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Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study

INTRODUCTION: This work aims to develop a biomathematical transmission model of COVID-19, in the State of Sergipe, Brazil, to estimate the distribution of cases over time and project the impact on the spread of the epidemic outbreak due to interventions and control measures over the local population...

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Autores principales: Góis, Aédson Nascimento, Laureano, Estevão Esmi, Santos, David da Silva, Sánchez, Daniel Eduardo, Souza, Luiz Fernando, Vieira, Rita de Cássia Almeida, Oliveira, Jussiely Cunha, Santana-Santos, Eduesley
Formato: Online Artículo Texto
Lenguaje:English
Publicado: Sociedade Brasileira de Medicina Tropical - SBMT 2020
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7580272/
https://www.ncbi.nlm.nih.gov/pubmed/33111916
http://dx.doi.org/10.1590/0037-8682-0417-2020
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author Góis, Aédson Nascimento
Laureano, Estevão Esmi
Santos, David da Silva
Sánchez, Daniel Eduardo
Souza, Luiz Fernando
Vieira, Rita de Cássia Almeida
Oliveira, Jussiely Cunha
Santana-Santos, Eduesley
author_facet Góis, Aédson Nascimento
Laureano, Estevão Esmi
Santos, David da Silva
Sánchez, Daniel Eduardo
Souza, Luiz Fernando
Vieira, Rita de Cássia Almeida
Oliveira, Jussiely Cunha
Santana-Santos, Eduesley
author_sort Góis, Aédson Nascimento
collection PubMed
description INTRODUCTION: This work aims to develop a biomathematical transmission model of COVID-19, in the State of Sergipe, Brazil, to estimate the distribution of cases over time and project the impact on the spread of the epidemic outbreak due to interventions and control measures over the local population. METHODS: This is an epidemiological mathematical modeling study conducted to analyze the dynamics of the accumulated cases of COVID-19, which used a logistic growth model that adds a term of withdrawal of individuals as a control measure. Three possible COVID-19 propagation scenarios were simulated based on three different rates of withdrawal of individuals. They were adjusted with real data of the infected and measures of control over the population. RESULTS: The lockdown would be the best scenario, with a lower incidence of infected people, when compared to the other measures. The number of infected people would grow slowly over the months, and the number of symptomatic individuals in this scenario would be 40,265 cases. We noticed that the State of Sergipe is still in the initial stage of the disease in the scenarios. It was possible to observe that the peak of cases and the equilibrium, in the current situation of social isolation, will occur when reaching the new support capacity, at the end of August in approximately 1,171,353 infected individuals. CONCLUSIONS: We established that lockdown is the intervention with the highest ability to mitigate the spread of the virus among the population.
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spelling pubmed-75802722020-10-23 Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study Góis, Aédson Nascimento Laureano, Estevão Esmi Santos, David da Silva Sánchez, Daniel Eduardo Souza, Luiz Fernando Vieira, Rita de Cássia Almeida Oliveira, Jussiely Cunha Santana-Santos, Eduesley Rev Soc Bras Med Trop Major Article INTRODUCTION: This work aims to develop a biomathematical transmission model of COVID-19, in the State of Sergipe, Brazil, to estimate the distribution of cases over time and project the impact on the spread of the epidemic outbreak due to interventions and control measures over the local population. METHODS: This is an epidemiological mathematical modeling study conducted to analyze the dynamics of the accumulated cases of COVID-19, which used a logistic growth model that adds a term of withdrawal of individuals as a control measure. Three possible COVID-19 propagation scenarios were simulated based on three different rates of withdrawal of individuals. They were adjusted with real data of the infected and measures of control over the population. RESULTS: The lockdown would be the best scenario, with a lower incidence of infected people, when compared to the other measures. The number of infected people would grow slowly over the months, and the number of symptomatic individuals in this scenario would be 40,265 cases. We noticed that the State of Sergipe is still in the initial stage of the disease in the scenarios. It was possible to observe that the peak of cases and the equilibrium, in the current situation of social isolation, will occur when reaching the new support capacity, at the end of August in approximately 1,171,353 infected individuals. CONCLUSIONS: We established that lockdown is the intervention with the highest ability to mitigate the spread of the virus among the population. Sociedade Brasileira de Medicina Tropical - SBMT 2020-10-21 /pmc/articles/PMC7580272/ /pubmed/33111916 http://dx.doi.org/10.1590/0037-8682-0417-2020 Text en https://creativecommons.org/licenses/by/4.0/ This is an open-access article distributed under the terms of the Creative Commons Attribution License
spellingShingle Major Article
Góis, Aédson Nascimento
Laureano, Estevão Esmi
Santos, David da Silva
Sánchez, Daniel Eduardo
Souza, Luiz Fernando
Vieira, Rita de Cássia Almeida
Oliveira, Jussiely Cunha
Santana-Santos, Eduesley
Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study
title Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study
title_full Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study
title_fullStr Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study
title_full_unstemmed Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study
title_short Lockdown as an Intervention Measure to Mitigate the Spread of COVID-19: a modeling study
title_sort lockdown as an intervention measure to mitigate the spread of covid-19: a modeling study
topic Major Article
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC7580272/
https://www.ncbi.nlm.nih.gov/pubmed/33111916
http://dx.doi.org/10.1590/0037-8682-0417-2020
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