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使用逻辑回归预测存在两种溶菌噬菌体时巴氏杀菌牛奶中金黄色葡萄球菌的命运。

Use of logistic regression for prediction of the fate of Staphylococcus aureus in pasteurized milk in the presence of two lytic phages.

机构信息

Instituto de Productos Lácteos de Asturias (IPLA-CSIC), 33300-Villaviciosa, Asturias, Spain.

出版信息

Appl Environ Microbiol. 2010 Sep;76(18):6038-46. doi: 10.1128/AEM.00613-10. Epub 2010 Jul 23.

Abstract

The use of bacteriophages provides an attractive approach to the fight against food-borne pathogenic bacteria, since they can be found in different environments and are unable to infect humans, both characteristics of which support their use as biocontrol agents. Two lytic bacteriophages, vB_SauS-phiIPLA35 (phiIPLA35) and vB_SauS-phiIPLA88 (phiIPLA88), previously isolated from the dairy environment inhibited the growth of Staphylococcus aureus. To facilitate the successful application of both bacteriophages as biocontrol agents, probabilistic models for predicting S. aureus inactivation by the phages in pasteurized milk were developed. A linear logistic regression procedure was used to describe the survival/death interface of S. aureus after 8 h of storage as a function of the initial phage titer (2 to 8 log(10) PFU/ml), initial bacterial contamination (2 to 6 log(10) CFU/ml), and temperature (15 to 37 degrees C). Two successive models were built, with the first including only data from the experimental design and a global one in which results derived from the validation experiments were also included. The temperature, interaction temperature-initial level of bacterial contamination, and initial level of bacterial contamination-phage titer contributed significantly to the first model prediction. However, only the phage titer and temperature were significantly involved in the global model prediction. The predictions of both models were fail-safe and highly consistent with the observed S. aureus responses. Nevertheless, the global model, deduced from a higher number of experiments (with a higher degree of freedom), was dependent on a lower number of variables and had an apparent better fit. Therefore, it can be considered a convenient evolution of the first model. Besides, the global model provides the minimum phage concentration (about 2 x 10(8) PFU/ml) required to inactivate S. aureus in milk at different temperatures, irrespective of the bacterial contamination level.

摘要

噬菌体的使用为对抗食源性致病菌提供了一种有吸引力的方法,因为它们可以在不同的环境中找到,并且不能感染人类,这两个特性支持它们作为生物防治剂的使用。两种溶菌噬菌体,vB_SauS-phiIPLA35(phiIPLA35)和 vB_SauS-phiIPLA88(phiIPLA88),先前从乳制品环境中分离出来,可以抑制金黄色葡萄球菌的生长。为了促进这两种噬菌体作为生物防治剂的成功应用,开发了预测噬菌体在巴氏杀菌乳中对金黄色葡萄球菌失活的概率模型。使用线性逻辑回归程序来描述在 8 小时的储存期后金黄色葡萄球菌的存活/死亡界面,作为噬菌体初始效价(2 到 8 log(10) PFU/ml)、初始细菌污染(2 到 6 log(10) CFU/ml)和温度(15 到 37 摄氏度)的函数。建立了两个连续的模型,第一个模型仅包含实验设计的数据,另一个是包含验证实验结果的全局模型。温度、温度-初始细菌污染水平的交互作用以及初始细菌污染-噬菌体效价对第一个模型的预测有显著贡献。然而,全局模型的预测仅涉及噬菌体效价和温度。两个模型的预测都是安全可靠的,与观察到的金黄色葡萄球菌反应高度一致。然而,全局模型是从更多的实验(自由度更高)推导出来的,它依赖于更少的变量,并且拟合度更好。因此,可以认为它是第一个模型的一个方便的改进。此外,全局模型提供了在不同温度下使牛奶中的金黄色葡萄球菌失活所需的最低噬菌体浓度(约 2 x 10(8) PFU/ml),而与细菌污染水平无关。

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