At which position, the total energy of a particle executing linear S.H.M. is purely potential?
Answers
Answer:
At the extremes
Explanation:
S.H.M. is purely potential at extreme end of the body
Given :
SHM motion.
Find :
Purely potential position.
Formula used :
Principle of conservation of energy.
change in (kinetic energy + potential energy) =0 (At any point of motion)
Explanation:
- From principle of conservation of energy total mechanical energy at all point in motion is constant or change in mechanical energy is constant.
- Mechanical energy can be divided into two types.
- They are potential energy and kinetic energy.
- So in S.H.M. motion if position is in middle point velocity is maximum hence kinetic energy is maximum and potential energy is minimum.
- In extreme end velocity of body is zero hence kinetic energy is "zero" and potential energy is maximum.
Hence S.H.M. is purely potential at extreme end of the body.
To learn more...
1.A particle executes SHM with an amplitude of 10 cm and frequency 2 hertz .at t=0 the particle is at a point where speed is 1/root2time of maximum speed.express the
variation of displacement x with time t?(x is measured from mean position)
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2.The maximum speed and acceleration of partic!
executing SHM be 20 cm/s and 20 cm/s
respectively, then its time period is.
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