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化学计量学在单步和连续提取分析中的作用:综述。第二部分。聚类分析、多元线性回归、混合物解析、实验设计和其他技术。

The role of chemometrics in single and sequential extraction assays: a review. Part II. Cluster analysis, multiple linear regression, mixture resolution, experimental design and other techniques.

机构信息

Department of Analytical Chemistry, University of Torino, Via Giuria 5, 10125 Torino, Italy.

出版信息

Anal Chim Acta. 2011 Mar 4;688(2):122-39. doi: 10.1016/j.aca.2010.12.028. Epub 2010 Dec 23.

DOI:10.1016/j.aca.2010.12.028
PMID:21334477
Abstract

Single and sequential extraction procedures are used for studying element mobility and availability in solid matrices, like soils, sediments, sludge, and airborne particulate matter. In the first part of this review we reported an overview on these procedures and described the applications of chemometric uni- and bivariate techniques and of multivariate pattern recognition techniques based on variable reduction to the experimental results obtained. The second part of the review deals with the use of chemometrics not only for the visualization and interpretation of data, but also for the investigation of the effects of experimental conditions on the response, the optimization of their values and the calculation of element fractionation. We will describe the principles of the multivariate chemometric techniques considered, the aims for which they were applied and the key findings obtained. The following topics will be critically addressed: pattern recognition by cluster analysis (CA), linear discriminant analysis (LDA) and other less common techniques; modelling by multiple linear regression (MLR); investigation of spatial distribution of variables by geostatistics; calculation of fractionation patterns by a mixture resolution method (Chemometric Identification of Substrates and Element Distributions, CISED); optimization and characterization of extraction procedures by experimental design; other multivariate techniques less commonly applied.

摘要

单级和连续提取程序用于研究固体基质(如土壤、沉积物、污泥和空气颗粒物)中元素的迁移性和有效性。在这篇综述的第一部分,我们对这些程序进行了概述,并描述了化学计量学单变量和双变量技术以及基于变量减少的多元模式识别技术在实验结果中的应用。综述的第二部分涉及化学计量学的应用,不仅用于数据的可视化和解释,还用于研究实验条件对响应的影响、优化其值和计算元素分馏。我们将描述所考虑的多元化学计量技术的原理、应用目的和获得的主要发现。以下主题将受到严格审查:通过聚类分析 (CA)、线性判别分析 (LDA) 和其他较少使用的技术进行模式识别;通过多元线性回归 (MLR) 进行建模;通过地质统计学研究变量的空间分布;通过混合分辨率方法(化学计量识别基质和元素分布,CISED)计算分馏模式;通过实验设计优化和表征提取程序;其他较少应用的多元技术。

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