室内空调环境中COVID-19传播的计算预测

Ioannis Rentoumis
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摘要

COVID-19对健康和经济产生了破坏性后果,并改变了人类日常活动的方方面面。该疫情于2019年12月在中国武汉首次被发现。世界卫生组织于2020年1月30日宣布该疾病为“国际关注的突发公共卫生事件”。此外,截至2021年2月6日,已报告了1.05亿例病例。在内部环境中保持公共距离是防止传播的安全措施。一个有争议的话题是人与人之间的安全距离。对内部公共场所的社会距离规定,忽略了空调机组、窗户和门等入口的潜在空气动力学影响,随意定义。吸入气流的速度有可能将液滴从患者的鼻子或嘴巴转移到超过指示距离的地方。目前的研究集中在一个超市的模型,包括通风系统和敞开的门。为了在空调室内空间传播COVID-19,我们实施并研究了两种不同的设计。内部架子、家具和人体模型也在考虑之中。数值计算结果与两种著名的入射空气有效速度和病毒浓度经验模型的计算结果进行了比较。结果表明,本文的计算结果与简单经验模型的计算结果吻合较好,特别是当采用湍流的标准k-ε模型时。因此,对于咳嗽和打喷嚏患者,我们研究了沉积在地板上的最大颗粒,6英尺(≈1,82米)规则适用得很好。然而,带有病原体的颗粒,例如来自无症状患者的颗粒,在人们呼吸和谈话时通过室内空气传播。因此,6英尺规则并没有太大的好处,因为一个人呼吸的空气往往会在其他地方上升和下降,所以这个人比远处的人更容易暴露在平均背景中。未来的研究应该把重点放在待在室内的时间而不是距离上。随着新冠肺炎疫情的发展,本研究具有灵活性,可广泛应用于人群密集场所。此外,总体结果是个人应保持165米的距离,并应作为指导方针,以帮助降低感染风险。
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Computational Prediction of COVID-19 Transmission in Internal Air-Conditioned Environments
COVID-19 has had destructive consequences for health, economy and has altered every aspect of everyday human activity. The outbreak was first identified in December 2019 in Wuhan, China. The declaration of the disease as a “Public Health Emergency of International Concern” for the World Health Organization took place on January 30, 2020. Furthermore, 105,5 million cases have been reported until 06 February 2021. Public distancing in internal environments has been applied as a safety measure to prevent transmission. A controversial topic is the safe distance from person to person. The social distancing regulation, for internal public places, has been arbitrarily defined ignoring the potential aerodynamics effects of inlets, such as air-conditioning units, windows and doors. The velocity of the intake airflow has the potential to transfer a droplet from the nose or the mouth of a patient in greater than the indicated distance. The present study focuses on a model of a supermarket that includes a ventilation system and open doors. For the transmission of COVID-19 in an air-conditioned internal space, two different designs were implemented and studied. Internal shelving, furnishing and human models are also being considered. The numerical results obtained are compared with those obtained by two well-known empirical models related to the effective velocity of incoming air and the virus concentration. It is concluded that the computational results obtained in the present study are in acceptable agreement with those obtained by simple empirical models, especially when the standard k-ε model of turbulence is used. Thus, for the cases of coughing and sneezing patients, where we studied the largest particles that sediment onto the floor, the 6-foot (≈1,82 m) rule applies well. However, pathogen-laced particles, coming for example from asymptomatic patients, travel through the air indoors when people breathe and talk. Therefore, there is not much benefit to the 6-foot rule because the air a person is breathing tends to rise and comes down elsewhere, so the person is more exposed to the average background than to a person at a distance. Future research should concentrate rather on the amount of time spent inside rather than distances. As the COVID-19 pandemic is progressing, the present study is flexible and can be applied generally in crowded places. Furthermore, the general outcome is that individuals should maintain the distance of 1,65 meters and it should be applied as guidelines to help reduce the infection risk.
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