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Tidal analysis on a spreadsheet

机译:电子表格上的潮汐分析

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A harmonic analysis of the tides combines astronomical data, Fourier transformation, and nonlinear least-squares analysis. Fourier transformation is used to display the power spectrum of the initial data and, during the subsequent refinement stages of the analysis, of the remaining residuals. Because only a relatively small sample is used, the frequency resolution of the Fourier transformation is insufficient to determine the precise frequencies involved, which are instead taken from astronomical data. The actual fitting of successive terms, in order of decreasing importance, is accomplished with nonlinear least squares. Because both Fourier transformation and nonlinear least-squares fitting are readily automated on a spreadsheet, the amount of computational effort required for this analysis is minimal. (C) 2004 American Association of Physics Teachers.
机译:潮汐的谐波分析结合了天文数据,傅立叶变换和非线性最小二乘分析。傅立叶变换用于显示初始数据的功率谱,并在随后的分析细化阶段显示剩余的残差。由于仅使用相对较小的样本,因此傅立叶变换的频率分辨率不足以确定所涉及的精确频率,而这些精确频率取自天文数据。按照重要性递减的顺序,连续项的实际拟合是使用非线性最小二乘法完成的。由于傅立叶变换和非线性最小二乘拟合均可在电子表格上轻松实现,因此该分析所需的计算量很小。 (C)2004年美国物理教师协会。

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