Euler-Lagrange computational fluid dynamics for (bio)reactor scale down

An analysis of organism lifelines

Journal Article (2016)
Author(s)

Cees Haringa (TU Delft - ChemE/Transport Phenomena)

Wenjun Tang (East China University of Science and Technology)

Amit T. Deshmukh (DSM)

Jianye Xia (East China University of Science and Technology)

Matthias Reuss (University of Stuttgart)

J.J. Heijnen (TU Delft - OLD BT/Cell Systems Engineering)

H.J. Noorman (TU Delft - BT/Bioprocess Engineering)

R. F. Mudde (DSM, TU Delft - ChemE/Transport Phenomena)

Research Group
ChemE/Transport Phenomena
DOI related publication
https://doi.org/10.1002/elsc.201600061
More Info
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Publication Year
2016
Language
English
Related content
Research Group
ChemE/Transport Phenomena
Issue number
7
Volume number
16
Pages (from-to)
652-663
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Abstract

The trajectories, referred to as lifelines, of individual microorganisms in an industrial scale fermentor under substrate limiting conditions were studied using an Euler-Lagrange computational fluid dynamics approach. The metabolic response to substrate concentration variations along these lifelines provides deep insight in the dynamic environment inside a large-scale fermentor, from the point of view of the microorganisms themselves. We present a novel methodology to evaluate this metabolic response, based on transitions between metabolic “regimes” that can provide a comprehensive statistical insight in the environmental fluctuations experienced by microorganisms inside an industrial bioreactor. These statistics provide the groundwork for the design of representative scale-down simulators, mimicking substrate variations experimentally. To focus on the methodology we use an industrial fermentation of Penicillium chrysogenum in a simplified representation, dealing with only glucose gradients, single-phase hydrodynamics, and assuming no limitation in oxygen supply, but reasonably capturing the relevant timescales. Nevertheless, the methodology provides useful insight in the relation between flow and component fluctuation timescales that are expected to hold in physically more thorough simulations. Microorganisms experience substrate fluctuations at timescales of seconds, in the order of magnitude of the global circulation time. Such rapid fluctuations should be replicated in truly industrially representative scale-down simulators.