Department of Mathematics, Statistics, and Physics, Qatar University, Doha, Qatar.
Infectious Disease Epidemiology Group, Weill Cornell Medicine-Qatar, Cornell University, Doha, Qatar.
J Glob Health. 2021 Jan 16;11:05005. doi: 10.7189/jogh.11.05005.
Mathematical modeling constitutes an important tool for planning robust responses to epidemics. This study was conducted to guide the Qatari national response to the severe acute respiratory syndrome coronavirus 2 (SARS-CoV-2) epidemic. The study investigated the epidemic's time-course, forecasted health care needs, predicted the impact of social and physical distancing restrictions, and rationalized and justified easing of restrictions.
An age-structured deterministic model was constructed to describe SARS-CoV-2 transmission dynamics and disease progression throughout the population.
The enforced social and physical distancing interventions flattened the epidemic curve, reducing the peaks for incidence, prevalence, acute-care hospitalization, and intensive care unit (ICU) hospitalizations by 87%, 86%, 76%, and 78%, respectively. The daily number of new infections was predicted to peak at 12 750 on May 23, and active-infection prevalence was predicted to peak at 3.2% on May 25. Daily acute-care and ICU-care hospital admissions and occupancy were forecast accurately and precisely. By October 15, 2020, the basic reproduction number had varied between 1.07-2.78, and 50.8% of the population were estimated to have been infected (1.43 million infections). The proportion of actual infections diagnosed was estimated at 11.6%. Applying the concept of tuning, gradual easing of restrictions was rationalized and justified to start on June 15, 2020, when declined to 0.7, to buffer the increased interpersonal contact with easing of restrictions and to minimize the risk of a second wave. No second wave has materialized as of October 15, 2020, five months after the epidemic peak.
Use of modeling and forecasting to guide the national response proved to be a successful strategy, reducing the toll of the epidemic to a manageable level for the health care system.
数学建模是规划对传染病的稳健应对的重要工具。本研究旨在为卡塔尔对严重急性呼吸综合征冠状病毒 2(SARS-CoV-2)疫情的国家应对提供指导。该研究调查了疫情的时间进程,预测了医疗保健需求,预测了社会和物理距离限制的影响,并合理化和证明了放宽限制的合理性。
构建了一个年龄结构确定性模型,以描述 SARS-CoV-2 在整个人群中的传播动力学和疾病进展。
实施的社会和物理距离干预措施使疫情曲线变平,使发病率、患病率、急性护理住院和重症监护病房(ICU)住院的峰值分别降低了 87%、86%、76%和 78%。预计每日新增感染人数将在 5 月 23 日达到峰值 12750 例,活跃感染流行率预计将在 5 月 25 日达到峰值 3.2%。每日急性护理和 ICU 护理入院和入住率的预测准确且精确。到 2020 年 10 月 15 日,基本繁殖数变化范围为 1.07-2.78,估计有 50.8%的人口(143 万例感染)受到感染。实际感染的诊断比例估计为 11.6%。应用调整的概念,从 2020 年 6 月 15 日开始,逐步放宽限制是合理的,当时降至 0.7,以缓冲放宽限制后人际接触的增加,并将第二波疫情的风险降到最低。截至 2020 年 10 月 15 日,也就是疫情高峰期五个月后,尚未出现第二波疫情。
使用建模和预测来指导国家应对被证明是一项成功的策略,使疫情对医疗系统的影响降低到可控水平。