Inst. de Materiales de Misiones (IMAM-CONICET), Felix de Azara 1552, Posadas, 3300, Misiones, Argentina.
PLAPIQUI (UNS-CONICET), Camino La Carrindanga, km. 7, 8000, Bahía Blanca, Argentina.
J Food Sci. 2019 Sep;84(9):2592-2602. doi: 10.1111/1750-3841.14754. Epub 2019 Aug 20.
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.
乳酸菌和单核细胞增生李斯特菌是精神活性物质,它们可以在轻加工的水产品等食品中生长和竞争。预测微生物学是当今评估细菌在食品中的行为并预测食品腐败的主要工具之一。数学模型可用于预测细菌的生长、失活或生长概率。目前,微生物建模的努力方向是将结果外推到实验之外,以预测相互作用的微生物的生长并开发新的食品保存过程。在本工作中,提出了一种组合异质种群和准化学方法来描述细菌生长曲线不同阶段的模型。该模型应用于乳酸菌、麦芽糖明串珠菌 H-17 和两种单核细胞增生李斯特菌在生鱼提取物中的单培养和共培养情况。值得注意的是,我们的模型包括由于代谢物积累而产生的新的抑制反应,以及一个通用方程,用于在细胞的迟滞或生理适应阶段考虑化合物的影响。我们的结果表明,当曲线形状为 S 形且存在最大值时,所提出的模型可以准确地描述实验数据。此外,由于模型具有机械启发,因此参数具有生物学可解释性。