I didn't see this in the comments yet, but I have to say I was really stoked about your vector analysis series (pun intended)! The one thing I would like to have seen you add would be mentioning more about the application side of things, i.e. how stokes theorem is used in E&M and other fields, but that because my first major was physics. Thanks again!
You seem you really enjoy your subject. Thats is amazing. I wish I had a teacher like you. And thanks for making me understood Stoke's Theorem. I had a serious problem on visiualizing it in my mind.
Shouldn't the plane be drawn sloping towards the Y-axis since it cuts the Y-axis at 2. You seem to have the cylinder being cut, sloping toward the X-axis. Am I missing something?
Nice! I‘d love it if you’d make a series leading up to the proof of the general stokes theorem using differential forms etc. I don’t think there is a video on TH-cam like that at the moment
Use Stokes' theorem to compute integral (y ^ 2dx + x ^ 2dy), where C is the outline of the part of the plane 2x + y + z = 4 that is in the first octant, counterclockwise.
Hi sir, can i just ask, Can all the three theorems(greens,stokes and divergence) be used in the same question or only each theorem unique for a particular question?
A nice little review of Stokes Theorem. I wish I had a chance to use it in my Mech E courses, but I guess they reserve it for graduate courses in fluid/thermodynamics.
Stokes' Theorem and the Divergence Theorem are such lifesavers in Electromagnetism
You are 100% right Tom
I admire your enthusiasm for teaching. I wish my professor was like you
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I didn't see this in the comments yet, but I have to say I was really stoked about your vector analysis series (pun intended)! The one thing I would like to have seen you add would be mentioning more about the application side of things, i.e. how stokes theorem is used in E&M and other fields, but that because my first major was physics. Thanks again!
What an incredible teacher! I hope to see more of your videos dr peyam!
Local whirls add up to a global swirl. That's the enlightening moment for me. Thanks a lot!
Lol I just kept watching because of his positive energy! Keep up the great work 👍
You seem you really enjoy your subject. Thats is amazing. I wish I had a teacher like you. And thanks for making me understood Stoke's Theorem. I had a serious problem on visiualizing it in my mind.
Você explica de forma espetacular. Parabéns.
Shouldn't the plane be drawn sloping towards the Y-axis since it cuts the Y-axis at 2. You seem to have the cylinder being cut, sloping toward the X-axis. Am I missing something?
The plane slopes upwards, but other than that the picture is correct
Thank you Dr Peyam!! You put my mind at ease before final :)
Nice! I‘d love it if you’d make a series leading up to the proof of the general stokes theorem using differential forms etc. I don’t think there is a video on TH-cam like that at the moment
Sadly I don’t know anything about differential forms 😞
@@drpeyam Well then there's a reason to brush up on it :D
@@drpeyam i sure u do but u re so humble
Use Stokes' theorem to compute integral (y ^ 2dx + x ^ 2dy), where C is the outline of the part of the plane 2x + y + z = 4 that is in the first octant, counterclockwise.
I’ll be able to pass math 2e this quarter because of your videos. Thank you!
Thanks so much!!! And good luck 😄
how do i know what the normal unit vector is? I've seen like 3 differnet formulas for it and I dont know when to use what.
Hi sir, can i just ask, Can all the three theorems(greens,stokes and divergence) be used in the same question or only each theorem unique for a particular question?
A nice little review of Stokes Theorem. I wish I had a chance to use it in my Mech E courses, but I guess they reserve it for graduate courses in fluid/thermodynamics.
Thanks!
Thanks so much for the super thanks, I really appreciate it 😍
@@drpeyam My pleasure, your videos helped me a lot in my assignment and research, keep doing these teaching videos, they help a lot of students.
Hi Dr.Peyam,
I am thinking that the normal vector should be instead of ???
The normal vector is correct, remember that for the determinant you alternate + - +
Superb! Triloco mano. Thanks!
Now im ready for vector calculus
Awesome! I would love to see a video about Calabi-Yau manifolds :D
What do you mean Stokes is for 3 or higher? how do you calculate the curl for more than 3 dimensions?
There’s a generalization with differential forms :)
Can you explain me please , " that S ( Surface ) coordinates (1,0,0 ) and (0,1,1 ) { I mean how they come } ???
Doesn't the normal vector need to be of unit length? If so, you're off by a factor of root(2).
It doesn’t, actually, it depends if you’re integrating over S (in which case you need a unit vector) or integrate over D (in which case you don’t)
@@drpeyam You learn something new every day.
Yeah, ready for vector calculus next quarter
Nice video. And released as promised. (+1)
so the ∂Q/∂x-∂P/∂y comes from the curl(F) but F is in 2D?
Yeah, more or less!
words are not seen well ....Mr... but it's good recture
till after the finals,unfortunately😂😂
First
I'm one video short of completing my goal... SIGH