Wrong derivation of the Euler Lagrange equations. How could insert cartesian coordinates in the Lagrangian, apply Hamilton's principal, and expect to get the EL equations in generalized coordinates?
I guess you misunderstood. This is not supposed to be the derivation of the euler lagrange equation since I obviously just wrote it on the screen in 0:56 with no further explanation. I use the euler lagrange equation in order to get the differential equations of motion of a specific problem (here gravity potential with x^n constraint).
Great!
AnuarPhysics 8 months ago
How do you create these awesome animations of equations and graphs?
I badly need to figure out how to do that for my videos!
nahaymath 1 year ago
What program did you use for this presentation? Very impresive!
mailoisback 1 year ago
I really liked the presentation. Well done.
AllahinakadarAdanali 1 year ago
Thanks! :)
DerCrossi 1 year ago
Wrong derivation of the Euler Lagrange equations. How could insert cartesian coordinates in the Lagrangian, apply Hamilton's principal, and expect to get the EL equations in generalized coordinates?
You don't get EL, you get Newton's second law.
pikachun00b7 2 years ago
@pikachun00b7:
I guess you misunderstood. This is not supposed to be the derivation of the euler lagrange equation since I obviously just wrote it on the screen in 0:56 with no further explanation. I use the euler lagrange equation in order to get the differential equations of motion of a specific problem (here gravity potential with x^n constraint).
DerCrossi 2 years ago
nice
bboydmt 2 years ago
welches programm hastn dafür benutzt?
LeoSockAccount 3 years ago 2
A Nice presentation.
josesap 3 years ago