A particle is executing shm derive an expression for total energy
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The sum of kinetic energy and potential energy is the total energy of the particles executing simple harmonic motion.
Kinetic energy-the energy possess by the particle due to its motion is called kinetic energy.
kinetic energy of the particle executing simple harmonic motion=mv²/2
=1/2m(wAcoswt)²
=1/2mw²A²cos²wt
1/2mw²A²(1-sin²wt)
1/2mw²(A²-À²sin²wt)
=1/2mw²(A²-y²)
this is the required expression of the kinetic energy of the particle executing SHM.
there is a very long process for the dedication of potential energy and the after that we have to add these
The sum of kinetic energy and potential energy is the total energy of the particles executing simple harmonic motion.
Kinetic energy-the energy possess by the particle due to its motion is called kinetic energy.
kinetic energy of the particle executing simple harmonic motion=mv²/2
=1/2m(wAcoswt)²
=1/2mw²A²cos²wt
1/2mw²A²(1-sin²wt)
1/2mw²(A²-À²sin²wt)
=1/2mw²(A²-y²)
this is the required expression of the kinetic energy of the particle executing SHM.
there is a very long process for the dedication of potential energy and the after that we have to add these
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