Water, Sanitation Engineering and Health Group, Department of Mathematical Sciences and Technology, Norwegian University of Life Sciences, Postboks 5003, N-1432, Ås, Norway E-mail:
Water Sci Technol. 2013;68(5):1013-21. doi: 10.2166/wst.2013.335.
This study assessed the die-off of Escherichia coli (E. coli) and Ascaris suum on lettuce (Great Lakes 118) and cabbage (Brassica oleracea var capitata) in wastewater-irrigated fields using comparative mathematical die-off models. The study revealed that none of the survival curves of E. coli and A. suum was best fitted with the log-linear model, indicating that the classical first-order kinetic approach is inadequate in many cases. The biphasic die-off model best described the die-off of E. coli on lettuce (kmax1 = 2.62 day(-1) and kmax2 = 0.22 day(-1)) and cabbage (kmax1 = 1.06 day(-1) and kmax2 = 0.53 day(-1)). The die-off of A. suum on lettuce was best described by the biphasic model (kmax1 = 0.48 day(-1) and kmax2 = 0.01 day(-1)) and best described by log linear + tail (kmax = 0.44) on cabbage. A comparative health risk assessment associated with the consumption of lettuce showed significant underestimation of the number of days of irrigation cessation required to achieve E. coli O157:H7 and Ascaris tolerable annual infection risk when using biphasic die-off rates compared with other die-off rates. The study stresses the need to test different die-off models as inputs for quantitative microbial risk assessment (QMRA) particularly for interventions associated with health risk reduction.
本研究采用比较数学消亡模型评估了废水中大肠杆菌(E. coli)和猪蛔虫(Ascaris suum)在生菜(Great Lakes 118)和白菜(Brassica oleracea var capitata)上的消亡情况。研究表明,大肠杆菌和猪蛔虫的存活曲线都不符合对数线性模型,这表明经典的一级动力学方法在许多情况下是不够的。双相消亡模型最能描述大肠杆菌在生菜(kmax1 = 2.62 天(-1)和 kmax2 = 0.22 天(-1))和白菜(kmax1 = 1.06 天(-1)和 kmax2 = 0.53 天(-1))上的消亡情况。猪蛔虫在生菜上的消亡情况最符合双相模型(kmax1 = 0.48 天(-1)和 kmax2 = 0.01 天(-1)),在白菜上最符合对数线性+尾部(kmax = 0.44)模型。与其他消亡率相比,使用双相消亡率进行比较健康风险评估时,与消费生菜相关的大肠杆菌 O157:H7 和蛔虫可耐受年感染风险所需的灌溉停止天数的估计值明显偏低。该研究强调需要测试不同的消亡模型作为定量微生物风险评估(QMRA)的输入,特别是对于与降低健康风险相关的干预措施。