derive total energy of SHM
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From equation 14 an 15 We can calculate total energy of SHM which is given by, This total energy of the oscillator remains constant as displacement is regained after every half
cycle. If no energy is dessipated then all the potential energy becomes kinetic and vice versa.
cycle. If no energy is dessipated then all the potential energy becomes kinetic and vice versa.
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When a system at rest is displaced from its equilibrium position by doing work on it, it gains potential energy and when it is released, it begins to move with a velocity and acquires kinetic energy.If m is the mass of system executing SHM then kinetic energy system at any instant of time is
K=(1/2)mv²
K=(1/2)mv²
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