1999
DOI: 10.1016/s0883-2927(99)00024-4
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Multivariate mixing and mass balance (M3) calculations, a new tool for decoding hydrogeochemical information

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Cited by 150 publications
(58 citation statements)
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“…The PCs were identified with eigen value >1.0 and factor loading matrix was calculated on the basis of the variables. The application of multivariate statistical technique assists to simplify and organize large data sets by data reduction and interpretation of the variables [29]- [31]. The multivariate statistical techniques were performed on experimental data standardized through z-scale transformation in order to avoid misclassification emerged from wide differences in the dimension of data both numerical values and variance of the variables [32] [33].…”
Section: Statistical Treatment Of Data and Multivariate Analysismentioning
confidence: 99%
“…The PCs were identified with eigen value >1.0 and factor loading matrix was calculated on the basis of the variables. The application of multivariate statistical technique assists to simplify and organize large data sets by data reduction and interpretation of the variables [29]- [31]. The multivariate statistical techniques were performed on experimental data standardized through z-scale transformation in order to avoid misclassification emerged from wide differences in the dimension of data both numerical values and variance of the variables [32] [33].…”
Section: Statistical Treatment Of Data and Multivariate Analysismentioning
confidence: 99%
“…To investigate the source of CRL groundwaters (mixing scenarios), the computer code M3 (multivariate mixing and mass-balance calculations) [49][50][51] was used to analyze and evaluate geochemical datasets of groundwater samples from the Chalk River site. The model compared the geochemistry and possible mixing relationships between end member (source) waters for each sampled borehole and interval.…”
Section: Groundwater Origin and Evolution Modelsmentioning
confidence: 99%
“…The variables and the axis are weighted in proportion to the amount of the total variance that they describe [19]. Often the first two principal components generally describe most of the information in the data set [20]. PCA results (Figure 5(a), Figure 5(b)) show that most of ions contributes significantly to the factorial axis F1.…”
Section: Nomentioning
confidence: 99%