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Effects of social distancing and isolation on epidemic spreading: a dynamical density functional theory model (2003.13967v2)

Published 31 Mar 2020 in q-bio.PE, physics.bio-ph, and physics.soc-ph

Abstract: For preventing the spread of epidemics such as the coronavirus disease COVID-19, social distancing and the isolation of infected persons are crucial. However, existing reaction-diffusion equations for epidemic spreading are incapable of describing these effects. We present an extended model for disease spread based on combining an SIR model with a dynamical density functional theory where social distancing and isolation of infected persons are explicitly taken into account. The model shows interesting nonequilibrium phase separation associated with a reduction of the number of infections, and allows for new insights into the control of pandemics.

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