Massachusetts Institute of Technology, 15 Vassar Street, Cambridge, MA 02139, USA.
Parasit Vectors. 2013 Aug 7;6:226. doi: 10.1186/1756-3305-6-226.
Individuals continuously exposed to malaria gradually acquire immunity that protects from severe disease and high levels of parasitization. Acquired immunity has been incorporated into numerous models of malaria transmission of varying levels of complexity (e.g. Bull World Health Organ 50:347, 1974; Am J Trop Med Hyg 75:19, 2006; Math Biosci 90:385-396, 1988). Most such models require prescribing inputs of mosquito biting rates or other entomological or epidemiological information. Here, we present a model with a novel structure that uses environmental controls of mosquito population dynamics to simulate the mosquito biting rates, malaria prevalence as well as variability in protective immunity of the population.
A simple model of acquired immunity to malaria is presented and tested within the framework of the Hydrology, Entomology and Malaria Transmission Simulator (HYDREMATS), a coupled hydrology and agent-based entomology model. The combined model uses environmental data including rainfall, temperature, and topography to simulate malaria prevalence and level of acquired immunity in the human population. The model is used to demonstrate the effect of acquired immunity on malaria prevalence in two Niger villages that are hydrologically and entomologically very different. Simulations are conducted for the year 2006 and compared to malaria prevalence observations collected from the two villages.
Blood smear samples from children show no clear difference in malaria prevalence between the two villages despite pronounced differences in observed mosquito abundance. The similarity in prevalence is attributed to the moderating effect of acquired immunity, which depends on prior exposure to the parasite through infectious bites - and thus the hydrologically determined mosquito abundance. Modelling the level of acquired immunity can affect village vulnerability to climatic anomalies.
The model presented has a novel structure constituting a mechanistic link between spatial and temporal environmental variability and village-scale malaria transmission. Incorporating acquired immunity into the model has allowed simulation of prevalence in the two villages, and isolation of the effects of acquired immunity in dampening the difference in prevalence between the two villages. Without these effects, the difference in prevalence between the two villages would have been significantly larger in response to the large differences in mosquito populations and the associated biting rates.
个体持续暴露于疟疾中会逐渐获得免疫力,从而免受严重疾病和高寄生虫血症的影响。获得性免疫已被纳入到多种不同复杂程度的疟疾传播模型中(例如,《世界卫生组织公报》50:347, 1974;《美国热带医学与卫生杂志》75:19, 2006;《数学生物学》90:385-396, 1988)。大多数此类模型都需要规定蚊子叮咬率或其他昆虫学或流行病学信息的输入。在这里,我们提出了一种具有新颖结构的模型,该模型利用蚊子种群动态的环境控制来模拟蚊子叮咬率、疟疾流行率以及人群中保护性免疫的可变性。
提出并测试了一种针对疟疾的获得性免疫的简单模型,该模型是在水文、昆虫学和疟疾传播模拟器(HYDREMATS)的框架内进行的,这是一种耦合水文学和基于代理的昆虫学模型。该综合模型使用包括降雨量、温度和地形在内的环境数据来模拟疟疾流行率和人群中获得性免疫的水平。该模型用于演示获得性免疫对尼日尔两个水文和昆虫学差异非常大的村庄中疟疾流行率的影响。针对 2006 年进行了模拟,并与从这两个村庄收集的疟疾流行率观测结果进行了比较。
尽管儿童的血液涂片样本显示出两个村庄之间的疟疾流行率没有明显差异,但观察到的蚊子数量存在明显差异。流行率的相似性归因于获得性免疫的调节作用,这取决于通过传染性叮咬(即水文决定的蚊子数量)对寄生虫的先前暴露。模拟获得性免疫水平会影响村庄对气候异常的脆弱性。
所提出的模型具有新颖的结构,构成了空间和时间环境变异性与村庄规模疟疾传播之间的机制联系。将获得性免疫纳入模型可以模拟两个村庄的流行率,并分离获得性免疫在减轻两个村庄之间流行率差异方面的作用。如果没有这些作用,两个村庄之间的流行率差异将会因蚊子种群和相关叮咬率的巨大差异而显著增大。