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首页> 外文期刊>Analytica chimica acta >Multivaiate versus univariate calibration for nonlinear cheminescence data Application to chromium determination by luminol-hydrogen peroxide reaction
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Multivaiate versus univariate calibration for nonlinear cheminescence data Application to chromium determination by luminol-hydrogen peroxide reaction

机译:非线性化学发光数据的多变量与单变量校正在通过鲁米诺-过氧化氢反应测定铬中的应用

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摘要

Multivariate calibration is tested as an alternative to model chromium(III) concentration versus chemiluminescence registers obtained from luminol-hydrogen peroxide reaction. The multivariate calibration approaches included have been: conventional linear methods (principal component regression (PCR) and partial least squares (PLS)), nonlinear methods (nonlinear variants and variants of locally weighted regression) and linear methods combined with variable selection performed in the original or in the transformed data (stepwise multiple linear regression procedure). Both the direct and inverse univariate approaches have been also tested. The use of a double logarithmic transformation previous to the linear regression has been also evaluated. A new double logarithmic transformation previous to the linear regression is proposed in order to avoid the effect of the noise in the calibration model. Pre-processing, optimization and prediction ability of the multivariate calibration models has been studied at nine different experimental conditions including batch and FIA measurements. Box-plots, PCA and cluster analysis have been employed to test the prediction ability of the different models tested. Nonlinear PCR and nonlinear PLS provide the best results. Real samples have been analyzed and compared with the reference method. The results confirm the successful use of the proposed methodology.
机译:测试了多变量校准,以替代模型铬(III)浓度与从鲁米诺-过氧化氢反应获得的化学发光记录之间的关系。包括的多元校准方法包括:常规线性方法(主要成分回归(PCR)和偏最小二乘(PLS)),非线性方法(非线性变量和局部加权回归变量)和线性方法结合原始方法中的变量选择或在转换后的数据中(逐步多元线性回归程序)。直接和逆单变量方法也都经过测试。还评估了线性回归之前使用双对数变换的情况。为了避免噪声对校准模型的影响,提出了线性回归之前的新的双对数变换。在9种不同的实验条件下,包括批次和FIA测量,研究了多元校准模型的预处理,优化和预测能力。箱线图,PCA和聚类分析已被用来测试不同测试模型的预测能力。非线性PCR和非线性PLS可提供最佳结果。已对真实样品进行了分析,并与参考方法进行了比较。结果证实了所提出方法的成功使用。

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