In order to test a 300mm lens at 300mm, you first need to verify it actually is 300mm, don't you? Until you do that, you're using a flawed system.
Uh, that's the whole point of the procedure, to verify whether it is 300mm. The calculations are to tell you what the actual FL is of the lens you're holding. And if it comes out to 300mm, then the marking is correct. If not, it isn't.
Under that calculation, sure, it should work - assuming that the figures used were accurate (they weren't, the web site even says they aren't), that there was no atmospheric distortion (there was, there always is - especially in that climate), that you didn't round anywhere (you likely did), etc.
It was off by like... a lot. 60mm or so, IIRC. Several orders of magnitude more than rounding would have anything to do with (the website or mine). Distortion, however? Still seems unlikely, but no I don't know for sure.
So okay, whatever, trust the manufacturers then *shrug*
(Although you have to ask yourself, do you really think they'd go to the trouble of designing a minimally flawed lens at the right price point, find out that it's 273mm, then redsign the whole thing until it hit 300? Or do you think they'd just round it...? Considering all the lenses for sale are advertised in multiples of 100 at the tele end... seems pretty likely the latter is true even without testing, but maybe that's just me)
Anyway, I may actually build a laser test bench sometime in the future for unrelated projects (making homemade lenses), and could try again with that as long as I'm doing it anyway.
^^ yep. even if it's a hair off, that calculation will be wildly inaccurate, especially with the flawed standards employed.
No, it'd have to be HUGELY off. The moon would have to appear ~20% smaller than it should to yield that difference. A difference of something like 100 pixels (i.e. very much within precision of all measuring instruments involved)
The atmosphere may very well be enough to change it by 20%, I admit. But whether it is or not, that's not what I would call "a hair."
From what I'm reading now, it appears to be almost completely negligible above about 45 degrees from the horizon, btw / much less than the disparity I found.