Difference between revisions of "Angular Momentum"
| Line 11: | Line 11: | ||
force = F = m*a | force = F = m*a | ||
| − | torque = <span style="font-family:symbol;">t</span> = I*w | + | torque = <span style="font-family:symbol;">t</span> = I*<span style="font-family:symbol;">w</span> |
linear kinetic energy = ½mv<sup>2</sup> | linear kinetic energy = ½mv<sup>2</sup> | ||
angular kinetic energy = ½I*w<sup>2</sup> | angular kinetic energy = ½I*w<sup>2</sup> | ||
Revision as of 12:01, 20 March 2020
Angular momentum is related to linear momentum in that it measures the amount of motion in a body. Linear momentum measures the amount of linear motion, while angular momentum measures the amount of angular motion.
The equation for linear momentum (p) is mass (m) times velocity (v), while for angular momentum (L) it is moment of inertia (I) times angular velocity (w) (makes you wonder if mass = inertia?). Since nothing is ever at rest because there is no absolute zero-motion reference frame (as far as we know), everything has momentum, both linear and angular.
Equations that show the relationship between linear and angular momentum:
linear momentum = m*v
angular momentum = I*w
force = F = m*a
torque = t = I*w
linear kinetic energy = ½mv2
angular kinetic energy = ½I*w2
