Tangential Velocity
Question 1: What is tangential velocity?
Answer:
Tangential velocity is the velocity of an object in tangential direction when it is performing circular motion at any given instant.
Question 2: How to find tangential acceleration from velocity?
Answer:
Tangential Acceleration is the rate of change of tangential velocity. It is calculated as,
at = vt / t
where,
at is the tangential acceleration
vt is the tangential velocity
t is the time taken
Question 3: What is the SI Unit of Tangential Velocity?
Answer:
The SI Unit of Tangential Velocity is m/s.
Question 4: What is the relation between Tangential Velocity and Angular Velocity?
Answer:
Tangential Velocity formula is given by the product of the radius of a circular path and the angular Velocity of the rotating object.
vt = r ω
where,
vt is the tangential velocity
r is the radius of the circular path
ω is the angular velocity
Tangential Velocity Formula
Linear component of any object’s velocity which is moving on a circular path is called tangential velocity. When an object moves in a circular path at a distance of r from the centre, the velocity of the body is always tangential. It can also be stated that the linear velocity is equal to the tangential velocity at any given time. Let us learn about tangential velocity, formula, examples, and others in this article.