漫反射红外光谱相对误差的浓度依赖性

Z. Krivácsy, J. Hlavay
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引用次数: 1

摘要

当K-M函数与样品浓度呈线性关系时,c≤w/w%,建立了库贝尔卡-蒙克(K-M)函数相对误差与样品浓度之间的数学模型。通过在不同样品浓度下测量3-5个平行度并计算所选吸收带的RSD,对理论模型进行了研究。分析物为石英(dave = 1.3 μm)和方解石(dave = 3.3 μm),包埋材料为KBr (dave = 9.9 μm)。模型计算结果与实验结果吻合较好。结果表明,小灵敏度吸收带的RSD可提高到±20-60%。漫反射红外傅里叶变换光谱(DRIFTS)定量分析的精度可以通过采用更灵敏的吸收波段和在一个标准浓度下的平行测量来提高
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Concentration dependence of the relative error in diffuse reflectance infrared spectrometry

A mathematical model between the relative error in the Kubelka—Munk (K—M) function and the sample concentration has been determined if the K—M function is linear with the sample concentration, c≤ w/w%. The theoretical model has been investigated by measuring 3–5 parallels at different sample concentrations and calculating the RSD for the selected absorption bands. Quartz (dave = 1.3 μm) and calcite (dave = 3.3 μm) as analytes and KBr (dave = 9.9 μm) as embedding material were used. The result of the model and the experiments were in a good agreement. It has been shown that the RSD for absorption bands with small sensitivity can increase up to ±20–60%. The precision of the quantitative analysis in diffuse reflectance infrared Fourier transform spectrometry (DRIFTS) can be improved by applying more sensitive absorption bands and parallel measurements at one standard concentration

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