2016
DOI: 10.2166/wpt.2016.069
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Corrections for matrix effects on fluorescence measurement of a multi-platform optical sensor

Abstract: The LEDIF (LED-induced fluorescence) is an in situ optical instrument that utilizes fluorescence, absorbance, and scattering to identify and quantify substances in water bodies. In this study, matrix effects on fluorescence signals caused by inner filtering, temperature, intramolecular deactivation, turbidity, and pH were investigated, and compensation equations developed to correct measured values and improve accuracy. Multiple simultaneous matrix effect corrections were demonstrated with a laboratory sample … Show more

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Cited by 6 publications
(6 citation statements)
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“…The absorptivity for 523 nm excitation and the 580 nm emission wavelengths was computed as 2.0719 × 10 −7 and 1.9743 × 10 −7 (cells/mL) −1 ·cm −1 , with excitation and emission optical path lengths of 8.7 and 9 mm, respectively {Beer-Lambert [17] equation, A= εlC was used, where A is absorbance (absorbance unit), ε represents absorptivity, l denotes optical path length, and C is the concentration}. The inner-filtering effect was then corrected {[15] equation, Icorr=Iobsantilog10false[(ODex)l,corr+(ODem)l,corrfalse] was used, where Icorr and Iobs are the corrected and observed fluorescence peak intensities, respectively, antilog10 denotes antilog base 10, and (ODex)l,corr and (ODem)l,corr represent the path-length-corrected excitation and emission optical densities, respectively}. By taking the ratio of the fluorescence peak intensity of phycoerythrin over phycocyanin at each cell concentration, a scaling factor (Sβ) can be derived, allowing the prediction of unknown phycocyanin peak intensity from known phycoerythrin peak intensity of Porp.…”
Section: Resultsmentioning
confidence: 99%
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“…The absorptivity for 523 nm excitation and the 580 nm emission wavelengths was computed as 2.0719 × 10 −7 and 1.9743 × 10 −7 (cells/mL) −1 ·cm −1 , with excitation and emission optical path lengths of 8.7 and 9 mm, respectively {Beer-Lambert [17] equation, A= εlC was used, where A is absorbance (absorbance unit), ε represents absorptivity, l denotes optical path length, and C is the concentration}. The inner-filtering effect was then corrected {[15] equation, Icorr=Iobsantilog10false[(ODex)l,corr+(ODem)l,corrfalse] was used, where Icorr and Iobs are the corrected and observed fluorescence peak intensities, respectively, antilog10 denotes antilog base 10, and (ODex)l,corr and (ODem)l,corr represent the path-length-corrected excitation and emission optical densities, respectively}. By taking the ratio of the fluorescence peak intensity of phycoerythrin over phycocyanin at each cell concentration, a scaling factor (Sβ) can be derived, allowing the prediction of unknown phycocyanin peak intensity from known phycoerythrin peak intensity of Porp.…”
Section: Resultsmentioning
confidence: 99%
“…The qualification (i.e., characterization) of the LEDIF’s spectrometer has been described by [ 15 ]. Figure 2 a shows the measured center wavelength and full width at half maximum (FWHM) bandwidth of the six excitation sources instrumented in the LEDIF for this work.…”
Section: Resultsmentioning
confidence: 99%
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