Laplace Equation in Cylindrical Coordinate System- Derivation

#Laplace_Equation
#Cylindrical_Coordinates
#EMF

[abhishekmange]

Ma'am you deserve a tremendous appreciation for the time and effort you put together to explain a complex derivation in really simple and easy to understand lecture. I hope you keep up the good work.

[abhisheksingh-mcvu]

If there were a Nobel Prize for Best Teacher, I’m sure you would get it! Thank you for being such an amazing person and a true inspiration!

[abhisheksingh-mcvu]

Thank you teacher for activating curiosity, knowledge, and new visions into our lives. Without your guidance, life could not have been this blissful. Thank you so much!

[overlordprincekhan]

Thanks a lot ma'am, you provided such an elegant explanation!

[jassmiahdaboolibrahim]

عاشت الايادي كنت محتاجه الى هذا الشرح 😊😊😊

[password]

Thank you so much m'am 🙏 this video is incredebly useful

[krishna]

Thank you mam, for such a nice and easy explanation

[venuscheung]

really clear explanation, thank you very much

[naveedrather]

Laplacian equation in spherical co-ordinate pai banao vedio

[logicalmix]

maam plzz laplacian in spherical coordinates bhi explain krdy

[MrYahya]

Why is it that differentiating r=x/cos(theta) gives dr/dx = 1/cos(theta), but when you differentiate r^2 = x^2 + y^2, you get dr/dx=cos(theta)?
Thank you.

[rajageddada]

Please upload remaining laplace equation in Cartesian coordinates and laplace equation in spherical coordinates

[utkarshsrivastava]

Mam please please please solve Laplace equation in spherical polar coordinates please Mam, humble request
Looking forward to hear from you

[arpitrana]

There is a correction in step2 : instead of ø=tan^-1(y/x) its ø=arctan(y/x)

But great efforts... thanks for making such videos.

[ayeshailyas]

Please upload in spherical coordinates plz laplacian