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Mathematics. Physics. Magnetic Chaotic Pendulum: adding magnetic forces to gravity gives this pendulum chaotic motion (sensitivity to slight differences in initial launch conditions). By Physicsfun, Used with permission.

333,418 次观看 • 3 年前 •via X (Twitter)

10 条评论

Alphonse Reitz 的头像
Alphonse Reitz3 年前

I have everything I need to build one.. My kids (...and me) are going to love playing with it.

Felix Godejohann 的头像
Felix Godejohann3 年前

Check this out:

DigitalJ 的头像
DigitalJ3 年前

Magnetism:The closest thing to magic our world has to reference. 🙂

Julien F. 的头像
Julien F.3 年前

I would point out that it's not about adding magnetic forces, in the sense that magnetism has nothing special. What is important here is rotational symmetry breaking. So you get a 1st-order ODE of dimension 4 instead of 2, which is not protected by the Poincaré-Bendixson theorem

🇺🇦 🐦 🇮🇱 Jose Pereira © 🇺🇸 🐳 🏳️‍🌈 的头像
🇺🇦 🐦 🇮🇱 Jose Pereira © 🇺🇸 🐳 🏳️‍🌈3 年前

wishcraft!

Pablo Palomino 的头像
Pablo Palomino3 年前

@VanessaNR9

Joe L Bridger 的头像
Joe L Bridger3 年前

Polymath math is like a chaotic pendulum. The more magnetic assumptions outside of the bounded assumptions of math, the more interesting it becomes depending on where you launch. e.g. the brief assumptions of psychosomatic medicine, supramolecular chemistry, nano-science/physics.

Avcı. Geny Balboa 的头像
Avcı. Geny Balboa3 年前

Is it has any n-cycle?

Steve Effing Beeping Jameson 的头像
Steve Effing Beeping Jameson3 年前

The n-body problem.

Lisandro Lorea | Red Mage Games 的头像
Lisandro Lorea | Red Mage Games3 年前

But is it better than lava lamps?

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