Without going into the details, and using the number of coronavirus deaths reported in Spain, I was very interested in having an estimation of the sensibility of number of deaths with respect to the init date of the social distancing rules. The result can be summarized in this graph:
(the X axis doesn't represent time but the date of beginning of the social distancing period)
In Spain social distancing began on
14-Mar, and for that beginning date the simulation outputs
25.159 coronavirus deaths by the end of the social distancing period (the actual figure will be higher since we are still having relevant daily deaths). The point now is, how many deaths we'd have had in case of beginning the social distancing in other dates?
- 1 week earlier (7-Mar): the simulation outputs 5.626 coronavirus deaths, so we would have saved nearly 20K lives vs 14-Mar
- 1 week later (21-Mar): the simulation outputs 80.404 coronavirus deaths, so we would have 55K additional deaths vs 14-Mar
The black curve represents these figures, Dead at the end of the social distancing period. The red curve represents its derivative vs the beginning date, i.e. how many lives can be "saved" by
advancing 1 day the beginning of social distancing. By the date social distancing began in Spain (14-Mar), advancing social distancing meant 4,5K less coronavirus deaths per day in which the confinement was moved forward.
This is the Acum evolution of deaths for the three social distancing beginning date scenarios: 7-Mar, 14-Mar (real one) and 21-Mar (dotted line is real data):
Regards