Modeling growth and reduction of microorganisms in foods as functions of temperature and time.
Food safety objectives (FSOs) are established in order to minimize the risk of foodborne illnesses to consumers, but these have not yet been incorporated into regulatory policy. An FSO states the maximum frequency and/or concentration of a microbiological hazard in a food at the time of consumption that provides an acceptable level of protection to the public and leads to a performance criterion for industry. However, in order to be implemented as a regulation, this criterion has to be achievable by the affected industry. In order to determine an FSO, the steps to produce and store that food need to be known, especially where they have an impact on contamination, growth, and destruction. This article uses existing models for growth of Listeria monocytogenes in conjunction with calculations of FSOs to approximate the outcome of more than one introduction of the foodborne organism throughout the food-processing path from the farm to the consumer. Most models for the growth and reduction of foodborne illnesses are logarithmic in nature, which fits the nature of the growth of microorganisms, spanning many orders of magnitude. However, these logarithmic models are normally limited to a single introduction step and a single reduction step. The model presented as part of this research addresses more than one introduction of food contamination, each of which can be separated by a substantial amount of time. The advantage of treating the problem this way is the accommodation of multiple introductions of foodborne pathogens over a range of time durations and conditions.
McMasters
Robert L
RL
Michigan State University, Department of Mechanical Engineering, East Lansing, MI 48824, USA. mcmaste7@msu.edu
Todd
Ewen C
EC
D005511:Food Handling; D005516:Food Microbiology; D005517:Foodborne Diseases / Q000517:prevention & control; D006801:Humans; D008089:Listeria monocytogenes / Q000254:growth & development; D008954:Models, Biological; D012308:Risk Management; D012449:Safety; D013696:Temperature; D013997:Time Factors