define angular shm . state it's differential equation
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Explanation:
⭐Answer⭐
:- Angular SHM involves “to and fro” angular oscillation of a body about a central position or orientation. The particle or the body undergoes small angular displacement about mean position. This results, when the body under stable equilibrium is disturbed by a small external torque.
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Angular simple harmonic motion is defined as the to and fro motion of a body about an central point or orientation is called angular simple harmonic motion.
Explanation:
Angular simple harmonic motion:
Angular simple harmonic motion is defined as the to and fro motion of a body about an central point or orientation is called angular simple harmonic motion.
When a body is at equilibrium and is disturbed by a small amount of torque then it performs angular simple harmonic motion.
It's differential equation is given as:
ω = √ g / l
- ω = angular S.H.M
- Where g = Gravitational acceleration
- l = length
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