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Fast Fourier Analysis.

1,408,483 次观看 • 4 个月前 •via X (Twitter)

33 条评论

Haris Ebrat 的头像
Haris Ebrat4 个月前

so the freaking mosquito in my room at 3am is spitting math formulas?!?!

The Herald 的头像
The Herald4 个月前

0:10 a syren 0:14 the gif 0:24 Pacman death

iEarth 的头像
iEarth4 个月前

Fourier literally decoded the matrix for us.

Jeffrey H Wood 的头像
Jeffrey H Wood4 个月前

My worst class in college... Fast Fourier Transforms. I would have flunked, but I talked to the instructor and he agreed to give me a "Gentleman's C" so I could graduate.

Brog 🇺🇸 的头像
Brog 🇺🇸4 个月前

Spent years with Fast Fourier Transforms as a software engineer developing preprocessing algorithms for massive volumes of 3D digital marine seismic data. 🚢🖥️

shire hobbit 的头像
shire hobbit4 个月前

this was my fast fourier graph I remember.

Steve Favis 的头像
Steve Favis4 个月前

I was always amazed at signals being mapped in 2d and how much data we are missing by not mapping them in 3D with time as the 4th dimension. If this was visualized it might help people think better about particle physics

Launch Point Starbase 的头像
Launch Point Starbase4 个月前

if my calc 2 prof had shown this i'd have actually shown up to class

Sunni LaBeouf 的头像
Sunni LaBeouf4 个月前

Great video from a great channel with a 101 level explanation of Fourier transforms:

Rob Mitchell 的头像
Rob Mitchell4 个月前

Ignoring the math, it’s interesting you have an audio frequency corresponding to the y-axis. I’m more curious to hear what each generated waveforms sound like.

Scotty V 的头像
Scotty V4 个月前

Very similar to Fast n Fourier

RyN 的头像
RyN4 个月前

Amazing what a visualization does for understanding. Wish we had these when I was in class.

Chuck Hollis 的头像
Chuck Hollis4 个月前

If you're a synthesizer geek, all of these should look very familiar 😀

Len Seaside 的头像
Len Seaside4 个月前

That's Fourier Analysis. The FFT is just a way to calculate the transform numerically more quickly

GhostInTheBot🇺🇲 的头像
GhostInTheBot🇺🇲4 个月前

Reminds me of Spirographs.

Thibaut MÉLEN 🏴‍☠️🇫🇷/acc 的头像
Thibaut MÉLEN 🏴‍☠️🇫🇷/acc4 个月前

love this animation 🔥 do you have any details on the process / tool used to make it?

aniongithub 的头像
aniongithub4 个月前

Very nice! Curious what you used to make this demo. Manim? 👌

TeddyRubsxkin 的头像
TeddyRubsxkin4 个月前

Don’t lie to us Brian, I know Taylor swift when I hear her 😂

David Turnbull ho/hum 的头像
David Turnbull ho/hum4 个月前

That is not Fourier Analysis, Fast or otherwise.

OphericX++ 的头像
OphericX++4 个月前

✍️Nice ! 🤗 🌴

Peter Bull 的头像
Peter Bull4 个月前

The fact that the universe operate in a determinist repetitive cycles of actions is just impressive. From the illustration, it seems an infinite number of circles can be embedded in a single centric motion (r - length). don't know if this is true, just huristic observation.

O Jogo 的头像
O Jogo4 个月前

smart baby crying:

JETLAB-X 的头像
JETLAB-X4 个月前

Sounds like the old arcade game sounds 👾🕹️

MrBinarios 的头像
MrBinarios4 个月前

Wait a minute why this sounds reminds me to the GAME OVER SOUNDS OF THE OLD 8 BIT GAMES??

Bill Me 的头像
Bill Me4 个月前

How much of reality is based on harmonics?

Lua 🍀 的头像
Lua 🍀4 个月前

The sound effects are spot on 😭👂

jimmy pariko 的头像
jimmy pariko4 个月前

Added invers image. but not so good at this moment.

🚲 frei - jottes  的头像
🚲 frei - jottes 4 个月前

Fourier was not onle the one that found the math that is basics for IT and mobile communications, he also discovered the greenhouse effect in 1824.

PhlipHeads 的头像
PhlipHeads4 个月前

Amazing visualisation

Hosain AbouRaya 的头像
Hosain AbouRaya4 个月前

you just completed my vision about the biological asp-processes of the human body as example, it is one cycle depending on another cycle, and all of them function within general limits i see a cardiogram in Fournier, where the heart has many interdependent componants

EverFaithful 的头像
EverFaithful4 个月前

@TinfoilTricorn I have no idea what I’m listening to but it’s too cute. Like what you might expect other worldly children to sound like as they welcome you to their planet. 😂

Grace Blackwell 的头像
Grace Blackwell4 个月前

This is the most powerful visualisation of the algorithm I have yet seen. Beautiful.

AY 🎒🇵🇸۞🔻🥄🍉 的头像
AY 🎒🇵🇸۞🔻🥄🍉4 个月前

It’s interesting to learn fourier series & transform via audio signal. I wish we were was taught thru this way as students instead of boring integrals & summation

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