2015
DOI: 10.1016/j.bioelechem.2014.11.002
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A mathematical model for electrochemically active filamentous sulfide-oxidising bacteria

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Cited by 11 publications
(8 citation statements)
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“…The model proposed in this work decouples and links the hydrogen oxidation (e.g., catabolic and anabolic) with nitrogen oxides compound reduction processes (from NO À 3 to N 2 via NO À 2 , NO, and N 2 O) through the introduction of electron carriers during the electron transfer processes , to describe all potential | 979 (Gyan, Shiohira, Sato, Takeuchi, & Sato, 2006), the continued availability of Mred and Mox depends on their concomitant regeneration, which is modeled by a recirculation loop between Mred and Mox (Mred ⇌ Mox + 2e − + 2H + ), that is, a decrease in Mred being offset by an increase in Mox and vice versa, with the total amount of electron carriers (C tot ) keeping constant (S Mred + S Mox = C tot ). This approach has also been widely applied for other biological systems with electron competition (Fischer, Batstone, van Loosdrecht, & Picioreanu, 2015). Further, the model parameters have become more unified, especially electron affinity constant during denitrification (Pan et al, 2015;Sabba, Picioreanu, & Nerenberg, 2017).…”
Section: Model Developmentmentioning
confidence: 99%
“…The model proposed in this work decouples and links the hydrogen oxidation (e.g., catabolic and anabolic) with nitrogen oxides compound reduction processes (from NO À 3 to N 2 via NO À 2 , NO, and N 2 O) through the introduction of electron carriers during the electron transfer processes , to describe all potential | 979 (Gyan, Shiohira, Sato, Takeuchi, & Sato, 2006), the continued availability of Mred and Mox depends on their concomitant regeneration, which is modeled by a recirculation loop between Mred and Mox (Mred ⇌ Mox + 2e − + 2H + ), that is, a decrease in Mred being offset by an increase in Mox and vice versa, with the total amount of electron carriers (C tot ) keeping constant (S Mred + S Mox = C tot ). This approach has also been widely applied for other biological systems with electron competition (Fischer, Batstone, van Loosdrecht, & Picioreanu, 2015). Further, the model parameters have become more unified, especially electron affinity constant during denitrification (Pan et al, 2015;Sabba, Picioreanu, & Nerenberg, 2017).…”
Section: Model Developmentmentioning
confidence: 99%
“…This system has been described mathematically (Fischer et al 2015), but it highlights the need for a generic framework transposable to any system of EAM.…”
Section: Natural Systemsmentioning
confidence: 99%
“…This approach allows connection between oxidation on the metal surface coupled with reduction in the biofilm. Electron sourcing/sinking ability is determined by the redox state of an intracellular mediator M (Fischer et al, 2015), which interacts with both the metabolic pathway and the conductive biofilm according to the local thermodynamics of the system. Electron transport from metal to the microorganism is assumed to involve one homogenous transfer (metal to the cell surface) and one heterogeneous transfer (cell surface-bound oxidised cytochrome to reduced cytochrome).…”
Section: Model Description Figure 31 (A) the Reaction Model Showinmentioning
confidence: 99%
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