Physics Ninja revisits the block on an inclined plane physics problem using Lagrangian Mechanics. The problem is first solved using Newton's laws of motion and then using the Euler Lagrange Equations with constraints.
Wow, this is literally undergrad-level physics content, thank you! An old video you did on the field of magnetized sphere was also amazing. Keep it up!
Exactly what I was looking for. Em, unless a few speed measurements at a few locations during the fall would have been great, but thanks anyway, Jonin-San.
Are you sure ? I used to say "oiler" but I had a german math teacher who is also a sercher in combinatorics (don't know how to say it in english) who say "Euler" and so he must be able to say it the right way. (He also likes to invent poems on maths theorems in german like on on the strength of a point or the double ratios / hanarmonic ratios (don't know how to say it neither)
So, the native German-speaking Swiss man - Euler has a surname that is Germanic. It is pronounced "oiler" like Houston Oilers. Please try to pronounce it in this manner. Thank you.
The x-axis is parallel to the slope, so there is no motion in the y-direction relative to that coordinate choice. Tilt your head. Remember, motion is relative to the coordinate axes. When he rotates the axes, there is a y acceleration.
