Відео

hola, excelente video, una pregunta, de que libro es el ejercicio?

I solved it completely

The last part should have a positive potential V(r)

I dont fully get why y=h(t)-lcos(theta), instead of y=h(t)+lcos(theta). you state that h(t) is the long distance but i dont get that, since h(t) is just the movement of the support. Could you elaborate on that plz?

I don’t think u can do (m+M) for T of wedge.

Hola, muchas gracias por compartir. Podrías indicar de qué libro proviene el problema que has resuelto? Gracias

Very good, question. Thank you!!

Thank you, teacher. Good explained!!!

I still don't understand why V(system) = -mgysin(α)

You lost the "m" on the first term in the denominator (timestamp ~11:00) when you factored out "1/5m", but you have it there on the next rewrite.

Why didn't you cancel out the mass at the end?

How can I do the solutions of those equatioons? Can you explain me ?

❤️

Very good and well explained video, however at 14:37 you write the potential as positive in your Lagrangian, where it should be negative as when you construct the Hamiltonian it results in a negative potential

did u solve this problem with newtonion ?kindly solve this

Thank you so much sir

🙏🙏

Awesome !

Nice!!

Thank you very much for this video. I just wanted to ask, isn't it +2mgAx at the end, and not -2mgAx? I apologize if I am missing something.

Wich software do you use for writing?

Sir can you please find the Lagrangian of a pendulum whose point of suspension is constraint to move on a parabola?

Thank you very much sir. I subscribed.

thank you very much