Medley G F, Perry B D, Young A S
Department of Biology, Imperial College, London, UK.
Parasitology. 1993 Apr;106 ( Pt 3):251-64. doi: 10.1017/s0031182000075077.
Two mathematical models are developed that investigate the transmission dynamics of Theileria parva by the ixodid tick Rhipicephalus appendiculatus to cattle in endemically stable areas. A method of estimating the rate of infection to cattle of T. parva at the endemically stable state is given. Empirical estimates of all the parameters in the model are available. The degree to which animals that have recovered from theileriosis (the 'carrier' state) are able to transmit the infection to tick nymphs or larvae is a crucial determinant of the dynamics of infection in a herd. Two control methods influencing the transmission of infection are considered--infection and treatment immunization and the reduction in tick feeding by acaricide application. The impact of each method on the transmission of infection is evaluated. Future developments and the data required to predict the dynamics of T. parva infections in cattle and ticks are discussed.
建立了两个数学模型,用于研究微小牛蜱向地方性流行稳定地区的牛传播小泰勒虫的动力学。给出了一种估计地方性流行稳定状态下牛感染小泰勒虫的速率的方法。模型中所有参数的经验估计值均可用。从泰勒虫病(“携带者”状态)中康复的动物将感染传播给蜱若虫或幼虫的能力,是畜群感染动态的一个关键决定因素。考虑了两种影响感染传播的控制方法——感染与治疗免疫以及通过使用杀螨剂减少蜱的叮咬。评估了每种方法对感染传播的影响。讨论了未来的发展以及预测牛和蜱中小泰勒虫感染动态所需的数据。