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Synthetic aperture phase-shifting interferometry for high numerical- aperture spherical surface measurement

机译:用于高数值 - 孔径球面测量的合成孔径相移干涉法

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We propose a synthesis of phase-shifting algorithms for Fizeau interferometry of high numerical-aperture spherical surfaces. Several approaches have been reported for spherical surface measurements such as phase shifting, carrier fringe, and wavelength tuning. The commonly used method of phase shifting with mechanical phase modulation suffers from spatial nonuniformity of the phase step within the observing aperture. We operated seven algorithms designed for different phase steps on the same set of interference fringes recorded in a one phase-shift sequence, and determined the object phase from each of the algorithms depending on the aperture position. The resultant phase distribution showed minimum systematic errors.
机译:我们提出了一种合成高值孔径球面的外径干涉法的相移算法。据报道了几种方法,用于球形表面测量,例如相移,载体条纹和波长调谐。具有机械相位调制的常用方法的相移方法遭受了观察孔内的相位步骤的空间不均匀性。我们操作了七种算法,该算法设计用于以一个相移序列记录的相同干涉条纹上的不同相位步骤,并根据孔位置确定来自每个算法的对象阶段。所得相位分布显示最小的系统误差。

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