Szczawiński Jacek, Ewa Szczawińska Małgorzata, Łobacz Adriana, Tracz Michał, Jackowska-Tracz Agnieszka
Department of Food Hygiene and Public Health, Faculty of Veterinary Medicine, University of Life Sciences, 02-776 Warsaw, Poland.
Chair of Dairy and Quality Management, Faculty of Food Sciences, University of Warmia and Mazury in Olsztyn, 10-719 Olsztyn, Poland.
J Vet Res. 2017 Apr 4;61(1):45-51. doi: 10.1515/jvetres-2017-0006. eCollection 2017 Mar.
The purpose of the study was to determine and model the growth rates of in cooked cured ham stored at various temperatures.
Samples of cured ham were artificially contaminated with a mixture of three strains and stored at 3, 6, 9, 12, or 15ºC for 16 days. The number of listeriae was determined after 0, 1, 2, 3, 5, 7, 9, 12, 14, and 16 days. A series of decimal dilutions were prepared from each sample and plated onto ALOA agar, after which the plates were incubated at 37ºC for 48 h under aerobic conditions. The bacterial counts were logarithmised and analysed statistically. Five repetitions of the experiment were performed.
Both storage temperature and time were found to significantly influence the growth rate of listeriae (P > 0.01). The test bacteria growth curves were fitted to three primary models: the Gompertz, Baranyi, and logistic. The mean square error (MSE) and Akaike's information criterion (AIC) were calculated to evaluate the goodness of fit. It transpired that the logistic model fit the experimental data best. The natural logarithms of mean growth rates from this model were fitted to two secondary models: the square root and polynomial.
Modelling in both secondary types can predict the growth rates of in cooked cured ham stored at each studied temperature, but mathematical validation showed the polynomial model to be more accurate.
本研究的目的是确定并模拟在不同温度下储存的熟腌火腿中李斯特菌的生长速率。
将腌火腿样品用三种李斯特菌菌株的混合物进行人工污染,并在3、6、9、12或15℃下储存16天。在0、1、2、3、5、7、9、12、14和16天后测定李斯特菌的数量。从每个样品中制备一系列十倍稀释液,并接种到ALOA琼脂平板上,然后将平板在37℃有氧条件下培养48小时。对细菌计数进行对数转换并进行统计分析。该实验进行了五次重复。
发现储存温度和时间均对李斯特菌的生长速率有显著影响(P>0.01)。将测试细菌的生长曲线拟合到三个主要模型:冈珀茨模型、巴拉尼模型和逻辑模型。计算均方误差(MSE)和赤池信息准则(AIC)以评估拟合优度。结果表明逻辑模型对实验数据的拟合效果最佳。将该模型的平均生长速率的自然对数拟合到两个二级模型:平方根模型和多项式模型。
两种二级模型均可预测在所研究的每个温度下储存的熟腌火腿中李斯特菌的生长速率,但数学验证表明多项式模型更准确。