Research Article
A Mathematical Model of COVID-19 with Vaccination and Treatment
Table 1
Model parameter values and source.
| Parameter | Description | Value | Reference |
| | Recruitment rate of individuals into the population | | [26, 38] | | Proportion of recruited individuals who are vaccinated | 0.0001 | Assumed | | Vaccination rate | 0.4 | Assumed | | Reduction in the transmission from asymptomatic | 0.3 | [39] | | Increase in the transmission from symptomatic | 1.8 | Assumed | | Reduction in the transmission from hospitalized | 0.3 | Assumed | | Natural death rate | | [26, 38] | | Disease-induced death rate | 0.018 | [40, 41] | | Infection reduction of vaccinated individuals | 0.8 | Assumed | | Exit rate from the exposed class | 0.13 | [9] | | Exit rate from the infectious class | 0.0833 | [41] | | Proportion of infectious who recover naturally | 0.05 | [42] | | Fraction of exposed who become infected | 0.7 | [39] | | Effective contact rate | 1.12 | [41] | | Recovery rate of hospitalized individuals | 0.0701 | [40] | | Proportion of asymptomatic who recover naturally | 0.14 | [9] | | Exit rate from the asymptomatic class | 0.13978 | [39, 41] | | Rate at which individuals lose immunity | 0.011 | [19] |
|
|