The quoted calculation seems to assume that the indoor air is 100% CO2, when in fact it is about 0.1% CO2? So your conclusions seem to be off by a factor of 1000. Actually a factor of 5000 if you are trying to maintain 600ppm, since the outdoor air also has 400ppm and presumably the net flux is 0.
ETA: Actually maybe that was how you moved from l/hour to l/second, your figures seem about right for keeping levels at 700ppm assuming your airspeed.
Also a cracked window just doesn’t seem to do it empirically.
My credence on the finding being true is high.
I had also seen the replication, and I believe that the paper correctly reports the result of an experiment. (And its certainly not publication bias with p < 0.0001 or whatever.) The question is whether a particular interpretation of the results is correct. At a minimum it depends on just what the test is measured.
The quoted calculation seems to assume that the indoor air is 100% CO2, when in fact it is about 0.1% CO2? So your conclusions seem to be off by a factor of 1000. Actually a factor of 5000 if you are trying to maintain 600ppm, since the outdoor air also has 400ppm and presumably the net flux is 0.
ETA: Actually maybe that was how you moved from l/hour to l/second, your figures seem about right for keeping levels at 700ppm assuming your airspeed.
Also a cracked window just doesn’t seem to do it empirically.
I had also seen the replication, and I believe that the paper correctly reports the result of an experiment. (And its certainly not publication bias with p < 0.0001 or whatever.) The question is whether a particular interpretation of the results is correct. At a minimum it depends on just what the test is measured.