Conservation of Angular Momentum Flashcards

1
Q

What is Angular Motion?

A

Movement of body part/pbject around an axis of rotation

Axis of rotation can be real or imaginary

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2
Q

What is Angular distance?

A

How far something has travelled aorund an axis (measured in degrees)

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3
Q

What is angular displacement?

A

Difference between initial and final angular position of object (degrees)

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4
Q

What is Angular speed?

A

The angular distance travelled by time taken (degrees per second)

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5
Q

What is Angular velocity

Important!

A

The rate of change of angular displacement over time (degrees per second)

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6
Q

What is Angular Momentum

A

The amount of angular motion possessed by a body

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7
Q

What is formula for Angular Momentum?

A

Angular Momentum = Moment of Inertia x Angular velocity

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8
Q

What is Moment of Inertia?

A

A measure of an object’s resistance to change in its rate of rotation

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9
Q

How is Moment of Inertia calculated?

A

MOI = Mass x Radius^2

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10
Q

What happens to angular momentum when an object is in flight?

A

Angular momentum is conserved when the body is in flight

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11
Q

Describe the relationship between Moment of Inertia and Angular velocity

A

Inversely proportional relationship

If one goes up, other goes down

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12
Q

How can Moment of Inertia be increased?

A

Bringing mass of body/object away from axis of rotation (increase radius)

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13
Q

How can Moment of Inertia be decreased?

A

Bringing mass of body/object closer from axis of rotation (decrease radius)

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14
Q

Bringing mass of body closer to axis of rotation leads to what?

A
  1. Smaller radius
  2. Thus, less Moment of Inertia
  3. Thus, increased angular velocity
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15
Q

Bringing mass of body away from axis of rotation leads to what?

A
  1. Larger radius
  2. Thus, higher Moment of Inertia
  3. Thus, decreased angular velocity
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16
Q

How would your general answer for a Conservation of Angular Momentum question look like?

A
  • Define angular momentum and state it is conserved when in flight
  • Give formula for Angular Momentum
  • Give formula for Moment of Inertia
  • State the inversely proportional relationship between MOI and angular velocity
  • Describe which on is decreasing and hence which one is increasing
  • Describe how this is benefit with link back
17
Q

Why would a gymnist tuck in their knees to perform flips?

A
  • Brings mass closer to axis of rotation
  • Thus decreases radius
  • Thus decreases moment of inertia
  • Thus, angular velocity increases
  • Hence, can do more flips in a given time for higher score
18
Q

Describe why a diver would extend body when entering water

A
  • Bring mass away from axis of rotation
  • Thus increase radius
  • Increase Moment of Inertia
  • Thus, decrease angular velocity
  • Hence, can enter water safely, in correct position, and make less of a splash for more points
19
Q

Why is swimming/kicking with bent limbs beneficial?

A
  • Mass closer to axis of rotation
  • Thus, smaller radius,
  • Thus, smaller Moment of Inertia
  • Thus, greater angular velocity
  • Thus, faster rotations for swimming, or faster kick