A physical pendulum is any pendulum where the mass is NOT all concentrated at one point.
For a physical pendulum w | = | ( |
|
) | ½ |
Here h is not the length of the pendulum, but the distance from the point of rotation to the pendulum's center of gravity.
If the physical pendulum is a rod of length L supported at one end:
h | = |
|
and | I | = |
|
mL2 |
This would give an angular frequency of:
w | = | ( |
|
) | ½ |
This has the same frequency as a simple pendulum with a length of 2L/3.