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so that the value of the ground state energy, E0, is
Thus, we may conclude that the ground state energy of the harmonic oscillator is just E0 kc/2.
ground state energy represents a minimum uncertainty in the product of position and momentum.
and momentum that minimizes total energy gives the ground state energy E0 = kc/2.
In Fig. 6.2 the ground state energy level and excited-state energy levels near the n-th state of the one- dimensional harmonic oscillator are shown schematically.
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