Define centripetal acceleration . Derive an expression for centripetal acceleration of a particle moving with uniform speed "v" along the circular path of radius "r" .
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Answer:
When a body starts moving in a uniform circular path, there exists a force on body towards center called as centripetal force and due to that force an acceleration produces along with direction to the force named as centripetal acceleration.
Explanation:
Consider a body having mass m, moving in a circular path of Radius r, with velocity v
Then centripetal acceleration for that body will be
a = mv^2 / r
It is vector quantity having unit meter per second (m/s)
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