Very clear derivation! I'm currently doing my master's thesis in aerodynamics and am trying to derive a model for the dynamics of an energy-generating kite. The tether means that spherical coordinates are the most practical option. This was a very good refresher!
Thank you enormously! You've explained it so fluidly and made it into a very accessible shape, I love it. I wish more people could have been blessed with teachers like you!
I enjoyed this presentation, not only the topic is very interesting, but the style is awesome. Congrat. I have a question for you: say we have a moving spherical coordinate system, like on Earth (constant speed of rotation around the z axix), how would you include the acceleration of the moving coordinate system into your final equations? I have an idea for that but I would like to cross check that with you. Thanks for your help!
Excelente, muchísimas gracias. Espero pueda realizar videos para coordenadas cilíndricas y polares. Otra cosa que me gustaría pedirle si fuera posible es que pueda explicar a partir de las ecuaciones de Maxwell, las leyes de snell, anillos de newton, etc. En general la demostración a partir de las leyes de Maxwell de la óptica geométrica ¿Se puede deducir a partir de ahí? Le envió un gran saludo y agradecimiento desde Coyhaique, Chile.
Here's some stuff that might help - Cylindrical coordinates czcams.com/video/rlnlKSdHZAw/video.html - polar coordinates czcams.com/video/EYPwDVANokc/video.html - Intro to Maxwell's equations czcams.com/video/wOTeWu6Iyy0/video.html
Very clear derivation! I'm currently doing my master's thesis in aerodynamics and am trying to derive a model for the dynamics of an energy-generating kite. The tether means that spherical coordinates are the most practical option. This was a very good refresher!
Glad you found it helpful!
Thank you enormously! You've explained it so fluidly and made it into a very accessible shape, I love it. I wish more people could have been blessed with teachers like you!
thank you very much!
Thank you for so much clarity in the mathematical development!
Glad it was helpful!
I enjoyed this presentation, not only the topic is very interesting, but the style is awesome. Congrat. I have a question for you: say we have a moving spherical coordinate system, like on Earth (constant speed of rotation around the z axix), how would you include the acceleration of the moving coordinate system into your final equations? I have an idea for that but I would like to cross check that with you. Thanks for your help!
Perfect class!
It's very useful for me sir😊
Glad to hear that
Would you please post a video for Hamilton principle
Thank you so much sir
That was fun!
Excelente, muchísimas gracias. Espero pueda realizar videos para coordenadas cilíndricas y polares. Otra cosa que me gustaría pedirle si fuera posible es que pueda explicar a partir de las ecuaciones de Maxwell, las leyes de snell, anillos de newton, etc. En general la demostración a partir de las leyes de Maxwell de la óptica geométrica ¿Se puede deducir a partir de ahí?
Le envió un gran saludo y agradecimiento desde Coyhaique, Chile.
Here's some stuff that might help
- Cylindrical coordinates czcams.com/video/rlnlKSdHZAw/video.html
- polar coordinates czcams.com/video/EYPwDVANokc/video.html
- Intro to Maxwell's equations czcams.com/video/wOTeWu6Iyy0/video.html
Thank you so much! :)
Cool!
...and tedious. (;
VERY tedious - that's very true.