Method for microbiological quasi-chemical kinetics growth-death modeling in food
First Claim
1. A method for determining the safety and shelf-life of a storable food product for consumption using a microbiological Quasi-chemical kinetics growth-death tailing model based on differential equations, comprising:
- collecting, over time, from a microbial population within a storable food product, a plurality of samples;
inputting, into a computer comprising a microprocessor executing instructions stored on the computer, a plurality of time-dependent microbial data from the plurality of samples, the plurality of time-dependent microbial data comprising a plurality of pairs of microbial counts with respect to time;
modeling a storable food product composition, said modeling comprising;
inputting, into the computer, experimentally measured data pair vectors comprising time (td) vector and corresponding population count (xd) vector;
inputting, into the computer, initial values of rate constant estimates comprising a k-vector of at least six numerical values (k1, k2, k3, k4, k5, k6 . . . kn);
storing each of the td vector, xd vector and k-vector values in memory of the computer for use in a Quasi-chemical kinetics growth-death-tailing model wherein the model is defined by five rate equations derived from a hypothetical mechanism of reaction steps of biochemical processes;
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Abstract
A food safety management tool that utilizes a mathematical model based on differential equations that is generalized for describing the continuous growth-death kinetics of microbial populations in foodstuffs. The method is used to provide a way to control target microorganisms when designing product formulations of minimally processed foodstuffs or when processing foods with high pressures, temperatures, or other lethal agents to achieve effective pasteurization, disinfection, or sterilization of foodstuffs, and includes the use of model parameters to predict food formulations to inhibit the growth of microorganisms and the processing times needed to reduce microbial hazards to levels that ensure consumer safety.
12 Citations
17 Claims
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1. A method for determining the safety and shelf-life of a storable food product for consumption using a microbiological Quasi-chemical kinetics growth-death tailing model based on differential equations, comprising:
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collecting, over time, from a microbial population within a storable food product, a plurality of samples; inputting, into a computer comprising a microprocessor executing instructions stored on the computer, a plurality of time-dependent microbial data from the plurality of samples, the plurality of time-dependent microbial data comprising a plurality of pairs of microbial counts with respect to time; modeling a storable food product composition, said modeling comprising; inputting, into the computer, experimentally measured data pair vectors comprising time (td) vector and corresponding population count (xd) vector; inputting, into the computer, initial values of rate constant estimates comprising a k-vector of at least six numerical values (k1, k2, k3, k4, k5, k6 . . . kn); storing each of the td vector, xd vector and k-vector values in memory of the computer for use in a Quasi-chemical kinetics growth-death-tailing model wherein the model is defined by five rate equations derived from a hypothetical mechanism of reaction steps of biochemical processes; - View Dependent Claims (2, 3, 4, 5, 6, 7, 8)
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9. A method for determining whether a storable food product is safe for consumption using a model that predicts microbial growth or processing conditions to ensure microbial destruction and assure consumer safety, comprising:
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inputting, into a computer comprising a microprocessor executing instructions stored on the computer, a plurality of time-dependent microbial data from a plurality of samples collected over time from a microbial population within a stored product, the plurality of time-dependent microbial data comprising a plurality of pairs of microbial counts with respect to time; Inputting, into the computer, experimentally measured data pair vectors comprising time (td) vector and corresponding population count (xd) vector; Inputting, into the computer, initial values of rate constant estimates comprising a k-vector of at least six numerical values (k1, k2, k3, k4, k5, k6 . . . kn); storing each of the td vector, xd vector and k-vector values in memory of the computer for use in a Quasi-chemical kinetics growth-death-tailing model wherein the model is defined by five rate equations derived from a hypothetical mechanism of reaction steps of biochemical processes; - View Dependent Claims (10, 11, 12, 13, 14, 15, 16, 17)
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Specification