Unit 2 PE Angular Motion, Torque and Angular Momentum

0.0(0)
Studied by 2 people
call kaiCall Kai
Locked
learnLearn
examPractice Test
spaced repetitionSpaced Repetition
heart puzzleMatch
flashcardsFlashcards
GameKnowt Play
Card Sorting

1/10

encourage image

There's no tags or description

Looks like no tags are added yet.

Last updated 5:12 AM on 7/21/26
Name
Mastery
Learn
Test
Matching
Spaced
Call with Kai
Chat

No analytics yet

Send a link to your students to track their progress

11 Terms

1
New cards

How do you define angular motion? What kinds of angular motion are there?

Angular motion: Rotation around an axis

  • Rotation or spinning around a fixed point or axis by the body or an object

  • Occurs when an eccentric force creates an unbalanced force that does not pass directly through the axis

  • Can be:

    • Internal – inside the body (e.g. knee joint)

    • External – outside the body (e.g. equipment, door hinge)

2
New cards

How is general motion a combination of two other motion types? How common is this motion?

General Motion: The body or object moving with a mixture of straight line movement and rotations

  • A combination of both angular and linear motion.

  • Most sporting movements are examples of general motion.

Example: Running – legs rotate about the hips while the body moves forward

3
New cards

Define linear motion. What is required by the body/object in order to be moving in linear motion?

Linear motion: The body or object moving in a straight line (or curved path)

  • All parts of the body or object move in the same direction at the same time

Example: Ice skater gliding

4
New cards

What is an eccentric force? How do eccentric forces affect movement?

Eccentric force: A force that doesn’t act in a line that passes through the centre of mass (or gravity) of an object

  • Causes the object to rotate as well as move in a straight line

  • Produces a rotational effect called torque

  • Applying the force further from the centre of mass increases rotation because torque increases

EG Kicking a soccer ball off-centre to curve it

5
New cards

How can torque be defined? eand what determines its size?

Torque: The tendency of a force to cause rotation about an axis

  • The rotational effect produced when an eccentric force acts on an object

Formula: Torque = Force × Moment Arm

Torque increases when:

  • More force is applied

  • The force is applied further from the axis (larger moment arm)

6
New cards

What is the moment arm? What is it used to measure?

Moment arm: Distance from the centre of gravity to the applied force

  • Torque = Force x Moment arm

Increasing the moment arm:

  • Increases torque

  • Increases the moment of inertia

  • Trades off speed for power by decreasing angular velocity while conserving angular momentum

7
New cards

What is angular momentum?

Angular momentum: The amount of rotation of a body around an axis

Angular momentum = Moment of inertia x Angular velocity

  • Greater moment of inertia can increase angular momentum if angular velocity is maintained

  • Greater angular velocity increases angular momentum

Examples: Somersaults, dives, spins in gymnastics and figure skating

8
New cards

What is angular velocity?

Angular velocity: How fast an object rotates about an axis (degrees/seconds)

  • Describes how fast an object is spinning

  • Greater angular velocity means faster rotation

9
New cards

What is moment of inertia? What does it describe?

Definition: The tendency of a body to remain its state of angular motion

  • Describes how difficult it is to change angular motion of an object

  • Depends on: Mass and distance of mass from the axis of rotation (radius)

  • Moment of inertia = Mass x Radius²

10
New cards

What are features of objects/bodies with low and high moment of inertia?

Lower moment of inertia:

  • Smaller mass

  • Shorter radius

  • Mass closer to axis

  • Easier to rotate

Higher moment of inertia:

  • Larger mass

  • Longer radius

  • Mass further from axis

  • Harder to rotate

11
New cards

What is the benefit of increasing moment of inertia?

Angular Momentum = Moment of Inertia × Angular Velocity

  • Greater angular momentum gives the body a greater tendency to maintain it's state of angular motion

  • Therefore can improve stability and control during rotation

  • However moment of inertia generally results in decreased angular velocity due to the conservation of angular momentum