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Least Squares Fitting of a Sinusoidal Signal and its Fourier Analysis

机译:最小二乘拟合正弦信号及其傅立叶分析

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A least squares procedure to fit irradiance measurements of a digitalized interferogram data to a sinusoidal function has been described in the literature by Greivenkamp. On the other hand, a general theory of phase stepping algorithms based on Fourier theory has been described by Freischlad and Kouliopoulos. In this paper it is shown that Greivenkamp results for a least squares procedure may be easily obtained from this Fourier theory.
机译:通过Greivenkamp在文献中描述了将数字化干涉图数据的辐照度测量适应正弦函数的辐照度测量的最小二乘过程。另一方面,基于傅里叶理论的阶段步进算法的一般理论已经由Freischlad和Kouliopoulos描述。在本文中,示出了从该傅立叶理论中容易地获得最小二乘手术的Greivenkamp结果。

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