已成为测量表面形貌的一种成熟技术。它具有亚纳米分辨率、高测量速度和高重复性的特点。其功能的一个非常有用的扩展是能够在局部尺度上测量厚膜和薄膜。对于厚度超过1-2 μm(取决于折射率)的薄膜,SWLI与薄膜的相互作用导致局部条纹的形成,每个条纹对应一个表面界面。假设折射率已知,定位这些包络最大值的位置并因此确定薄膜厚度是相对简单的。对于薄膜(厚度为~20 nm ~ ~2 μm,同样取决于折射率),SWLI相互作用导致形成单个干涉最大值。在这种情况下,用光学导纳来描述薄膜结构是合适的;通过引入一个新函数“螺旋共轭场”(HCF)函数来解决这个问题。该函数可以被认为提供了被测多层的“特征”,以便通过优化,可以在局部尺度上确定薄膜多层。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Measurement of thin films and interfacial surface roughness using SWLI
Interferometry is now an established technique for the measurement of surface topography. It has the capability of combining sub-nanometre resolution, high measurement speed with high repeatability. A very useful extension to its capability is the ability to measure thick and thin films on a local scale. For films with thicknesses in excess of 1-2 μm (depending on refractive index), the SWLI interaction with the film leads to the formation of localised fringes, each corresponding to a surface interface. It is relatively trivial to locate the positions of these envelope maxima and therefore determine the film thickness, assuming the refractive index is known. For thin films (with thicknesses ~20 nm to ~2 μm, again depending on the refractive index), the SWLI interaction leads to the formation of a single interference maxima. In this context, it is appropriate to describe the thin film structure in terms of optical admittances; it is this regime that is addressed through the introduction of a new function, the 'helical conjugate field' (HCF) function. This function may be considered as providing a 'signature' of the multilayer measured so that through optimization, the thin film multilayer may be determined on a local scale.
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