Modeling and simulation of periodic lockdowns on COVID-19 dynamics using an adaptive SIRV model with daily-varying rates

Q1 Social Sciences
Benny Yong , Arief Anbiya
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引用次数: 0

Abstract

We introduce a model for analyzing periodic short-term COVID-19 lockdowns featuring short, alternating periods of W working days and L lockdown days with a weekly cycle: W+L=7. A modified adaptive SIR epidemic model with vaccination (A-SIRV) with a smooth damping function is used to account for periodic suppression of the transmission rate. We use real-world COVID-19 data from Indonesia, United States, Singapore, and Israel to estimate the non-constant transmission and recovery rates using the Method of Variational Imbedding (MVI). The calculated rates reveal that the results of the simulation using A-SIRV models without a damping function approximate the real-world data accurately enough, with low RMSE and MAE values and high values for the coefficient of determination. We also validate the transmission rates with phases of Delta and Omicron variants and obtain agreeable results. We then simulate various scenarios of periodic short-term lockdown using the damped A-SIRV model, finding that implementing five working days and two lockdown days throughout the entire simulation period is sufficient for consistently flattening the number of active cases in the models for Indonesia and United States. However, for the Singapore and Israel models, the use of five working days and two lockdown days only flattens the number of active cases for several years before a blow-up, an extremely high peak of active cases, appears despite the periodic lockdown remaining in place. We then perform additional numerical simulations for Singapore and Israel models and find that the sudden extreme peak can be suppressed by three scenarios: increasing the share of vaccination to the susceptibles, reducing the number of working days per week to three, or using a dynamic policy of five working days per week followed by a policy shift to only two working days per week when sudden extreme peaks start to form. Our study finds that preventive vaccination should be emphasized while allowing partial economic activity during periodic lockdowns.
基于日变速率自适应SIRV模型的COVID-19周期性封锁动力学建模与仿真
我们引入了一个以周为周期,W个工作日和L个工作日交替进行的周期性短期封锁分析模型:W+L=7。采用带有平滑阻尼函数的改进自适应SIR流行病模型(A- sirv)来解释传播率的周期性抑制。我们使用来自印度尼西亚、美国、新加坡和以色列的真实COVID-19数据,使用变分嵌入法(MVI)估计非恒定传播和恢复率。计算速率表明,不加阻尼函数的a - sirv模型的模拟结果与实际数据足够接近,RMSE和MAE值较低,决定系数值较高。我们还用Delta和Omicron变体的相位验证了传输速率,得到了令人满意的结果。然后,我们使用阻尼的A-SIRV模型模拟了周期性短期封锁的各种情景,发现在整个模拟期间实施五个工作日和两个封锁日足以使印度尼西亚和美国模型中的活跃病例数量持续趋于平稳。然而,对于新加坡和以色列的模式,使用5个工作日和2个封锁日只会使活跃病例数在几年内趋于平缓,然后出现爆发,即活跃病例的极高峰值,尽管定期封锁仍然存在。然后,我们对新加坡和以色列的模型进行了额外的数值模拟,发现突然的极端峰值可以通过三种情况来抑制:增加易感人群的疫苗接种份额,将每周工作日减少到三天,或者使用每周五个工作日的动态政策,然后在突然的极端峰值开始形成时将政策转变为每周只有两个工作日。我们的研究发现,应强调预防性疫苗接种,同时在周期性封锁期间允许部分经济活动。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Biosafety and Biosecurity
Journal of Biosafety and Biosecurity Social Sciences-Linguistics and Language
CiteScore
6.00
自引率
0.00%
发文量
20
审稿时长
41 days
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