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Dried dandelion plant was purchased from a local pharmacy, and stored in sealed light resistant packaging at 4 °C before use. Formic acid, deuterium oxide for infrared spectrum and three-dimensional fluorescence spectrum were of chromatographic grade and obtained from Shanghai Maclin Biochemical Co., Ltd. (Shanghai, China). Deionized water used to prepare solutions was 18 MΩ and purified using an ultra-pure water system.
Preparation of dandelion tissue extracts
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Different dandelion tissue extracts were prepared according to previous research literature[23]. The roots, stems, flowers and leaves of the whole dried dandelion were cut out and oven-dried separately at 60 °C until the dry weight was constant. The same tissues from different plants were milled, and the resulting particles were mixed and screened using a 60-mesh sieve. Six grams of root, stem, flower and leaf powder was mixed with 60 mL of 1‰ formic acid water solution separately, and vortexed at 20 °C for 2 h. After centrifugation at 8,000 r/min for 15 min, the supernatants of different dandelion tissues were taken and filtered through a 0.22 μm nylon filter to yield the crude extract, and all the processed extracts were stored at 4 °C in the dark.
Fourier transform infrared spectroscopy acquisition
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The obtained tissue extracts were freeze-dried, 0.4 g of the samples were dissolved in 5 mL of deuterium oxide, then filtered with a needle filter of 0.22 μm before testing. About 3 mL of liquid was placed in a diamond ATR module, and the FTIR spectrum was collected by Bruker Tensor 27 Fourier Infrared spectrometer. Instrument parameters were set as follows: the wavelength range was 4,000−400 cm−1, with a spectrum resolution of 1 cm−1, the scan number was set as 32, the temperature was 25 °C, and the spectrum of deuterium oxide was used as the blank sample[15, 16].
Principal component analysis
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The principal component analysis was performed in the window between 3,900 and 400 cm−1. Baseline were first corrected for all samples, then the spectra were normalized (all spectra were centered on the mean, and the mean absorbance was calculated and then subtracted from the spectrum. The FTIR spectra were scaled to make the sum squared deviation over the indicated wavelengths equal one.) and smoothed with polynomial 2nd order using the Savitzky-Golay-algorithm[24]. Then the covariance matrix of normalized spectra was computed to identify the variables with respect to others. The eigenvectors and eigenvalues of the covariance matrix were calculated and ordered by eigenvectors values in descending order, to determine the proper principal components in order of significance. Recast the data along the axes of principal components using the eigenvectors of the covariance matrix, which could be done by multiplying the transpose of the original data set[25].
PCA was used to decompose the data matrix, and covariance data matrices were used to calculate the principal components (PCs). The principal components of PC1 to PC3, and their corresponding PC loadings were calculated. The PCA analysis was conveyed by the additional automatic application following the above steps, and the results were illustrated using the software of Origin 9.0 (Origin Lab, Northampton, USA).
Three-dimensional fluorescence spectrum acquisition
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The processed extracts of root, stem, flower and leaf obtained from whole dried dandelion were diluted 20 times to obtain the tested liquid for three-dimensional fluorescence spectrum measurement. The fluorescence analysis was performed using the PerkinElmerLS55 system with 1 cm quartz colorimeter, the device was validated with deionized water, the Raman and Rayleigh peaks were measured and used to correct the original spectrum. Then the tested extracts of different tissues were placed at the excitation wavelength of 200−400 nm and the emission wavelength of 220−600 nm to obtain the three-dimensional fluorescence spectrum. The excitation interval was set at 10 nm, the voltage was set as 700 V, and the excitation and emission slit width were both 20 nm.
Parallel factor analysis
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Parallel factor analysis statistically decomposes the three-dimensional fluorescence spectrum into individual fluorescence components and a residual matrix. The individual fluorescence components are directly proportional to the component concentration in the sample and could be converted into actual concentration when the excitation and emission of each component are known[19, 26].
