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Three-point multivariate calibration models by correlation constrained MCR-ALS: A feasibility study for quantitative
B Debus1, D O Kirsanov2, V V Panchuk2
1Institute of Chemistry, St. Petersburg State University, St. Petersburg 199034, Russia.
Correlation constrained multivariate curve resolution (CC-MCR) offers reliable quantitative analysis in complex mixtures using only three calibration samples. This method optimizes predictions iteratively, proving effective even with minimal data, unlike traditional Partial Least Squares (PLS).
Area of Science:
- Analytical Chemistry
- Chemometrics
- Spectroscopy
Background:
- Quantitative analysis of complex mixtures often relies on multivariate calibration methods like Partial Least Squares (PLS).
- PLS requires a large, representative set of calibration samples for accurate predictions, which can be costly and impractical.
- The selection of calibration samples significantly impacts the predictive accuracy of multivariate models.
Purpose of the Study:
- To evaluate Correlation Constrained Multivariate Curve Resolution (CC-MCR) as an alternative regression method for quantitative analysis in complex mixtures.
- To demonstrate the feasibility of using a minimal three-point calibration strategy with CC-MCR.
- To compare the performance of CC-MCR with traditional PLS methods when using limited calibration data.
Main Methods:
- Employed Correlation Constrained Multivariate Curve Resolution (CC-MCR) for iterative regression and optimization under constraints.
- Utilized a three-point calibration strategy, selecting samples with minimum, maximum, and average concentrations.
- Assessed the method's performance through case studies involving mixtures with interfering species.
Main Results:
- CC-MCR models provided reasonable predictions in quantitative analysis even with only three calibration samples.
- Achieved satisfactory predictions with relative errors ranging from 3-15% across various case studies.
- Demonstrated good agreement between CC-MCR predictions and results from classical PLS models built with larger datasets.
Conclusions:
- CC-MCR offers a viable and efficient alternative to traditional methods like PLS for quantitative analysis in complex mixtures.
- A three-point calibration strategy is effective for building reliable CC-MCR models, overcoming the limitation of requiring numerous calibration samples.
- CC-MCR is particularly advantageous when the number of available calibration samples is limited.
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