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首页> 外文期刊>Journal of Lightwave Technology >Polarization Scanning Ellipsometry Method for Measuring Effective Ellipsometric Parameters of Isotropic and Anisotropic Thin Films
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Polarization Scanning Ellipsometry Method for Measuring Effective Ellipsometric Parameters of Isotropic and Anisotropic Thin Films

机译:测量各向同性和各向异性薄膜有效椭偏参数的偏振扫描椭偏法

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摘要

A linear polarization scanning method based on the Mueller matrix formulation and Stokes polarimetry is proposed for extracting the effective ellipsometric parameters of isotropic and anisotropic thin films. The effective ellipsometric parameters (Ψ$_{p^{prime}p^{prime}}$ , Ψ$_{p^{prime}s^{prime}}$ , Ψ$_{s^{prime}p^{prime}}$ , Δ$_{p^{prime}p^{prime}}$ , Δ$_{p^{prime}s^{prime}}$ , and Δ$_{s^{prime}p^{prime}}$ ) describe the amplitude ratio and phase difference of two orthogonal waves in any arbitrary coordinate system with a scanning angle $theta$ relative to the X-Y coordinate frame. In the proposed approach, the effective ellipsometric parameters are determined from the Stokes parameters corresponding to one right-hand circular polarization light and four linear polarization lights with orientations in the range of $theta=0sim 180^{circ}$. The validity of the proposed approach is confirmed by comparing the experimental results for the effective ellipsometric parameters with the inversely extracted results obtained using a genetic algorithm (GA). In traditional ellipsometry methods, it is necessary to scan the incident angle of an input light or the yaw angle of the sample using a mechanical stage. By contrast, in the method proposed in this study, it is necessary only to rotate a single polarizer for scanning a linear polarization light from $0sim 180^{circ}$ and this function can be achieved by modulating an EO modulator. Thus, the proposed method not only minimizes the risk of vibration and positioning errors, but also can be easily applied to the production line. It is noted that if physical parameters of a tested sample cannot be completely obtained by only using the polarization scanning way, the other traditional scanning ways on incident angle, sample, and/or spectra also can be integrated for inverse extraction.
机译:为了提取各向同性和各向异性薄膜的有效椭偏参数,提出了一种基于Mueller矩阵公式和斯托克斯极化法的线性极化扫描方法。有效的椭偏参数(Ψ $ _ {p ^ {prime} p ^ {prime}} $ ,Ψ $ _ {p ^ {prime} s ^ {prime}} $ ,Ψ $ _ {s ^ {prime} p ^ {prime}} $ ,Δ<公式Formulatype =“ inline”> $ _ {p ^ {prime} p ^ {prime}} $ ,Δ<公式Formulatype =“ inline”> $ _ {p ^ {prime} s ^ {prime}} $ 和Δ $ _ {s ^ {prime} p ^ {prime}} $ )用相对的扫描角 $ theta $ 来描述任意正交坐标系中两个正交波的振幅比和相位差到XY坐标系。在所提出的方法中,有效的椭偏参数是从与一个右旋圆偏振光和四根线性偏振光相对应的斯托克斯参数确定的,这些斯托克斯参数的方向范围为<公式> typetype =“ inline”> $ theta = 0sim 180 ^ {circ} $ 。通过将有效椭偏参数的实验结果与使用遗传算法(GA)获得的反提取结果进行比较,证实了该方法的有效性。在传统的椭圆偏振法中,有必要使用机械平台扫描输入光的入射角或样品的偏航角。相比之下,在本研究中提出的方法中,仅需旋转单个偏振器即可扫描来自<公式公式类型=“ inline”> $ 0sim 180 ^ {的线性偏振光。圈} $ ,则可以通过调制EO调制器来实现此功能。因此,所提出的方法不仅使振动和定位误差的风险最小化,而且可以容易地应用于生产线。需要注意的是,如果仅通过偏振扫描方式不能完全获得被测样品的物理参数,则还可以结合入射角,样品和/或光谱的其他传统扫描方式进行反提取。

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