$ {\mathrm{x}}_{\mathrm{i}\mathrm{j}\mathrm{k}}=\sum _{\mathrm{n}=1}^{\mathrm{F}}{\mathrm{a}}_{\mathrm{i}\mathrm{n}}{\mathrm{b}}_{\mathrm{j}\mathrm{n}}{\mathrm{c}}_{\mathrm{k}\mathrm{n}}+{\mathrm{\varepsilon }}_{\mathrm{i}\mathrm{j}\mathrm{k}} $ where, xijk is the fluorescence intensity of the ith dandelion extraction at the kth excitation and jth emission wavelength, ain is directly proportional to the concentration of the nth fluorophore in the ith sample, bjn and ckn are estimates of emission and excitation spectra of nth fluorophore at wavelength j and k. F is the number of components, and εijk is the residual matrix.
In this paper, the PARAFAC analysis was conveyed using the N-way program[26] following the steps of blank spectrum subtracting, outliers removed, limiting the Raman scattering, data normalization, and parallel factor analysis model establishing using the inner automatic functions. After subtracting deuterium oxide spectrum manually, and loading the total three-dimensional fluorescence spectrum containing 379 × 21 intensity readings, the program first eliminated Rayleigh and Raman scattering peaks of each scan centered on the respective scattering peak by excising portions (10 and 20 nm at each excitation wavelength). The PARAFAC model was then established with default PARAFAC constraints, no negative values in concentration, emission and excitation wavelength were applied to process the data. The PARAFAC model was tested from one to five component by means of fitting values, core consistency, and split-half quality calculation. Samples with high leverage (the elements on the diagonal of the hat matrix of the score matrix) or high sum-squared residual were removed until no samples were assessed as outliers by default set, and the PARAFAC model of proper component number was identified.
Statistical analysis
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All the tissue extracts of dandelion root, stem, flower and leaf for FTIR, and three-dimensional fluorescence spectrum acquisition were repeated three times, and the data were expressed as mean ± standard deviation. The PCA analysis was carried out using the additional application in the software of Origin 9.0, and the PARAFAC analysis was conveyed by the N-ways program.
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All data generated or analyzed during this study are included in this published article.
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About this article
Cite this article
Li G, Zou H, Chen Y. 2023. Discrimination capacity analysis of FTIR-PCA and EEM-PARAFAC on dandelion tissues extracts. Food Innovation and Advances 2(4):247−254 doi: 10.48130/FIA-2023-0026
Discrimination capacity analysis of FTIR-PCA and EEM-PARAFAC on dandelion tissues extracts
- Received: 19 May 2023
- Accepted: 08 September 2023
- Published online: 25 October 2023
Abstract: Dandelion root contains triterpenoids, polyphenols and flavonoids, dandelion leaf is rich in polyphenols, flavonoids, flavonoids glycosides, and dandelion flower mainly contains flavonoids, among other substances. These different substance content leads to specific benefits and function effects of each part. Fourier transform infrared spectroscopy, three-dimensional fluorescence spectroscopy and related multivariate statistical methods are widely used to determine sample characteristics, but limited research focuses on the substance difference and characteristics in dandelion tissues. In this paper, Fourier transform infrared spectra-principal component analysis and three-dimensional fluorescence spectroscopy-parallel factor analysis were conveyed to analyze dandelion stem, leaf, root and flower tissue extracts, for determining the substance species and content difference among dandelion tissues and evaluating the discrimination capacity of these analysis methods. The Fourier transform infrared spectroscopy of root was distinct from others, and the two principal component models could distinguish dandelion stem and flower, but failed to differentiate leaf and root; while the excitation and emission matrix showed that stem and flower, leaf and root had similar intensity band distribution but different fluorescence intensity, and the parallel factor analysis results proved that one- and three-component models cannot differentiate the tissues of stem and flower, leaf and root, since the fluorescent compounds (polyphenol, flavonoid etc.) structure and content were similar in different tissues. These results indicated that Fourier transform infrared-principal component analysis might be a useful method when various fluorescent compounds exist.