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乙肝病毒感染数量的一个数学模型
引用本文:周后卿.乙肝病毒感染数量的一个数学模型[J].邵阳学院学报(自然科学版),2014(3):1-5.
作者姓名:周后卿
作者单位:邵阳学院理学与信息科学系,湖南邵阳422000
基金项目:邵阳市科技局科技计划项目(M230)
摘    要:乙型肝炎是由乙型肝炎病毒(HBV)引起的肝病,该病毒干扰肝功能并造成病理损害.一小部分受感染者无法消灭该病毒而成为慢性感染,进而面临极高的死于肝硬化和肝癌的危险.乙型肝炎病毒通过与受感染者的血液或体液接触传播,这与人类免疫缺陷病毒(艾滋病毒)的方式相同.但是,乙型肝炎病毒的感染性比艾滋病毒高50至100倍.接种乙型肝炎疫苗是预防乙型肝炎的主要方法.如何有效防控乙肝的传染,不只是政府的事,也是每个国民应关注的问题.文章建立一个乙肝病毒传染的数学模型,并对模型进行实证分析;同时,对乙肝病毒的传染也做了一个预测.

关 键 词:传染病  乙肝病毒  数学模型

A Mathematical Model of HBV Infections
ZHOU Hou-qing.A Mathematical Model of HBV Infections[J].Journal of Shaoyang University:Science and Technology,2014(3):1-5.
Authors:ZHOU Hou-qing
Affiliation:ZHOU Hou-qing ( Department of Science and Information Science, Shaoyang University, Shaoyang, Hunan 422000, China)
Abstract:Hepatitis B is a liver disease caused by the hepatitis B virus (HBV). The virus interferes with the functions of the liver and causes pathological damage. A small percentage of infected people cannot get rid of the virus and become chronically infected -these people are at higher risk of death from cirrhosis of the liver and liver cancer. HBV is spread by contact with blood or body fluids of an infected person " the same way as the human immunodeficiency virus (HIV). However,HBV is 50 to 100 times more infectious than HIV. The hepatitis B vaccine is the mainstay of hepatitis B prevention. How to effectively control and prevent hepatitis B infection,not only the government,also everyone in the country should focus on problems. This paper established a mathematical model of hepatitis B virus (HBV ) infection,and made an empirical analysis on the model;Furthermore,we also made a prediction for the infection of hepatitis b virus.
Keywords:infectious disease  Hepatitis B virus  Mathematical Model
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