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Msmls library of standards

Manufactured by Merck Group

The MSMLS Library of Standards is a collection of reference materials used in analytical laboratories. It provides a set of well-characterized samples that can be used to calibrate and validate analytical equipment and methods. The library includes a variety of standard materials with known compositions and properties, which can be used to ensure the accuracy and reliability of laboratory measurements.

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2 protocols using msmls library of standards

1

Metabolomic Data Processing Pipeline

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Run alignment, peak picking, adduct deconvolution and feature annotation were sequentially performed on Progenesis QI v2.3 (Nonlinear Dynamics, Waters, Newcastle upon Tyne, UK). Detected peaks were annotated with regard to a set of pure reference standards (MSMLS Library of Standards, Sigma-Aldrich) measured under the experimental conditions described previously (Pezzatti et al., 2019b (link)). The following tolerances were used: 2.5 ppm for precursor and fragment mass, 10% for retention time (Rt), and 5% in the case of collisional cross section (CCS). Data processing was achieved by SUPreMe, which is in-house software with capabilities for drift correction, noise filtering and sample normalization. Finally, data were transferred to SIMCA-P 15.0 software (Umetrics, Umea, Sweden) for multi-variate analysis (MVA).
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2

Metabolomic Data Preprocessing Protocol

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Chromatogram alignment, peak picking, adduct deconvolution, and feature annotation were sequentially performed on Progenesis QI v2.3 (Nonlinear Dynamics, Waters, Newcastle upon Tyne, UK). The following tolerances were used for feature annotation with regard to a set of pure reference standards (MSMLS Library of Standards, Sigma-Aldrich) measured in the same instrument: 2.5 ppm for precursor and fragment mass, 10% for Rt, and 5% in the case of CCS. Data pretreatment was performed with SUPreMe, an in-house software with capabilities for drift correction, noise filtering, and sample normalization. Finally, data were transferred to SIMCA-P 15.0 software (Umetrics, Umea, Sweden) to perform Principal Component Analysis (PCA). AMOPLS analysis was conducted after unit variance scaling as previously described [42 (link)] under the MATLAB® 8 environment (The MathWorks, Natick, MA, USA). A series of 104 random permutations was performed to validate the AMOPLS model and assess the statistical significance of the effects.
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