| Literature DB >> 31508587 |
Jeeyeon Lee1, Heeyoung Lee2, Soomin Lee1, Sejeong Kim1, Jimyeong Ha1, Yukyung Choi3, Hyemin Oh3, Yujin Kim3, Yewon Lee3, Ki-Sun Yoon4, Kunho Seo5, Yohan Yoon1,3.
Abstract
This study evaluated Campylobacter jejuni risk in ground meat products. The C. jejuni prevalence in ground meat products was investigated. To develop the predictive model, survival data of C. jejuni were collected at 4°C-30°C during storage, and the data were fitted using the Weibull model. In addition, the storage temperature and time of ground meat products were investigated during distribution. The consumption amount and frequency of ground meat products were investigated by interviewing 1,500 adults. The prevalence, temperature, time, and consumption data were analyzed by @RISK to generate probabilistic distributions. In 224 samples of ground meat products, there were no C. jejuni-contaminated samples. A scenario with a series of probabilistic distributions, a predictive model and a dose-response model was prepared to calculate the probability of illness, and it showed that the probability of foodborne illness caused by C. jejuni per person per day from ground meat products was 5.68×10-10, which can be considered low risk.Entities:
Keywords: Campylobacter jejuni; foodborne illness; ground meat product; microbial risk assessment; predictive model
Year: 2019 PMID: 31508587 PMCID: PMC6728815 DOI: 10.5851/kosfa.2019.e39
Source DB: PubMed Journal: Food Sci Anim Resour ISSN: 2636-0772
Fig. 1.Scheme of Campylobacter jejuni risk assessment in ground meat products.
Fig. 2.Probability density for initial contamination levels of Campylobacter jejuni in ground meat product.
δ and ρ values (mean±SD) calculated by the Weibull model for Campylobacter jejuni survival in cutlet as a model food for ground meat products during storage at 4°C, 10°C, 15°C, 25°C, and 30°C
| Kinetic parameter | Temperature (°C) | ||||
|---|---|---|---|---|---|
| 4 | 10 | 15 | 25 | 30 | |
| 94.2±10.9 | 76.7±12.0 | 37.2±6.7 | 3.9±2.0 | 3.0±1.5 | |
| 1.2±0.2 | 1.2±0.1 | 1.2±0.3 | 0.5±0.1 | 0.5±0.1 | |
Required time for the first decimal reduction.
Shape of curve.
Fig. 3.Secondary model of Campylobacter jejuni in cutlet as a function of storage temperature.
Symbol, observed value; line, fitted line with the Davey model.
Simulation model and formulas in Microsoft Excel spreadsheet used to estimate the risk of Campylobacter jejuni in ground meat products with @RISK
| Input model | Unit | Variable | Formula | References |
|---|---|---|---|---|
| Product | ||||
| | ||||
| Prevalence | PR | =RiskBeta (1,225) | This research; | |
| Initial contamination level | CFU/g | Ci | =–LN (1–PR)/25 | |
| Log CFU/g | IC | =Log (Ci) | ||
| Market | ||||
| Market storage | ||||
| Time | h | Mark-timest | =RiskPert (0, 72, 120) | Personal communication[ |
| Temperature | °C | Mark-Tempst | =RiskPert (−23.6, −18.8, −14) | |
| Survival | ||||
| Delta | =1/{0.0298+(−0.0092×Mark-Tempst)+(0.0007×Mark-Tempst2)} | This research; | ||
| | =1/{0.7629+(−0.0067×Mark-Tempst)+(0.0017×Mark-Tempst2)} | This research; | ||
| | Log CFU/g | C1 | =IC–{(Mark-timest/ | |
| Market display | ||||
| Time | h | Mark-timedis | =RiskPert (0, 36, 168) | Personal communication |
| Temperature | °C | Mark-Tempdis | =RiskPert (−23.6, −18.8, −14) | Kim (2002) |
| Survival | ||||
| Delta | =1/{0.0298+(−0.0092×Mark-Tempdis)+(0.0007×Mark-Tempdis2)} | This research; | ||
| | =1/{0.7629+(−0.0067×Mark-Tempdis)+(0.0017×Mark-Tempdis2)} | This research; | ||
| | Log CFU/g | C2 | =C1–{(Mark–timedis/ | |
| Transportation (vehicle) | ||||
| Transportation from market to home | ||||
| Time | h | Timetrans | =RiskPert (0.325, 0.984, 1.643) | |
| Temperature | °C | Temptrans | =RiskPert (10, 18, 25) | |
| Survival | ||||
| Delta | =1/{0.0298+(−0.0092× Temptrans)+(0.0007× Temptrans 2)} | This research; | ||
| | =1/{0.7629+(−0.0067× Temptrans)+(0.0017× Temptrans 2)} | This research; | ||
| | Log CFU/g | C3 | =C2–{(Timetrans/ | |
| Consumption | ||||
| Average consumption amount | g/day | Consum | =RiskExpon (28.262, RiskShift (−0.018841)) | This research |
| Consumption frequency | %/day | ConFre | Fixed 6.98 | This research |
| Consumption pattern | CF(0) | =1–(6.98/100) | This research | |
| CF(1) | =6.98/100 | This research | ||
| CF | =RiskDiscrete ({0, 1}, {CF(0), CF(1)}) | This research | ||
| Amount | =IF (CF=0, 0, Consum) | This research | ||
| Dose-response | ||||
| | D | =10C3×Amount | ||
| Parameters | Fixed 0.145 | |||
| Fixed 7.59 | ||||
| Probability of infection by
one ingested | =RiskBeta
( | |||
| Probability of infection | =1–(1–
| |||
| Probability of illness given infection | Fixed 0.33 | |||
| Risk | ||||
| Probability of illness /person/day | Risk | =
|
1) Personal communication with merchants at market.
Fig. 4.Probabilistic distribution for consumption amount of ground meat product fitted by @RISK.
Probability of Campylobacter jejuni foodborne illness per person per day caused by ground meat products consumption
| Probability of illness/person/day | 5% | 25% | 50% | 95% | 99% | Mean |
|---|---|---|---|---|---|---|
| 0 | 0 | 0 | 0 | 0 | 5.68×10−10 |