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Extended monod equation


, : Extended monod equation. Biotechnology and Bioengineering 18(12): 1827-1831

Further tests on an equation describing microbial cell growth are reported. Proteus vulgaris is grown on media containing glucose as the sole C source, citrate as the sole C source and then mixtures of glucose and citrate.

Accession: 005432631

PMID: 791389

DOI: 10.1002/bit.260181217

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Related references

George T.T.ao; Thor P.H.nson, 1975: Extended monod equation for batch cultures with multiple exponential phases. Biotechnology and Bioengineering 17(11): 1591-1598

Robinson J.A.; Tiedje J.M., 1983: Estimation of monod growth parameters from hydrogen depletion progress curves for sulfate reducing and methanogenic bacteria using the integrated monod equation. Abstracts of the Annual Meeting of the American Society for Microbiology 83: I160

Merchuk, J.C.; Asenjo, J.A., 1995: The Monod equation and mass transfer. An alternative interpretation of the growth rate-substrate concentration dependence is presented. This is based on the assumption that the main factors affecting growth rate are transfer of substrate from the medium and the maximum growth velocity...

Caldwell D.E.; Lawrence J.R.; Zhang L., 1989: An alternative to the monod growth equation. Abstracts of the Annual Meeting of the American Society for Microbiology 89: 238

Liu, Y.; Lin, Y-Mei.; Yang, S-Fang., 2003: A thermodynamic interpretation of the Monod equation. The Monod equation for microbial growth is purely empirical, and the theoretical basis of this model stays unclear. Similar to any chemical reactions, overall microbial growth process is dependent upon the changes in free energy. This study showed...

Liu, Y., 2006: Overview of some theoretical approaches for derivation of the Monod equation. The Monod equation has been widely applied to describe microbial growth, but it has no mechanistic basis and is purely empirical. Extensive efforts have been dedicated to develop theoretical approaches for derivation of the Monod equation, which c...

Levenspiel O., 1980: The monod equation a revisit and a generalization to product inhibition situations. This paper shows how to treat the substrate-limiting Monod equation in a straightforward manner for different types of fermentors (plug-flow, batch and mixed-flow) using the general language of chemical reaction engineering. Straight-line plots ar...

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Ricard, J., 2003: Proceeding of the colloquium organized by the Institute Jacques-Monod and supported by the French Academy of Sciences, held at the Institut Jacques-Monod Paris on 11 and 12 June 2002 Compte rendu du colloque organise par lInstitut Jacques-Monod et parraine par lAcademie des Sciences, qui sest tenu a lInstitut Jacques-Monod les 11 et 12 juin 2002. Comptes Rendus Biologies. Fevrier; 3262: 131-252

Bethke Craig M.; Jin Qusheng, 2000: Numerical models of microbial reaction in the geochemical environment; beyond Monod's equation. We present numerical models of how microbial metabolisms interact in groundwater flow regimes with each other and with the geochemical environment. Preparing such models is a special challenge, because the calculations require as input parameters...