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Mechanistically Inspired Kinetic Approach to Describe Interactions During Co‐Culture Growth of Carnobacterium maltaromaticum and Listeria monocytogenes
Author(s) -
Pedrozo Hector A.,
Dallagnol Andrea M.,
Vignolo Graciela M.,
Pucciarelli Amada B.,
Schvezov Carlos E.
Publication year - 2019
Publication title -
journal of food science
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.772
H-Index - 150
eISSN - 1750-3841
pISSN - 0022-1147
DOI - 10.1111/1750-3841.14754
Subject(s) - listeria monocytogenes , bacteria , bacterial growth , lactic acid , biology , food spoilage , population , growth curve (statistics) , biochemical engineering , biological system , food science , microorganism , interpretability , listeria , microbiology and biotechnology , computer science , mathematics , artificial intelligence , genetics , demography , sociology , engineering , econometrics
Lactic acid bacteria and Listeria monocytogenes are psychotropic organisms that can grow and compete in food such as lightly preserved fishery products. Predictive microbiology is nowadays one of the leading tools to assess the behavior of bacteria in food and to predict food spoilage. Mathematical models can be used to predict the growth, inactivation or growth probability of bacteria. Currently, the efforts in microbial modeling are oriented towards extrapolation of results beyond experiments in order to predict the growth of interacting microorganisms and develop new food preservation processes. In the present work, a model combining both heterogeneous population and quasi‐chemical approaches to describe the different phases of the bacterial growth curve is presented. The model was applied to both monoculture and co‐culture cases of lactic acid bacteria, Carnobacterium maltaromaticum H‐17, and two Listeria monocytogenes strains in a raw fish extract. It is a highlight that our model includes novel inhibition reactions due to the accumulation of metabolites, and a general equation to take into account the effect of chemical compounds during the lag or physiological adaptation phase of the cells. Our results show that the proposed model can accurately describe the experimental data when the curve shape is a sigmoid, and when it presents a maximum. Besides, the parameters have biological interpretability since the model is mechanistically inspired.