Department of Veterinary Population Medicine, University of Minnesota, St. Paul, MN, USA.
Transbound Emerg Dis. 2018 Oct;65(5):1307-1317. doi: 10.1111/tbed.12880. Epub 2018 Apr 23.
Compartmental models have often been used to test the effectiveness and efficiency of alternative control strategies to mitigate the spread of infectious animal diseases. A fundamental principle of epidemiological modelling is that models should start as simple as possible and become as complex as needed. The simplest version of a compartmental model assumes that the population is closed, void of births and deaths and that this closed population mixes homogeneously, meaning that each infected individual has an equal probability of coming into contact with each susceptible individual in the population. However, this assumption may oversimplify field conditions, leading to conclusions about disease mitigation strategies that are suboptimal. Here, we assessed the impact of the homogeneous mixing/closed population assumption, which is commonly assumed for within-farm models of highly contagious diseases of swine, such as foot-and-mouth disease (FMD), on predictions about disease spread. Incorporation of farm structure (different barns or rooms for breeding and gestation, farrowing, nursery and finishing) and demography (piglet births and deaths, and animal movement within and off of the farm) resulted in transmission dynamics that differed in the latter portion of an outbreak. Specifically, farm structure and demography, which were included in the farrow to finish and farrow to wean farms, resulted in FMD virus persistence within the population under certain conditions. Results here demonstrate the impact of incorporating farm structure and demography into models of FMD spread in swine populations and will ultimately contribute to the design and evaluation of effective disease control strategies to mitigate the impact of potential incursions.
compartmental 模型常用于测试替代控制策略的有效性和效率,以减轻传染病的传播。流行病学建模的一个基本原则是,模型应该尽可能简单地开始,并根据需要变得尽可能复杂。 compartmental 模型的最简单版本假设人口是封闭的,没有出生和死亡,并且这个封闭的人口是均匀混合的,这意味着每个受感染的个体与人群中的每个易感个体接触的概率相等。然而,这种假设可能过于简化了现场条件,导致对疾病缓解策略的结论不理想。在这里,我们评估了均匀混合/封闭种群假设的影响,该假设通常用于猪的高传染性疾病(如口蹄疫)的农场内模型,该假设对疾病传播的预测产生了影响。农场结构(用于繁殖和妊娠、分娩、托儿所和育肥的不同畜舍或房间)和人口统计学(仔猪的出生和死亡,以及动物在农场内外的移动)的纳入导致了在疫情后期传播动态的不同。具体来说,在分娩到育肥和分娩到断奶的农场中纳入农场结构和人口统计学,在某些条件下导致口蹄疫病毒在人群中持续存在。这里的结果表明了将农场结构和人口统计学纳入猪群中口蹄疫传播模型的影响,并将最终有助于设计和评估有效的疾病控制策略,以减轻潜在入侵的影响。