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Quantification system for the viral dynamics of a highly pathogenic simian/human immunodeficiency virus based on an in vitro experiment and a mathematical model.

机译:基于体外实验和数学模型的高致病性猿猴/人免疫缺陷病毒的病毒动力学定量系统。

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摘要

[Background]: Developing a quantitative understanding of viral kinetics is useful for determining the pathogenesis and transmissibility of the virus, predicting the course of disease, and evaluating the effects of antiviral therapy. The availability of data in clinical, animal, and cell culture studies, however, has been quite limited. Many studies of virus infection kinetics have been based solely on measures of total or infectious virus count. Here, we introduce a new mathematical model which tracks both infectious and total viral load, as well as the fraction of infected and uninfected cells within a cell culture, and apply it to analyze time-course data of an SHIV infection in vitro. [Results]: We infected HSC-F cells with SHIV-KS661 and measured the concentration of Nef-negative (target) and Nef-positive (infected) HSC-F cells, the total viral load, and the infectious viral load daily for nine days. The experiments were repeated at four different MOIs, and the model was fitted to the full dataset simultaneously. Our analysis allowed us to extract an infected cell half-life of 14.1 h, a half-life of SHIV-KS661 infectiousness of 17.9 h, a virus burst size of 22.1 thousand RNA copies or 0.19 TCID50, and a basic reproductive number of 62.8. Furthermore, we calculated that SHIV-KS661 virus-infected cells produce at least 1 infectious virion for every 350 virions produced. [Conclusions]: Our method, combining in vitro experiments and a mathematical model, provides detailed quantitative insights into the kinetics of the SHIV infection which could be used to significantly improve the understanding of SHIV and HIV-1 pathogenesis. The method could also be applied to other viral infections and used to improve the in vitro determination of the effect and efficacy of antiviral compounds.
机译:[背景]:对病毒动力学的定量了解有助于确定病毒的发病机理和传播性,预测疾病进程以及评估抗病毒治疗的效果。但是,临床,动物和细胞培养研究中数据的可用性非常有限。病毒感染动力学的许多研究仅基于总的或传染性病毒计数的度量。在这里,我们介绍了一种新的数学模型,该模型可以跟踪感染和总病毒载量以及细胞培养物中感染和未感染细胞的比例,并将其应用于分析SHIV感染的体外时程数据。 [结果]:我们用SHIV-KS661感染HSC-F细胞,并每天测量9例Nef阴性(靶标)和Nef阳性(感染)HSC-F细胞的浓度,总病毒载量和感染性病毒载量天。在四个不同的MOI上重复实验,并将模型同时拟合到完整数据集。我们的分析使我们能够提取出受感染细胞的半衰期为14.1小时,SHIV-KS661传染性的半衰期为17.9小时,病毒爆发大小为2.21万RNA拷贝或0.19 TCID50,基本繁殖数为62.8。此外,我们计算出,感染SHIV-KS661的细胞每产生350个毒粒,就会产生至少1个感染性毒粒。 [结论]:我们的方法结合了体外实验和数学模型,为SHIV感染的动力学提供了详细的定量见解,可用于显着提高对SHIV和HIV-1发病机理的了解。该方法还可以应用于其他病毒感染,并用于改善抗病毒化合物的效果和功效的体外测定。

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