张德雍 王振中. 番木瓜环斑病流行时间动态分析[J]. 华南农业大学学报, 1995, (2): 69-73.
    引用本文: 张德雍 王振中. 番木瓜环斑病流行时间动态分析[J]. 华南农业大学学报, 1995, (2): 69-73.
    Zhang Deyong, Wang Zhenzhong ,Fan Huaizhong ,Lin Kongxun. TEMPORAL KYNAMICS OF PAPAYA RINGSPOT DISEASE[J]. Journal of South China Agricultural University, 1995, (2): 69-73.
    Citation: Zhang Deyong, Wang Zhenzhong ,Fan Huaizhong ,Lin Kongxun. TEMPORAL KYNAMICS OF PAPAYA RINGSPOT DISEASE[J]. Journal of South China Agricultural University, 1995, (2): 69-73.

    番木瓜环斑病流行时间动态分析

    TEMPORAL KYNAMICS OF PAPAYA RINGSPOT DISEASE

    • 摘要: 根据田间和室内试验结果,分析了番木瓜环斑病的季节流行动态、蚜虫田间消长规律以及显症和传染动态。在田间自然状态下,有翅蚜的迁入每年出现3个高峰(6月上旬、8月中旬和10月中旬)。在蚜虫迁入后的10~20d,病害的发展也相应出现高峰,病害的发展与蚜虫的迁入量以及温度、湿度、风速等的变化有关。比较3种数学模型对此病流行曲线、显症动态及传染动态的拟合效果,结果前者以Gompertz方程为最佳,后两者以We

       

      Abstract: Epidemics of papaya ringspot disease (PRV)were monitored in fields in Guangzhou in 1988 and 1989.It was shown by analyzing the data of seasonal dynamics of disease develop-ment that the greatest rate of disease incidence increase appeared in early september.During the epidemic season, alate populations occurred in three peaks:early June,mid-August and mid-October.Ten to twenty days after each peak,there was a peak ofdisease incidence development.The seasonal dynamics of disease development and the growthand decline of the aphid populations were correlated to wind velocity,temperature and hu-midity.By comparing the fitness of three epidemic models (Logistic,Gompetz and Weibull)to the data of disease incidence,it was found that the disease development was best des-cribed by Gompertz model.With the equations of diseae progress,analyzing every parameterand calculating the number of days for disease to reach the incidence of 5%, 50%,90%,and99%,it was found that the disease epidemic pattern of papaya ringspotbelonged to the type of low virus source,low rate of infection and long epidemic pe-riod.By artificial inoculation with aphids(Myzus persicae),two models for infectiousand apparition dynamics of the disease were developped; both of them showed thatWeibull equation best described the dynamic of latent and incubation period,whichwere demonstrated to be about eleven and seventeen days respectively.

       

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