Comment on xkcd #3106: Farads
Scipitie@lemmy.dbzer0.com 17 hours agoYou sent me down a freaking rabbit hole, thanks! :)
From what I found is that there is the simple reason that the weird ones are distance, time and weight - the rest I looked into are based on formal non-normalized definitions (including lumen, which surprised me).
My guess is that in depends on where the unit comes from: science or day to day use.
I learned about the Siemens, the Weber and the Gray on the way.
Thanks again!
ViatorOmnium@piefed.social 16 hours ago
They were all done by scientists or engineers.
The meter was defined based on what they calculated as the length of Paris' meridian.
The second was 1/86400 of a day, which makes sense with the angle/circle nomenclature on the clock.
The gram was initially set to be the mass of 1cm³ of water at 4°C - which is why 1l of water ≈ 1kg.
Scipitie@lemmy.dbzer0.com 9 hours ago
The concept of length is way older than these definitions, same for weight and so on.
The meter is an awesome example for what I mean: the 1/1000000 wasn’t random. From my understanding it won over the alternatives in dezimal because of it’s relative closeness to an arms length and the definition was used to remove issues in France because of the (metric) fuckton of different measurements for length.
And the second example of yours is even better describing what I meant: it’s just making sense and is practical not a deep scientific reasoning.
And I won’t bliebe that the foot and inch was conceived by anyone who has a scientific approach.
To be clear: you’re right that basically by definition the units were done by professionals. I try to point out that for the more broader used units practical aspects were at least as important (after all it wasn’t a square meter that was used for the gram but a centi of one).
alsimoneau@lemmy.ca 4 hours ago
It’s also the length of a pendulum with a half period of 1 second.