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Study on the effect of spectral difference coefficient on the precision of quantitative spectral analysis

机译:光谱差系数对定量光谱分析精度影响的研究

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Due to noise, spectral multicollinearity (or overlapping) between an analyte and interferents seriously influences the precision of quantitative spectral analysis for the analyte in a multicomponent mixture. Removing the effects of the interferents is crucial to improving the precision of analysis. In order to allow the process to be more targeted, in this paper, the influence mechanism of the interferents is explored. Firstly, a spectral difference coefficient was proposed as the index that measured the degree of the spectral multicollinearity between the analyte and the interferents, then through simulations, the effectiveness and feasibility of the spectral difference coefficient were verified and the relation between it and analysis precision was investigated. The results showed that effects of the interferents on analysis precision related exclusively to spectral multicollinearity between them and the analyte, i.e., the spectral difference coefficient, and not to their number or shape of their spectra. The RMSEP (Root Mean Square Error of Prediction) was decreased by half when the spectral difference coefficient doubled. Moreover, the spectral difference coefficient was proved to be independent of the noise intensity, sensitivity of the analyte and the number of modeling wavelengths in affecting the analysis precision, which was more evident for the universal validity of the relation and offered the possibility of combining these factors together to improve the analysis precision by weighing their respective effects on the analysis precision. Thus, a new wavelength selection method based on the influence mechanisms of different factors was proposed. Finally, actual quantitative analysis of the ethanol in the ethanol-water solution was conducted, compared with full spectra and the other promising variable selection method, synergy interval PLS (siPLS); this new wavelength selection method showed better prediction ability. The study is helpful to understand the influence mechanism of interferents on model precision and so help to reduce their influence accordingly.
机译:由于噪声,分析物和干扰物之间的光谱多重共线性(或重叠)会严重影响多组分混合物中分析物的定量光谱分析精度。消除干扰物的影响对于提高分析精度至关重要。为了使过程更具针对性,本文探讨了干扰物的影响机理。首先提出了一种谱差系数作为衡量分析物与干扰物之间光谱多重共线性程度的指标,然后通过仿真验证了该谱差系数的有效性和可行性,并确定了其与分析精度的关系。调查。结果表明,干扰物对分析精度的影响仅与它们和分析物之间的光谱多重共线性有关,即光谱差系数,而不与它们的数目或光谱形状有关。当谱差系数加倍时,RMSEP(预测的均方根误差)减小了一半。而且,光谱差异系数被证明与噪声强度,分析物的灵敏度和建模波长的数量无关,这对分析精度有影响,这对于该关系的普遍有效性更加明显,并提供了将它们组合的可能性权衡各个因素对分析精度的影响,共同提高分析精度。因此,提出了一种基于不同因素影响机理的波长选择方法。最后,对乙醇-水溶液中的乙醇进行了实际定量分析,并与全光谱和其他有前景的变量选择方法-协同区间PLS(siPLS)进行了比较。这种新的波长选择方法显示出更好的预测能力。该研究有助于理解干扰物对模型精度的影响机理,从而有助于减少其影响。

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