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## WHAT IS IT?
During the onset of the Covid-19 pandemic, people rushed to supermarkets in order to stock up, fearing a shutdown. This model is aimed at making a simulation with basic assumptions of consumer demand vs supply in supermarkets.
## HOW IT WORKS
Customers usually stock up once a week. In this model, the frequency is randomly initialized between **7-9 days** for each customer.
Stock in supermarkets is assumed to be **30 * population size**. Re-stocking is done on a regular basis. However, due to panic buying, supermarkets quickly went out of stock leaving many customers unsatisfied.
An assumption is made that an average customer purchases **30 items** each time they shop. But, during the pandemic, there were instances of customers purchasing **2x times** the usual amount. However, as days passed, the level of panic came down and customers stopped buying items in bulk.
**No. of items bought = 30 + random (ceiling 30 * ( panic-level / 100 ))**
## HOW TO USE IT
The **setup** button creates the population who are initally assumed to be at **home** [green patch].
**go** starts the model where once every 7-9 days [ticks], people visit the **supermarket** [blue patch].
**population** can be adjusted between 50-200
**panic-level** can be adjusted between 0-100 %
**restock-frequency-days** can be varied between 3-15 days
## THINGS TO NOTICE
* Unsatisfied Customers turn **red** if they visit the supermarket at a time when there is no stock. There is also a graphical representation of the same.
* The **Crowd** plot gives an idea of how many customers visit the supermarket a day.
* The **Stock** plot gives a representation of the rise and fall of the Total Stock.
## THINGS TO TRY
* Increase in **restock-frequency-days** results in many unsatisfied customers and the vice-versa
## EXTENDING THE MODEL
* This model can be further extended by dividing the supermarket into divisions and see a rise in demand for items such as toilet paper.
* Some supermarkets do not allow many customers at once in order to maintain social distancing. This could be added as an additional factor.
## RELATED MODELS
The design was inspired from the El Farol Model in the Netlogo Models Library. |
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