For a simple harmonic oscillator the potential energy is equal to kinetic energy
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The total energy in simple harmonic motion is the sum of its potential energy and kinetic energy. ... As 2 , a2 are constants, the total energy in the simple harmonic motion of a particle performing simple harmonic motion remains constant. Therefore, it is independent of displacement x.
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Simple harmonic oscillator potential equal to kinetic energy:
- A simple harmonic oscillator, a force that travels between the kinetic energy of a mass stored in the spring.
- In the SHM of the mass and spring system, there is no dissipation power, so the total power is the total potential energy and kinetic energy.
- Complete power is a sum of kinetic energy and flexible harmonic oscillator flexibility.
- The full power of the oscillator remains constant when there is no collision.
- When one type of energy decreases, the other grows to maintain full strength.
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