Pendulum With Tracker Fun With Lagrangians

Do

I love the spring

Let's find some

Now that we have the equation of motion for a

This is an example of using the Euler-Lagrange equations to analyze the motion of a simple

Now that we have the equation of motion for a

Are

This brief animation is a submission for Dr. Wyvill's CSC 578B at the University of Victoria. The

I love the spring

Let's find the equation of motion for a

We have many choices to look at vibratory motion - these include Newton's second Law, Energy Method and

I love the spring

In mechanics, virtual work arises in the application of the principle of least action to the study of forces and movement of a ...

I call this the "jiggle"

A

Using

I love the spring

Finding the force of constraint for a swinging

Link to code: https://www.glowscript.org/#/user/endre095/folder/MyPrograms/program/pendulumreal.