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Variable effective thickness of beamsplitter cube and dispersion error in white-light spectral interferometry

机译:白光波谱干涉法中的分光器立方体和色散误差的可变有效厚度

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A white-light spectral interferometric technique employing a Michelson interferometer with same metallic mirrors is used to measure the effective thickness of a beamsplitter cube. The thickness is measured for four different beamsplitters being in two different orientations. Moreover, it is revealed that the phase function of a thin-film structure measured by a similar interferometric technique depends on the path length difference adjusted in the Michelson interferometer. This phenomenon is due to a dispersion error of a bearnsplitter cube, the effective thickness of which varies with the adjusted path length difference. A technique for eliminating the effect in measurement of the phase function is described. First, the effective thickness of the beamsplitter cube as a function of the path length difference is measured. Second, the phase function of the thin-film structure is measured for the same path length differences as those adjusted in the first case. In both cases, the phase is retrieved from the recorded spectral interferograms by using a windowed Fourier transform applied in the wavelength domain.
机译:采用具有相同金属镜的迈克尔逊干涉仪的白光光谱干涉技术用于测量横梁剥离立方体的有效厚度。测量四个不同的光束隔离器以两种不同的取向测量厚度。此外,揭示了通过类似的干涉技术测量的薄膜结构的相位函数取决于在迈克森干涉仪中调整的路径长度差。这种现象是由于背包立方体的分散误差,其有效厚度随调整后的路径长度差而变化。描述了一种用于消除在测量相位函数中的效果的技术。首先,测量作为路径长度差的函数的光束填充立方体的有效厚度。其次,测量薄膜结构的相位函数,用于与第一种情况下调整的路径长度差异相同的路径长度差。在这两种情况下,通过使用在波长域中的窗口傅立叶变换中,从记录的光谱干涉图中检索相位。

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