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低感染复数下杆状病毒感染昆虫细胞的数学模型。

A mathematical model of baculovirus infection on insect cells at low multiplicity of infection.

作者信息

Zhang You-Hong, Merchuk José C

机构信息

Hubei Key Laboratory of Novel Chemical Reactor and Green Chemical Technology, Wuhan Institute of Technology, Wuhan 430073, China.

出版信息

Acta Biochim Biophys Sin (Shanghai). 2004 Nov;36(11):729-40. doi: 10.1093/abbs/36.11.729.

Abstract

The expression efficiency of the insect cells-baculovirus system used for insecticidal virus production and the expression of medically useful foreign genes is closely related with the dynamics of infection. The present studies develop a model of the dynamic process of insect cell infection with baculovirus at low multiplicity of infection (MOI), which is based on the multi-infection cycles of insect cell infection at low MOI described. A mathematical model for the amount of viruses released from primary infected cells and the amount of free viruses before secondary infected cells release viruses has been developed. Comparison of the simulation results with the experimental data confirms qualitatively that this model is highly reasonable before secondary infected cells release viruses. This model is considered as a base for further modeling the entire complicated infection process.

摘要

用于生产杀虫病毒和表达医学上有用的外源基因的昆虫细胞-杆状病毒系统的表达效率与感染动力学密切相关。本研究建立了一个低感染复数(MOI)下杆状病毒感染昆虫细胞动态过程的模型,该模型基于所描述的低MOI下昆虫细胞感染的多感染周期。已经建立了一个数学模型,用于描述初次感染细胞释放的病毒量以及二次感染细胞释放病毒之前的游离病毒量。将模拟结果与实验数据进行比较,定性地证实了该模型在二次感染细胞释放病毒之前是高度合理的。该模型被认为是进一步模拟整个复杂感染过程的基础。

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