高性能傅里叶变换红外椭偏仪

M. Luttmann, J. Stehle, J. Piel, P. Boher
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摘要

光谱椭偏法是一种成熟的用于块状材料、沉积薄膜和表面层光学表征的技术[1]。它是基于测量光在样品上反射后偏振态的变化。这种变化与复比ρ有直接关系:ρ = rp / r s = tanψe j Δ,其中rp和r s分别是平行于入射面和垂直于入射面的波的反射系数。a . Rosëler是第一个将傅里叶变换光谱仪(FTS)与经典旋转偏振器或分析椭偏仪结合在一起的人[2]。这种仪器的光学装置由光源、迈克尔逊干涉仪、偏振器、样品、分析仪和检测器组成。该椭偏仪的精度受不同元件偏振缺陷的影响,特别是用作偏振器和分析仪的金属栅的偏振缺陷。最近提出了许多程序来考虑不完全成分[2,3,4],如干涉残余偏振,偏振器和分析器非零衰减系数和探测器设置二色性。然而,这些方法有一定的局限性,并且没有考虑到检测器设置的非线性。我们的新椭偏仪是基于SOPRA公司旋转椭偏仪VASE-FTIR模型3[5]。使用特殊的偏光器和分析仪,使我们在没有样品的情况下,在直线上获得优于1%的精度。然而,我们观察到cosΔ光谱有轻微的变化。这种行为是由检测器设置的非线性引起的。假设是二次非线性,我们可以实时校正椭偏谱。在整个光谱范围内,直线精度达到几千分之一,这在红外中是非常好的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
High Performance Fourier Transform IR Ellipsometer
Spectroscopic ellipsometry is a well established technique for the optical characterization of bulk materials, deposited thin films and surface layers [1]. It is based on the measurement of the change of the polarization state of light after reflection on a sample. This change is directly related to the complex ratio ρ defined by : ρ = r p / r s = tanψe j Δ , where r p and r s are respectively the reflection coefficients of the waves parallel and perpendicular to the plane of incidence. A. Rosëler has been the first to combine Fourier transform spectrometer (FTS) to a classical rotating polariser or analyser ellipsometer [2]. The optical set-up of such an apparatus consists of a light source, an Michelson interferometer, a polariser, a sample, an analyser and a detector set. The accuracy of this ellipsometer is affected by polarization defects of the different components, particulary those of the wire grid used as polariser and analyser. Many procedures have been proposed recently to take into account imperfect components [2,3,4] such as interferometric residual polarization, polariser and analyser non nul attenuation coefficients and detector set dichroism. However, those procedures have some limitations and do not take in consideration the detector set non linearity. Our new ellipsometer is based on SOPRA’s compagny rotating analyser ellipsometer VASE-FTIR model 3 [5]. The use of special polariser and analyser allowed us to get an accuracy better than 1% in straight line without sample on the sample holder. We have observed however a slight shift on the cosΔ spectrum. This behaviour is induced by the detector set non linearity. Assuming a quadratic non linearity we have been able to correct the ellipsometric spectrum in real time. The accuracy in straight line reaches a few 1/1000 over the whole spectral range, which is very good in the IR.
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