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Analysis of airborne sputum droplets flow dynamic behaviors under different ambient conditions and aerosol size effects.


ABSTRACT: The coronavirus (COVID-19) is becoming more threatening with the emergence of new mutations. New virus transmission and infection processes remain challenging and re-examinations of proper protection methods are urgently needed. From fluid dynamic viewpoint, the transmission of virus-carrying droplets and aerosols is one key to understanding the virus-transmission mechanisms. This study shows virus transmission by incorporating flow-evaporation model into the Navier-Stokes equation to describe the group of airborne sputum droplets exhaled under Rosin-Rammler distribution. Solid components and humidity field evolution are incorporated in describing droplet and ambient conditions. The numerical model is solved by an inhouse code using advection-diffusion equation for the temperature field and the humidity field, discretized by applying the total-variation diminishing Runge-Kutta method. The results of this study are presented in detail to show the different trends under various ambient conditions and to reveal the major viral-transmission routes as a function of droplet size.

SUBMITTER: Zeng G 

PROVIDER: S-EPMC9283082 | biostudies-literature | 2022 Nov

REPOSITORIES: biostudies-literature

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Analysis of airborne sputum droplets flow dynamic behaviors under different ambient conditions and aerosol size effects.

Zeng Gang G   Chen Lin L   Yuan Haizhuan H   Yamamoto Ayumi A   Chen Haisheng H   Maruyama Shigenao S  

Chemosphere 20220715 Pt 1


The coronavirus (COVID-19) is becoming more threatening with the emergence of new mutations. New virus transmission and infection processes remain challenging and re-examinations of proper protection methods are urgently needed. From fluid dynamic viewpoint, the transmission of virus-carrying droplets and aerosols is one key to understanding the virus-transmission mechanisms. This study shows virus transmission by incorporating flow-evaporation model into the Navier-Stokes equation to describe t  ...[more]

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