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EVERYTHING IS JUST A SIMPLE HARMONIC OSCILLATOR

368,636 görüntüleme • 11 ay önce •via X (Twitter)

31 Yorum

guille profil fotoğrafı
guille11 ay önce

“linearize any system around an equilibrium and you get dx/dt = Ax” makes it less magical :)

the Rich profil fotoğrafı
the Rich11 ay önce

GET LINEARIZED FOOL

guille profil fotoğrafı
guille11 ay önce

hell yeah

bernoulli_defect profil fotoğrafı
bernoulli_defect11 ay önce

Blocks your path

Ozi𝘜𝘸𝘜🦄 profil fotoğrafı
Ozi𝘜𝘸𝘜🦄11 ay önce

Everything is waves

Kolo 🌐 profil fotoğrafı
Kolo 🌐11 ay önce

more like "everything can be modeled using 1st or 2nd order diff eq"

Foy Savas profil fotoğrafı
Foy Savas11 ay önce

all you need is a good hooke

ΣTΞCH profil fotoğrafı
ΣTΞCH11 ay önce

had some thoughts, but they were also just simple harmonic oscillations

∇·(𝜌𝐮𝐮) 🇺🇸 profil fotoğrafı
∇·(𝜌𝐮𝐮) 🇺🇸11 ay önce

I hate this with all my heart

TheRealVerbz (Jason Verbelli) profil fotoğrafı
TheRealVerbz (Jason Verbelli)11 ay önce

Some things are a little more complex, but still harmonically oscillating. Now imagine harmonic Bloch wall oscillations which lead to a coherent current of electrons in phase. Magnetic Experiments & work of John Searl:

Matthew Pirkowski profil fotoğrafı
Matthew Pirkowski11 ay önce

because it's just a term for "constrained cycles", which constitutes the primary building block for any coherent process, which can then become a component of more complex cyclic dynamics...

Louis T. Getterman IV — 🇺🇸/acc profil fotoğrafı
Louis T. Getterman IV — 🇺🇸/acc11 ay önce

And it’s turbines all the way down…

Sia profil fotoğrafı
Sia11 ay önce

Everything cycles always

Dylan Kawalec profil fotoğrafı
Dylan Kawalec11 ay önce

everything in motion; And a natural source for entropy.

David Roome 🪐 profil fotoğrafı
David Roome 🪐11 ay önce

Everything is a rotation

doer profil fotoğrafı
doer11 ay önce

Everything is mass, spring and damper

Frog of Future Past profil fotoğrafı
Frog of Future Past11 ay önce

*everything is just a complicated infinitely nested harmonic oscillator

Physixdude (DKS) profil fotoğrafı
Physixdude (DKS)11 ay önce

Aka the Einstein model

Jesse Palmer profil fotoğrafı
Jesse Palmer10 ay önce

Ye old AC versor diagram,

Jake Hunter profil fotoğrafı
Jake Hunter11 ay önce

@DamonRiddle3 @Oracle_ofMatrix @exoslinger @PrayFPSHub @AmurakaHidden 1st. Law of Hermeticism : everything vibrates 📳

Luis M.🍋 profil fotoğrafı
Luis M.🍋11 ay önce

Everything is spirals really

AFX LAB profil fotoğrafı
AFX LAB11 ay önce

Mass on a spring? Mass on a spring

Redeem314 profil fotoğrafı
Redeem31411 ay önce

It’s the nature of differential equations. The solutions are usually exponential or sinusoidal. Because only for those functions is y’ = y or y’’ = y etc.

zoomer of antiquity profil fotoğrafı
zoomer of antiquity11 ay önce

Fuck it Im bouta mass on spring

Synaptic Axon profil fotoğrafı
Synaptic Axon11 ay önce

You would probably appreciate this then: or Gerard LaFreniere's (RIP) site it is derived from:

SyntheticApertureRetard profil fotoğrafı
SyntheticApertureRetard11 ay önce

Yeah that was Fourier’s whole insight

chorizord profil fotoğrafı
chorizord11 ay önce

we'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssooverwe'resobackit'ssoover

Moritz🦭 profil fotoğrafı
Moritz🦭11 ay önce

I NEED TO OSCILLATE

four Day profil fotoğrafı
four Day11 ay önce

i got up to basic calculus physics(kinetics, light, electricity, something else maybe???) and we did everything using triangles so i just assume everything is triangles.

dhruv profil fotoğrafı
dhruv11 ay önce

and the governing equations of motion are always the 2nd order linear differential equations

Go profil fotoğrafı
Go11 ay önce

The reason is so simple In real world you can only have 2 state Equilibrium state vs Non equilibrium state The most generic form of equilibrium is not static , so it must be oscillating hence linearity

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