Euler-Lagrange Equation

preview_player
Показать описание
00:00 Why all this?
00:52 Action Functional
01:53 Nature is extemal
02:44 Calculate the action
03:52 Structure of the Euler-Lagrange equation
05:20 Lagrange function
05:54 How to use Euler-Lagrange equation

Books by Alexander Fufaev:
1) Equations of Physics: Solve EVERY Physics Problem
2) Alexander Fufaev and His Never Ending Story:
Рекомендации по теме
Комментарии
Автор


Do you want to solve every physics problem? Try my eBook!
✅ Contains many useful physics formulas.
✅ Understandable for everyone, because it contains no vectors and integrals.
✅ Formulas are colored and visualized.
✅ Perfect for high school and undergraduate physics students.

Click on the following link to get the book:

fufaev-alexander
Автор

Amazing Work! It catches the topics complexity but you explain it very intuitivly. Also the example at the end really helps!

salalamuel
Автор

Nature always chooses the least path for an action to be preformed and that was clearly explained...Great !!!

jeyaraman
Автор

I always had trouble with Euler Lagrange equation in engineering class. This was very helpful.

stbny
Автор

This is great! I was a little confused about the EL Eq, but this cleared it for me, thanks! :)

apuji
Автор

Woow. Absolutely amazing. This is the most talented video i have ever seen. This is a bit confusing topic but you tell it very well. Thank you so much.

ieyazlm
Автор

Danke for Euler-Lagrange equation! Well done!

markgoretsky
Автор

Beautiful... You explaned the concept with physical interpretation and real life but simple problem... Fantastic. Looking forward to more such a learning videos. Thank you from heart.❤

dr.ganeshbhokare
Автор

Really good, clear and patient explanation of the concepts. Thanks.

johnspivack
Автор

Great explanation, first because of your rigorous step-by-step process, second because of your use of colors. Both are lacking in other videos trying to explain the equation's use.

jonesmartins
Автор

In your derivation for the Euler-Lagrange equation q(t_1)=t_2 and q(t_2)=t_1 as boundary values. Nice job 👍🏻

dean
Автор

I like your videos. Keep educating me please. Thank you.

kingsleyglenview
Автор

Thanks i don't know but today i understand action, just because you write 👉 action units. I am from India 💝

Nitish-Rathod
Автор

Amazing video awesome❤️😍
Thank you for this amazing video.
Lots of love from nepal❤️❤️

subashkc
Автор

I have yet to see anyone explain the original derivation that 'Euler' came up with.

isobar
Автор

Thanks! After a lot of complicated formulas in book, at once I have understand what is all about

РоманЛева-йз
Автор

Now you gotta make a video on generalized coordinates

Dev-ofio
Автор

“Fur Elise” playing in the background is pleasantly distracting

Bguha
Автор

I don’t understand, at 7:03, why is the derivative of the Lagrange just -mg? Why isn’t the first part also differentiated?

jayxone
Автор

0:51
why is the green path going back in time?

agabe_