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Transmission ellipsometry of transparent-film transparent-substrate systems: Polynomial inversion for the substrate optical constant

机译:透明膜透明基板系统的透射椭圆仪:基板光学常数的多项式反演

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摘要

A polynomial inversion for the substrate optical constant of a transparent-film transparent-substrate system is analytically derived and presented. The reader is spared the derivation procedure which includes involved numerous transformations and algebraic manipulations. Also, closed-form formulae are given to calculate the film thickness of the system. The closed-form formulae are algebraically accurate and introduce no errors. A study of the effects of the experimental random and systematic errors of modern-day ellipsometers is presented which proves the very high accuracy of the method. The method does not need a guessed starting solution and it always provides the correct answer with no divergence. Those are important advantages over the widely used, manufacturer supplied, fitting routines.
机译:分析并提出了透明膜透明基板系统的基板光学常数的多项式求逆。读者可以避免包括大量转换和代数运算在内的推导过程。同样,给出了封闭形式的公式来计算系统的膜厚。封闭形式的公式在代数上是精确的,并且不会引入错误。对现代椭圆仪的实验随机性和系统误差的影响进行了研究,证明了该方法的高精度。该方法不需要猜测的起始解决方案,并且始终提供正确的答案而不会发散。与广泛使用的,制造商提供的装配例行程序相比,这些优点是重要的优势。

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