Department of Biological Sciences, University of Warwick, Coventry, UK.
Prev Vet Med. 2010 Mar 1;93(4):248-57. doi: 10.1016/j.prevetmed.2009.11.001. Epub 2009 Dec 11.
A stochastic, mathematical model of a farrow-finish pig herd was developed and used to investigate the within-herd transmission dynamics of PRRSV, and to examine patterns of on-farm persistence and fade-out. The model was structured to represent the management of a typical European pig herd. Three parameters determining the natural history of infection were derived from the literature. Transmission parameters were chosen using PRRSV antibody data from a cross-sectional study of 103 pig herds (Evans et al., 2008). The seroprevalence by age was generated from the model at 21-day intervals and was compared to the cross-sectional field data using log-likelihood, accounting for the accuracy of the ELISA test used. The model was run for various isolation practices of purchased gilts, contact structure, herd size and the frequency of re-introduction of infectious gilts. The time-dependent log-likelihood patterns varied between herds in a similar way to patterns observed from serological values from the 103 farms. Essentially they indicated two patterns of seroprevalence: herds in which PRRSV was stably persistent, and herds in which PRRSV was unstable, either recently introduced or recently faded-out. With a herd size of 327 sows with identical management, fade-out of virus occurred within 4 weeks in 21.9% of simulations. Without isolation of gilts from sows, fade-out within 250 days decreased from 81.6% to 14.3% and for herd sizes of 75, 150, 300 and 600, the probability of persistence of virus for >1200 days was 4%, 13.4%, 20.4% and 18.2%, respectively. Introduction of virus at a rate of approximately 0.37 times per year resulted in virus persisting for >1200 days in 32.4% of simulations, compared with 17.6% for no re-introduction. Fade-out of virus was most likely to occur within breeding females before virus reached young stock. Persistence was more likely once PRRSV was present in piglets which in turn infected rearing-pigs. The probability of persistence was higher with increased herd size, increased contact between different age groups and increased re-introduction of infectious gilts. The ability of the model to capture the variability in cross-sectional, age-related serological patterns suggests that the processes of re-introduction, persistence and fade-out of PRRSV play critical roles in PRRSV epidemiology. The potential importance to pig production and transmission of virus between herds is discussed.
建立了一个用于研究 PRRSV 在育肥猪群中的传播动力学,并研究其场内持续存在和衰减模式的、随机的、猪群规模的数学模型。该模型的结构代表了典型的欧洲猪群的管理方式。从文献中获得了三个决定感染自然史的参数。使用来自 103 个猪群的横断面研究的 PRRSV 抗体数据选择了传播参数(Evans 等人,2008 年)。通过 21 天的间隔从模型中生成按年龄划分的血清阳性率,并使用对数似然与使用 ELISA 检测的准确性进行比较。对于不同的购买后备母猪的隔离措施、接触结构、猪群规模以及引入感染后备母猪的频率,对模型进行了运行。时间相关的对数似然模式在不同猪群中的变化方式与从 103 个农场的血清学值观察到的模式相似。从本质上讲,它们表明了两种血清阳性率模式:PRRSV 稳定持续存在的猪群,以及 PRRSV 不稳定的猪群,要么是最近引入的,要么是最近消失的。对于具有相同管理方式的 327 头母猪的猪群规模,在 21.9%的模拟中,病毒在 4 周内消失。如果不将后备母猪与母猪隔离开,在 250 天内,病毒消失的比例从 81.6%下降到 14.3%,对于 75、150、300 和 600 头母猪的猪群规模,病毒持续存在超过 1200 天的概率分别为 4%、13.4%、20.4%和 18.2%。每年引入病毒的速度约为 0.37 次,导致 32.4%的模拟中病毒持续存在超过 1200 天,而不引入病毒的比例为 17.6%。病毒最有可能在病毒到达幼猪之前在繁殖母猪中消失。一旦 PRRSV 存在于仔猪中,它们会感染育肥猪,那么持续性就更有可能。猪群规模越大、不同年龄组之间的接触越频繁以及引入感染后备母猪的次数越多,持续性的可能性就越高。该模型能够捕捉到横断面、年龄相关的血清学模式的变异性表明,PRRSV 的再引入、持续存在和衰减过程在 PRRSV 流行病学中起着关键作用。讨论了病毒在猪群之间传播对养猪生产的潜在重要性。