this post was submitted on 10 Dec 2023
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Lemmy Shitpost

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[–] [email protected] 25 points 1 year ago* (last edited 1 year ago) (23 children)

The sad reason for that is that it's a conversation killer. I would love to go back and forth for hours on things like the uncanny similarity between universal gravitation and Coulomb's law. But, when I speak to someone with a similar background to mine it's all...work-work-work-how-is-it-applied??, and when I speak to someone without that background it's all yawns. It's a shame because in either case I think science is the most interesting topic. It's just as edifying to dive casually into the philosophy as it is to dive rigourously into the maths. I learn more per unit time from either type of conversation than from studying papers. And, it's a passion, but one whose expression is stymied either by explaining it in terms of football fields per dolphin or by making it marketable. Interaction with other minds is the most valuable type of learning.
I feel like I may come off as a bit of an elitist writing this, but the problem really is the opposite: I wish more people would get involved!
Edit: the responses to this have made my day you guys. This is why I left Reddit.

[–] [email protected] 9 points 1 year ago (6 children)

I’m a person without that background and I’ll talk about it. What’s the uncanny similarity you mentioned?

[–] [email protected] 8 points 1 year ago* (last edited 1 year ago) (5 children)

Well that's lovely, thank you 😊 So Newton's law of universal gravitation is:

F= G×M×m/r^2
which is simple enough to be able to say it in a sentence: "the force of gravity F on two masses M and m is proportional to their masses and square of the distance between them, r " so the heavier and closer planets/suns/black holes are, the greater the gravitationnel pull.
Coulomb's law is:

F= k×Q×q/r^2
which is pretty much exactly the same as you have probably noticed: "the force of electrical attraction F on two charged particles Q and q is proportional to their charges and the square of the distance between them, r "
So the exact same rule applies to planets and atoms. Their behaviour can be explained in the same way. It's called an "inverse square law", it's got a name because they happen everywhere. And it's just, like... Why? Why does the universe work that way? You're not really encouraged to ask that sort of question as a science student, because it "goes nowhere" and doesn't lead to actionable results. But I think it quite spooky. There are loads of weird results like that in science and maths (see quantum theory for abundant examples!) but it's unusual to be able to sit and think about it. There is, for the inverse square law, a pretty elegant mathematical explanation for why they're so common, but it doesn't quite scratch the itch for me, it just raises more questions

Edit sorry for text wall. This is probably why I shouldn't do this!

[–] dragonflyteaparty 3 points 1 year ago

This is actually really cool. I have no idea about any of it, but I remember watching a documentary a long time ago that said certain mathematical patterns repeat all over nature. What you said seems similar to that.

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