人工神经网络
最大值和最小值
多层感知器
毫秒
波长
计算机科学
光学
椭圆偏振法
算法
折射率
生物系统
材料科学
数学
人工智能
数学分析
物理
薄膜
纳米技术
生物
天文
作者
Frank K. Urban,Dávid Barton
出处
期刊:Journal of vacuum science & technology
[American Institute of Physics]
日期:2024-01-16
卷期号:42 (2)
被引量:2
摘要
Ellipsometry is a material analytical method in which the desired parameters, for example, film thickness and index of refraction, are related to the instrument measurements through Maxwell’s equations, light wavelength, and measurement geometry. Consequently, obtaining the desired parameters has required solving the model equations using a wide variety of methods. A commonly used method is least squares curve fitting, frequently the Levenberg–Marquardt method. This numerical method depends upon not only the model but also the initial estimates of solution, the possible interference of local minima, and the algorithm stopping conditions. Being iterative, it also takes nonzero time. The work here demonstrates the use of artificial intelligence in the form of a multilayer perceptron artificial neural network to avoid these problems and find solutions in the millisecond time scale. This noniterative, stable, and fast performance lends itself to real-time, in situ monitoring of thin film growth. Examples for thin (up to 30 nm) films will be given using a multilayer perceptron configuration consisting of four input and four output neurons with two hidden layers of 40 neurons each. Solutions are predicted by the artificial neural network at each wavelength independently and do not rely on fitting functions which express a relationship between optical properties and wavelength.
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