Mathematical modelling of the heat resistance of Listeria monocytogenes

The heat resistance of Listeria monocytogenes phagovar 2389/2425/3274/2671/47/108/340 (1992 French outbreak strain) in broth was studied at 55, 60 and 65 °C. Experiments were carried out on bacterial cultures in three different physiological states: cultures at the end of the log phase, cultures heat-shocked at 42 °C for 1 h, and subcultures of cells resistant to prolonged heating. Survivor curves were better fitted using a sigmoidal equation than the classical log-linear model. This approach was justified by the existence of heat resistance distributions within the bacterial populations. Peaks (log₁₀ of heating time) of heat resistance distributions of untreated, heat-shocked, and selected cultures at 55, 60 and 65 °C were 0·34, −0·90 and −1·84 min, 0·74, −0·51 and −1·24 min, and 0·17, −0·94 and−1·45 min, respectively. The widths of the distributions are proportional to 0·29, 0·36and 0·41 min^0·5, 0·26, 0·36 and 0·41 min^0·5, and 0·34, 0·44 and 0·41 min^0·5. An increase in thethermal tolerance could then be induced by sublethal heat shock or by selection of heatresistant cells.