Lecture 15 Flashcards
Human body moment of inertia about an axis is
Variable
Humans can manipulate their
Momentum of inertia
Manipulating moment of inertia in human body movement examples
Tucking in a dive
Bringing arms in on spinning in skating
Linear momentum equation
Angular momentum equation
P = mv
L = moment of inertia x angular velocity
Newtons 1st law of motion (angular motion)
An object at rest tends to remain at rest and an object that is spinning tends to spin with constant angular velocity
UNLESS it is acted on by a nonzero net TORQUE
Conservation of angular momentum happens if
There is no net external torque act on the object
What does newtons first law not require in angular motion
Angular velocity to be constant
Instead the product of moment of inertia x angular velocity must be constant
When we extend our arms we cause
Angular momentum to remain constant
Moment of inertia to increase and angular velocity to decrease
Opposite for arms flexed
Newtons 2nd law of motion in angular motion is when
sum of Torque cannot = 0
Object will accelerate in
the direction of the net external torque
The angular acceleration will be directly proportional to
The net external torque
The angular acceleration will be inversely proportional to
The moment of inertia
What is the equation for sum of torque
Sum of Torque = moment of inertia x angular acceleration