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Multivariate Curve Resolution and Carbon Balance Constraint to Unravel FTIR Spectra from Fed-Batch Fermentation Samples
by
Vier, Dennis
, Wambach, Stefan
, Schünemann, Volker
, Gollmer, Klaus-Uwe
in
Acetic acid
/ Acids
/ Algorithms
/ alternating least squares
/ Ammonium
/ Antibiotics
/ Batch culture
/ Batch processes
/ Bioengineering
/ Biofilms
/ Calibration
/ Carbon
/ carbon mass balance constraint
/ Cell density
/ Chemical analysis
/ Decomposition
/ E coli
/ fed-batch
/ Fermentation
/ Fourier transforms
/ hybrid modelling
/ Infrared reflection
/ Infrared spectroscopy
/ Internet
/ Least squares
/ Mass balance
/ Mathematical analysis
/ Metabolism
/ multivariate curve resolution
/ Organic chemistry
/ soft constraints
/ Spectrum analysis
2017
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Multivariate Curve Resolution and Carbon Balance Constraint to Unravel FTIR Spectra from Fed-Batch Fermentation Samples
by
Vier, Dennis
, Wambach, Stefan
, Schünemann, Volker
, Gollmer, Klaus-Uwe
in
Acetic acid
/ Acids
/ Algorithms
/ alternating least squares
/ Ammonium
/ Antibiotics
/ Batch culture
/ Batch processes
/ Bioengineering
/ Biofilms
/ Calibration
/ Carbon
/ carbon mass balance constraint
/ Cell density
/ Chemical analysis
/ Decomposition
/ E coli
/ fed-batch
/ Fermentation
/ Fourier transforms
/ hybrid modelling
/ Infrared reflection
/ Infrared spectroscopy
/ Internet
/ Least squares
/ Mass balance
/ Mathematical analysis
/ Metabolism
/ multivariate curve resolution
/ Organic chemistry
/ soft constraints
/ Spectrum analysis
2017
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Multivariate Curve Resolution and Carbon Balance Constraint to Unravel FTIR Spectra from Fed-Batch Fermentation Samples
by
Vier, Dennis
, Wambach, Stefan
, Schünemann, Volker
, Gollmer, Klaus-Uwe
in
Acetic acid
/ Acids
/ Algorithms
/ alternating least squares
/ Ammonium
/ Antibiotics
/ Batch culture
/ Batch processes
/ Bioengineering
/ Biofilms
/ Calibration
/ Carbon
/ carbon mass balance constraint
/ Cell density
/ Chemical analysis
/ Decomposition
/ E coli
/ fed-batch
/ Fermentation
/ Fourier transforms
/ hybrid modelling
/ Infrared reflection
/ Infrared spectroscopy
/ Internet
/ Least squares
/ Mass balance
/ Mathematical analysis
/ Metabolism
/ multivariate curve resolution
/ Organic chemistry
/ soft constraints
/ Spectrum analysis
2017
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Multivariate Curve Resolution and Carbon Balance Constraint to Unravel FTIR Spectra from Fed-Batch Fermentation Samples
Journal Article
Multivariate Curve Resolution and Carbon Balance Constraint to Unravel FTIR Spectra from Fed-Batch Fermentation Samples
2017
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Overview
The current work investigates the capability of a tailored multivariate curve resolution–alternating least squares (MCR-ALS) algorithm to analyse glucose, phosphate, ammonium and acetate dynamics simultaneously in an E. coli BL21 fed-batch fermentation. The high-cell-density (HCDC) process is monitored by ex situ online attenuated total reflection (ATR) Fourier transform infrared (FTIR) spectroscopy and several in situ online process sensors. This approach efficiently utilises automatically generated process data to reduce the time and cost consuming reference measurement effort for multivariate calibration. To determine metabolite concentrations with accuracies between ±0.19 and ±0.96·gL−l, the presented utilisation needs primarily—besides online sensor measurements—single FTIR measurements for each of the components of interest. The ambiguities in alternating least squares solutions for concentration estimation are reduced by the insertion of analytical process knowledge primarily in the form of elementary carbon mass balances. Thus, in this way, the established idea of mass balance constraints in MCR combines with the consistency check of measured data by carbon balances, as commonly applied in bioprocess engineering. The constraints are calculated based on online process data and theoretical assumptions. This increased calculation effort is able to replace, to a large extent, the need for manually conducted quantitative chemical analysis, leads to good estimations of concentration profiles and a better process understanding.
Publisher
MDPI AG,MDPI
Subject
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