You know… I read it somewhere, but I did not delve into it and confirm… so, here goes! (Full disclosure: I actually have no idea how credible the source was where I read that. Shame on me.)
Emissions of Nanoparticles and Gaseous Material from 3D Printer Operation, Yuna Kim, et. al., Environ. Sci. Technol., 2015, pp 12044-12053 says 1.61 × 10^10 ea/min, or 16 billion, with most (96%) of the particles being nanosize (<100nm). I could not find a full text, so I’m not sure what ea/min means here? I’m guessing either ‘each’, or ‘electrified aerosol’ based on searches on the machine involved. I.e. unit count of particles either way. Please let me know if you have better info, as if it means something else, that could drastically change the outcome of the comparison!
Characterization of Fine Particle Emissions from Burning Church Candles, Philip M. Fine and Glen R. Cass, Environ. Sci. Technol., 1999, pp 2352-2362 is a bit complicated, as it does not give a directly comparable value. It gives a burn time, grams burned, and a microgram per gram burned rate of organic compound emission. Taking experiment CAN-4D as a middle-of-the-road-ish rate and one of the ones with ‘neglible sooting’ (they say that sooting produces much larger particles, while normal burn is in the same <100 nm region as the ABS), it gives 1.65 mg burned over 15 min, or 76 µg over one minute.
The peak for normal burn in terms of frequency of size is at about 0.05 µm. n-hexacosane was the largest component of the extremely varied mix, (for paraffin candles as CAN-4D was), and a quick measure in Avogadro (a chemical modeling program) of 1-hexacosane gives the length as 32.975 Å (ångströms). So 15-hexacosane would give us about a 50nm long molecule (to serve as a proxy to convert between grams and eaches).
Hexacosane has a mass of 366.422552 g/mol, multiplied by 15. Divide our 76 µg by that, 13.83 or so nm, or 8.327×10^15 particles per minute.
So a quietly burning candle produces five orders of magnitude more particles (not specifically solely VOCs, though from what I could see in the list of particle types, it sure seems heavily weighted that way) per unit time than ABS.
So for the length of run-time issue you mentioned, that seems obviated by the five orders of magnitude. If a candle burns for an hour and the printer runs for ten, that accounts for only one of the five. So, a valid consideration, one that could have been significant if they had similar levels of emissions, but given my calculations, does not seem to be important.
Of course, this is all dependent on my calculations being correct, and my guess as to the meaning of the ‘ea/min’ on the more recent paper! Was a fun discursion, though.
Please forgive me for the length of this, @Jan_Wildeboer . If you prefer, I can pull this out to its own post and edit this to just a link.