Define relation between linear and Angular velocity
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Hey,
The relationship between angular velocity and linear velocity is radius: v = α r.
The linear velocity of a point on a rotating object is directly proportional to the distance of that point from the axis of rotation.
HOPE IT HELPS YOU:-))
The relationship between angular velocity and linear velocity is radius: v = α r.
The linear velocity of a point on a rotating object is directly proportional to the distance of that point from the axis of rotation.
HOPE IT HELPS YOU:-))
samandeepsingh:
thnxx yrr
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Answer:
Heya.....!!!
____________________
Given in the question :-
( v ) => Linear Velocity .
( ω ) => Angular Velocity .
There is a realtion between linear displacement and angular displacement .
let angular displacement be ( x )
Angle which is moved by particle ( θ )
radius ( r )
=> θ = x / r
=> x = r θ .............( i )
in this equation ( i ) divide both side by ( t ) time
=> x / t = rθ/t
=> x / t. = v ,, θ/t. = ω
v = rω
Hence the realtion between angular velocity and linear velocity is
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