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A four-compartment model for the COVID-19 infection—implications on infection kinetics, control measures, and lockdown exit strategies

机译:关于Covid-19感染对感染动力学,控制措施和锁定退出策略的四室模型

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Objective To analyse the impact and repercussions of the surge in healthcare demand in response to the COVID-19 pandemic, assess the potential effectiveness of various infection/disease control measures, and make projections on the best approach to exit from the current lockdown. Design A four-compartment model was constructed for SARS-CoV-2 infection based on the Wuhan data and validated with data collected in Italy, the UK, and the US. The model captures the effectiveness of various disease suppression measures in three modifiable factors: (a) the per capita contact rate (β) that can be lowered by means of social distancing, (b) infection probability upon contacting infectious individuals that can be lowered by wearing facemasks, personal hygiene, etc., and (c) the population of infectious individuals in contact with the susceptible population, which can be lowered by quarantine. The model was used to make projections on the best approach to exit from the current lockdown. Results The model was applied to evaluate the epidemiological data and hospital burden in Italy, the UK, and the US. The control measures were identified as the key drivers for the observed epidemiological data through sensitivity analyses. Analysing the different lockdown exit strategies showed that a lockdown exit strategy with a combination of social separation/general facemask use may work, but this needs to be supported by intense monitoring which would allow re-introduction/tightening of the control measures if the number of new infected subjects increases again. Conclusions and relevance Governments should act early in a swift and decisive manner for containment policies. Any lockdown exit will need to be monitored closely, with regards to the potential of lockdown reimplementation. This mathematical model provides a framework for major pandemics in the future. Introduction The novel coronavirus (SARS-CoV-2) and the infection-related disease (COVID-19) were declared a public health emergency of international concern by the World Health Organization in early 2020, and have since grown into a pandemic. , COVID-19 has created an unprecedent global health problem, for which most healthcare systems were not well prepared. Policies such as case isolation, social distancing, travel restriction, and quarantine represent the key measures adopted by various governments to control the outbreak. However, such measures also carry significant impact to individual psychological well-being and social/economic costs. Many epidemiological models have been proposed to describe the dynamics of the transmission and simulate the course of the outbreak. However, few studies have assessed the impact of the effectiveness of various measures in the control of viral spread. A four-compartment model was established to describe the SARS-CoV-2 infection, assess the potential effectiveness of various infection control measures, and make projections on the best approach to exit lockdown. Methods The population is divided into the following states: susceptible subjects (S), had close contacts (C, those exposed to infected subjects/pathogen but not necessarily infected), latent (E, infected and infectious but asymptomatic), infected (I; and symptomatic), recovered (V), and dead (D) (Fig. and ). Figure 1. Flow diagram of the model. The four-compartment model of disease transmission incorporates the viral transmissibility and the impact of quarantine and social distancing. The population is divided into the following states: susceptible subject(s) (S), had close contact(s) (C, those that were exposed to the infected subjects/pathogen but not necessarily infected), latent (E, infected and infectious but asymptomatic), infected (I; and symptomatic), recovered (V), and dead (D). CM is the portion of the contact cases that are missed by contact tracing and will not be quarantined. Individuals in states C, CM, and C.
机译:目的探析医疗保健需求激增的影响和影响,以应对Covid-19大流行,评估各种感染/疾病控制措施的潜在效果,并对当前锁定退出的最佳方法进行预测。根据武汉数据,为SARS-COV-2感染构建了四室模型,并验证了意大利,英国和美国收集的数据。该模型在三个可修饰因素中捕获各种疾病抑制措施的有效性:(a)可以通过社会疏散方式降低的人均接触率(β),(b)接触可以降低的传染性的感染概率穿着面部,个人卫生等,和(c)与易感人群接触的传染性人群,可通过检疫降低。该模型用于对最佳方法进行预测,以退出当前锁定。结果应用模型应用于评估意大利,英国和美国的流行病学数据和医院负担。通过敏感性分析确定控制措施作为观察到的流行病学数据的关键驱动因素。分析不同的锁定退出策略表明,具有社会分离/一般面罩使用的组合的锁定退出策略可以工作,但这需要通过激烈的监测来支持,这将允许重新引入/收紧控制措施,如果数量新的受感染的受试者再次增加。结论和相关性政府应尽早行动,以遏制遏制政策。对于锁定重新实现的潜力,需要密切监视任何锁定退出。此数学模型为未来的主要流行病提供了一个框架。引言新型冠状病毒(SARS-COV-2)和感染相关疾病(Covid-19)在2020年初宣布了世界卫生组织的国际卫生问题的公共卫生紧急情况,自成长为大流行。 ,Covid-19创造了一个前所未有的全球健康问题,大多数医疗保健系统没有做好充分准备。案例隔离,社会偏差,旅行限制和检疫等政策代表了各国政府通过控制爆发所采用的关键措施。但是,这些措施也对个体心理福祉和社会/经济成本带来了重大影响。已经提出了许多流行病学模型来描述传输的动态并模拟爆发过程。然而,很少有研究评估了各种措施对病毒扩散的控制的影响。建立了四室模型来描述SARS-COV-2感染,评估各种感染控制措施的潜在效果,并对退出锁定的最佳方法进行预测。方法将群体分为以下各种状态:易感对象,接触接触(C,暴露于受感染的受试者/病原体,但不一定感染的人),潜在(E,感染和感染但无症状),感染(I;和症状),回收(v)和死(d)(图和)。图1.模型的流程图。四室疾病传播模型包括病毒传播性和检疫和社会疏散的影响。群体分为以下各种状态:易感对象(S),接触接触(C,那些暴露于受感染的受试者/病原体,但不一定感染),潜伏(E,感染和传染性)但无症状),感染(I;和症状),回收(v)和死亡(d)。 CM是联系方式的联系方式部分,该部分被联系跟踪所遗漏,并且不会被隔离。州C,CM和C的个人。

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