Difference between revisions of "Covid 19 - Contacts"
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| − | The model shows the abstracted version of a village. The houses of the inhabitants and points of interest are randomly distributed | + | The model shows the abstracted version of a village. The houses of the inhabitants and points of interest (office, shops...) are randomly distributed through the village. The model simulates the daily routine of the inhabitants. The day is determined by a fixed number of ticks. At the start of a day 0.00 o'clock the inhabitants are in their houses. Around 8 a.m. all residents leave their houses and go to one of the different points of interest. In the afternoon, residents return to their permanently assigned homes. |
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| + | In this village, the spread of Covid 19 is simulated. Residents can become infected by being close enough to an infected resident for a sufficient amount of time. If the contact is long and close enough for an infection, the person turns orange. If an infection has occurred, the chain of infection is represented by a link | ||
| + | The person now infected also become contagious after an incubation period, turns red, and can infect other persons at home, on routes, or at one of the points of interest. | ||
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Revision as of 21:24, 19 January 2021
Problem definition
The global Covid 19 pandemic is impacting everyone's lives. To contain the pandemic, mass events have been banned in Germany since 2020 and masks must be worn daily on public transport and in stores. These measures are increasingly criticized and disregarded by some parts of the population.
This simulation is used to illustrate the impact of bans on mass gatherings on infection rates and the extent to which wearing masks protects all members of society.
Method
NetLogo is used for the simulation. This allows the representation of autonomous agents.Thus, pandemic behavior can be well represented in a situation where people/agents move differently in the daily routine. Hence, reality can be suitably represented in an abstracted model to show the specifics of a pandemic spread.
Model
The model shows the abstracted version of a village. The houses of the inhabitants and points of interest (office, shops...) are randomly distributed through the village. The model simulates the daily routine of the inhabitants. The day is determined by a fixed number of ticks. At the start of a day 0.00 o'clock the inhabitants are in their houses. Around 8 a.m. all residents leave their houses and go to one of the different points of interest. In the afternoon, residents return to their permanently assigned homes.
In this village, the spread of Covid 19 is simulated. Residents can become infected by being close enough to an infected resident for a sufficient amount of time. If the contact is long and close enough for an infection, the person turns orange. If an infection has occurred, the chain of infection is represented by a link The person now infected also become contagious after an incubation period, turns red, and can infect other persons at home, on routes, or at one of the points of interest.
