For a harmonic oscillator in \(n^\text{th}\) excited state, compute \(\Delta q\) and \(\Delta p\) and show that \[ \Delta q \Delta p =\big(n+\frac{1}{2}\big)\hbar.\]
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4727:Diamond Point
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For a harmonic oscillator in \(n^\text{th}\) excited state, compute \(\Delta q\) and \(\Delta p\) and show that \[ \Delta q \Delta p =\big(n+\frac{1}{2}\big)\hbar.\]
4727:Diamond Point