3d curl intuition, part 1

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Here we start transitioning from the understanding of two-dimensional curl into an understanding of three-dimensional curl.
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This is heaven on Earth for someone like me that learned this 24 years ago and just now understand!

jlpsinde
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You did 3x^2 + 3y^2 instead of 3x^2 - 3y^2 down there

SimeonRadivoev
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I love this entire series of vids. The intuition around divergence and curl is great.


There is one sign error in this vid, though. It is at about 4:24. You have 3x^2 + 3y^2 where you should have 3x^2 - 3y^2. It stays on the screen for the rest of the vid without being corrected, but when you use that quantity later you put the correct sign in it.

ConceptualCalculus
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I think i found out my goldmine, when i found your videos.

anonymoustraveller
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Yeah should be MINUS 3y^2.. kinda bummed I wasn't the first to point it out lol

Jcsomethin
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What software is used to create those animations/models?

borg
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super! My EM prof. did not give this insight when I learned it

poiuwnwang
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Why do we describe the fluid rotation in z axis. Since its 2d how does the z component exists or is created

TryhardGenos
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You're the complete opposite of schools and colleges, you *TRUELY* show the fun and excitement of the journey of knowledge, while schools and colleges completely massacre it

Z-eng
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My mind is stuck at + 3y^2. It's gotta be fixed before proceeding.

VladTepesh
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You explain very very well. Maybe a YT channel 3blue1brown named after your eyes will suit you 😛

TheHumanHades
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can you make intuition of why the divergence of curl of any vector field is equal to zero ?

Adamjones
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The question that will never be answered: did grant use khan academy's or his own software

ynnx
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Can you tell why the Curl of central forces is 0?

Saptarshi.Sarkar