Growth Estimation Part MODEL 1. Overview of the E. coli O157:H7 Food Safety
Two-Dimensional Probabilistic Risk Assessment Model 1513
E. coli O157:H7 organisms are estimated to be re-
sponsible for some 73,500 cases of infection, 2,150 hospitalizations, and 61 deaths in the United States
each year.
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The model has a two-dimensional prob- abilistic framework and typical characteristics of
MFSPR models.
2. MODEL 2.1. Overview of the E. coli O157:H7 Food Safety
Process Risk Model
The U.S. Department of Agriculture conducted a farm-to-table risk assessment to evaluate the pub-
lic health impact from E. coli O157:H7 in ground beef.
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The E. coli O157:H7 risk assessment includes hazard identification, exposure assessment, hazard
characterization, and risk characterization steps. The exposure assessment step consists of three major
modules: 1 production; 2 slaughter; and 3 prepa- ration. The preparation module consists of three
parts: 1 growth estimation; 2 cooking effect; and 3 serving contamination. The exposure assessment
is based upon a probabilistic approach for model- ing the prevalence and the concentration of the E.
coli
pathogen in live cattle, carcasses, beef trim, and a single serving of cooked ground beef. The model
is implemented in Microsoft Excel using Risk as an add-in for defining probability distributions for
inputs.
The E. coli model has a modular framework. Thus, each key activity is modeled in a separate mod-
ule. For example, there are separate modules for estimation of infection of live cattle on farms and
contamination of meat trimmings in slaughter plants. Each module may have inputs that are calculated
based upon a predecessor module and its outputs may be input to a successor module. In some cases, the out-
put of a module is binned into predefined intervals prior to transferring to successor module. For exam-
ple, in the slaughter module the contaminant concen- tration in beef trimings is estimated as a continuous
output, but subsequently is binned by 0.5 log
10
incre- ments from 0 to 8 log
10
.
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Each log
10
increment in contamination represents a 10-times increase in the
contamination level. Because of binning, there is a loss of one-to-one correspondence between outputs
of one module and the inputs of its predecessors. Therefore, binning is an obstacle to global sensitiv-
ity analysis of the entire model. Creating one-to-one correspondence in this case would require substan-
tial restructuring and recoding of the model. Thus, ANOVA is applied to the individual modules.