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傅里叶函数在分光光度分析中消除干扰的应用(理论与应用)

The use of Fourier functions to eliminate interferences in spectrophotometric analysis (theory and application).

作者信息

Wahbi A M, Abdine H, Korany M A

出版信息

Pharmazie. 1978 May;33(5):278-82.

PMID:674337
Abstract

The basic principle for the use of Fourier functions in spectrophotometric analysis is discussed. Fourier function coefficients are linearly related to concentration and are associated with relative standard deviations of less than 1%. The proper choice of function and range, number of points and the transformation of an absorption curve are discussed. New trigonometric functions are derived to correct for linear irrelevant absorption. The method is illustrated by the determination of progesterone and testosterone propionate in oily solutions without prior chromatography. The results obtained are compared with those obtained using orthogonal polynomials.

摘要

讨论了在分光光度分析中使用傅里叶函数的基本原理。傅里叶函数系数与浓度呈线性关系,且相对标准偏差小于1%。讨论了函数和范围的正确选择、点数以及吸收曲线的变换。推导了新的三角函数以校正线性无关吸收。通过在无需预先色谱分离的情况下测定油溶液中的孕酮和丙酸睾酮来说明该方法。将所得结果与使用正交多项式获得的结果进行比较。

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