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Mathematical Model of the Impact of Retroviral Drugs at the early stage of Infections in control program of HIV/AIDS

机译:HIV / AIDS控制程序中感染初期逆转录病毒药物影响的数学模型

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In this work we developed a compartmental model of HIV/AIDS. The results of thisstudy provide some insights on the impact of early treatment on diseasetransmission dynamics of HIV/AIDS. The stability of the disease-free equilibriumwas investigated, condition for the stability of the disease-free equilibrium weredetermined. We also carried out sensitivity analysis to determine the relevantparameter control of the disease. Furthermore, qualitative analysis of the model wasinvestigated using Runge Kutta scheme. From our above results, we found thattreatment that commerce within 72hours of risky exposure is the best way to stopHIV proliferation.
机译:在这项工作中,我们开发了艾滋病毒/艾滋病的隔离模型。研究结果为早期治疗对HIV / AIDS疾病传播动力学的影响提供了一些见识。研究了无病平衡的稳定性,确定了无病平衡的稳定性条件。我们还进行了敏感性分析,以确定该疾病的相关参数控制。此外,使用Runge Kutta方案对模型进行了定性分析。根据我们的上述结果,我们发现在有风险的暴露后72小时内进行商业交易是阻止HIV扩散的最佳方法。

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