Gumboro病爆发的计算机模拟。IV.通过G-4模式获得的动物流行病随畜群规模、年龄和免疫力的变化而变化。

T Takizawa, T Ito, T Tanaka, Y Mizumura
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引用次数: 0

摘要

用FORTRAN语言编写了计算机模拟G-4型冈伯勒病爆发的程序。在模型涉及的20多个参数中,使用以下三个参数作为输入变量:(1)a1鸡舍的鸡龄(= 1和21);(2)舍群大小N(a1)(分别为100和1000);(3)孵化时父母赋予免疫水平的几何平均值G(1)(= 0、2、8和32)。输出的图形图像显示了一群鸡的先天抗性、父母赋予的免疫及其总和的时间变化,以及由亚临床阶段、临床患病、康复、死亡等各年龄阶段的鸡数量组成的动物流行模式。因此,在父母赋予的免疫力水平较低、鸡群年龄较高、规模较大的情况下,会产生较强的动物流行病。有人认为,亚临床阶段可能不能被理解为隐性感染,并且可能有必要在该模型中引入关于感染的进一步假设,以增加这一系列研究的实际效用和理论合理性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Computer simulation of Gumboro disease outbreak. IV. Epizootics obtained by mode G-4 with flock size, age and immunity changed.

For the computer simulation of Gumboro disease outbreak by Model G-4 a program was written in FORTRAN. Of over twenty parameters involved in the model, the following three were used as input variables: (1) age of chickens at housing a1 (= 1 and 21); (2) size of flock at housing, N(a1) (= 100 and 1,000); and (3) geometric mean of the level of parentally conferred immunity at hatching, G(1) (= 0, 2, 8, and 32). The outputs were the graphic images demonstrating the chronological changes in a flock of innate resistance, parentally conferred immunity, and their sum, and the epizootic patterns composed of numbers of chickens at subclinical stage, clinically diseased, recovered, condemned, etc. at each age. As a result, stronger epizootics were produced at a lower level of parentally conferred immunity, and a higher age and a larger size of flocks. It was suggested that the subclinical stage might not be understood as an inapparent infection, and that a further postulate on the infection might be necessary to be introduced into this model to increase the practical utility, as well as the theoretical soundness, of this series of studies.

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