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10.1063/5.0041596

http://scihub22266oqcxt.onion/10.1063/5.0041596
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33746492!7976050!33746492
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suck abstract from ncbi


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pmid33746492      Phys+Fluids+(1994) 2021 ; 33 (3): 031704
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  • Probability of COVID-19 infection by cough of a normal person and a super-spreader #MMPMID33746492
  • Agrawal A; Bhardwaj R
  • Phys Fluids (1994) 2021[Mar]; 33 (3): 031704 PMID33746492show ga
  • In this work, we estimate the probability of an infected person infecting another person in the vicinity by coughing in the context of COVID-19. The analysis relies on the experimental data of Simha and Rao ["Universal trends in human cough airflows at large distances," Phys. Fluids 32, 081905 (2020)] and similarity analysis of Agrawal and Bhardwaj ["Reducing chances of COVID-19 infection by a cough cloud in a closed space," Phys. Fluids 32, 101704 (2020)] to determine the variation of the concentration of infected aerosols with some distance from the source. The analysis reveals a large probability of infection within the volume of the cough cloud and a rapid exponential decay beyond it. The benefit of using a mask is clearly brought out through a reduction in the probability of infection. The increase in the probability of transmission by a super-spreader is also quantified for the first time. At a distance of 1 m, the probability of infection from a super-spreader is found to be 185% larger than a normal person. Our results support the current recommendation of maintaining a 2 m distance between two people. The analysis is enough to be applied to the transmission of other diseases by coughing, while the probability of transmission of COVID-19 due to other respiratory events can be obtained using our proposed approach.
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