用傅里叶变换分析确定三层薄膜结构的厚度

H. Cho, Jun-Yeon Won, Young-Gyu Jeong, B. Woo, Junho Yoon, C. Hwangbo
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引用次数: 0

摘要

多层系统中每一层的厚度是用光谱反射率测量的傅里叶变换方法确定的。为了验证该方法,我们首先生成了三层的理论反射光谱,并使用我们自己的Matlab程序进行了快速傅里叶变换。傅里叶变换δ函数的每个峰表示每一层的光学厚度,并将其转换为物理厚度。当层的光学厚度大于730 nm时,理论模型的相对厚度误差小于1.0%。分析了用棒材包覆法制备的PI-(薄sio2)- pim多层结构,并将其厚度误差与SEM测量结果进行了比较。尽管这种傅里叶变换方法需要在分析前知道每层的薄膜顺序和折射率,但它是一种快速且无损的多层结构分析方法。
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Determining the Thickness of a Trilayer Thin-Film Structure by Fourier-Transform Analysis
The thickness of each layer in a multilayered system is determined by a Fourier-transform method using spectroscopic reflectance measurements. To verify this method, we first generate theoretical reflectance spectra for three layers, and these are fast-Fourier-transformed using our own Matlab program. Each peak of the Fourier-transformed delta function denotes the optical thickness of each layer, and these are transformed to physical thicknesses. The relative thickness error of the theoretical model is less than 1.0% while a layer’s optical thickness is greater than 730 nm. A PI-(thin SiO 2 )-PImultilayeredstructure produced by the bar-coating method was analyzed, and the thickness errors compared to SEM measurements. Even though this Fourier-transform method requires knowing the film order and the refractive index of each layer prior to analysis, it is a fast and nondestructive method for the analysis of multilayered structures.
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