Angular Momentum Flashcards
momentum
systems resistance to change
p = mv
linear momentum
L=Iw
L= angular momentum I= rotational inertia (moment of inertia) w= angular velocity
speed of turning
angular velocity
resistance to turning
rotational inertia
I=mr^2
distribution of mass relation to axis of rotation (pivot point)
pivot point
relation to r
mass further away from pivot point
increases the moment of inertia, therefore decreasing angular velocity
putter
mass distributed either side of the longitudinal axis, less likely to rotate
running, bringing heel up
CG is reduced, the moment of inertia is also reduced
conservation of momentum
analogue of newtons 1st law, keep turning unless an external couple or eccentric force is applied
if there is no external forces are applied to a turning object, and the radius is decreased . . .
then the moment of inertia would decrease resulting in an increase in angular velocity
zero-angular momentum twists
action-reaction- happens at the same time, opposite direction
move body through an angle, doesn’t initiate continuous rotation
successful transfer of momentum
direction of rotation the same
momentum stays constant
part rotating must stop rotating for the transfer to occur
transfer of momentum
same direction, different time