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作 者:姚碧莲[1] 张欣欣[1] 杨劲[2] 于德敏[1] 张东华[1]
机构地区:[1]上海交通大学医学院附属瑞金医院感染科,200025 [2]中国科学院上海生命科学研究院计算生物学研究所
出 处:《中华传染病杂志》2009年第6期338-342,共5页Chinese Journal of Infectious Diseases
基 金:国家973项目基金资助项目(2005CB523104);国家十一五重大专项资助项目(2008ZX10202)
摘 要:目的分析抗病毒治疗过程中病毒载量动态变化特点及其临床意义。方法采用Neumann数学模型对门诊口服恩替卡韦治疗并早期规则随访(0、2、4、12、24周)的6例慢性乙型肝炎患者的血HBV载量及其相关参数进行分析。结果恩替卡韦每天0.5mg治疗HBeAg阳性C基因型慢性乙型肝炎患者,药物效力为99.970%(n:6),游离病毒半衰期为1.6d(n=6),感染细胞半衰期为21.3d(n-5)。其中1例患者(例6)在随访至38周时发现有病毒学突破,与其他未发生病毒学突破的患者相比,其清除病毒的速度、药物效力、感染细胞消失的速度值较低,而游离病毒和感染细胞的半衰期较长。结论抗病毒治疗过程中HBVDNA的二相下降模式可以由数学模型模拟,提示该模型对疗效具有一定的预测作用。Objective To analyze the viral dynamics and clinical significance during the antiviral treatment by a mathematical mode[. Methods Six chronic hepatitis B patients were evaluated with a kinetic model (Neumann model) during dose of 0.5 mg/d oral entecavir. Blood samples were drawn for HBV DNA measurement at week 0,2,4,12,24. Non-linear modeling was used to fit individual patient data. Results The median effectiveness in blocking viral production was 99. 970% (n = 6). The median half-life of viral turn-over was 1.6 d (n=6). The median half-life of infected hepatocytes was21.3 d (n= 5). Compared with the other patients, the c(virions are cleared at a rate).s (effectiveness).3(infeeted cell are lost at a rate) value of one patient (eg. 6) were all lower and the halblife of virus and infected cells were higher, and eg. 6 developed viral break-through after 38 weeks of follow-up. Conclusions Viral load decay showed a biphasic pattern during entecavir therapy which can be described with a mathematical model. The model relates processes of viral infection and replication as well as drug efficacy to model parameters. It indicates the prediction of bio-mathematical model during antiviral treatment.
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