Define angular displacement, angular velocity
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Angular displacement :- It is defined as the angle described by radius vector in a given time at the centre of circle.
Angular velocity :- Angular velocity of a particle performing circular motion is defined as the time rate of change of limiting angular displacement.
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DISPLACEMENT :- Displacement is the shortest distance between the initial and the final positions of a body in the direction of the point of the final position.
- Displacement between two points is measured by the straight path between the points .
- Displacement may be positive as well as negative and even zero.
- Displacement is a vector quantity.
ANGULAR DISPLACEMENT
- In a circular motion, the angular displacement of a body is the angle subtended by the body at the centre in a given interval of time. It is represented by the symbol ( theta).
- The unit for angular displacement is Radian a supplementary quantity. The Radian is defined as the angle subtended at the centre of a circle by an Arc equal in length to its radius .
VELOCITY :- Velocity is the rate of change of displacement .
- Velocity = displacement / time or it is the distance travelled in unit time in a given direction.
- SI unit of velocity is metre per second or m/s.
- It is a vector quantity
ANGULAR VELOCITY
- The angular displacement per unit time is called the angular velocity. It is represented by the symbol Omega.
- The unit from angular velocity Radian per second (rad/s).
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