2.1 Illustrate with labels the eigenvalues of a harmonic oscillator potential. 2.2 The expectation value of the energy of the harmonic oscillator potential satisfy the inequality (AE) 2 +;mw²(Ax)?. Show that the minimum energy of this potential satisfies (E) >hw. 8m(Ar)² 2.3 A diatomic carbon monoxide molecule has a reduced mass of u = 6.85 u. It experiences an infrared transition a = 4.6 um. Calculate the strength of its bond.
2.1 Illustrate with labels the eigenvalues of a harmonic oscillator potential. 2.2 The expectation value of the energy of the harmonic oscillator potential satisfy the inequality (AE) 2 +;mw²(Ax)?. Show that the minimum energy of this potential satisfies (E) >hw. 8m(Ar)² 2.3 A diatomic carbon monoxide molecule has a reduced mass of u = 6.85 u. It experiences an infrared transition a = 4.6 um. Calculate the strength of its bond.
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Transcribed Image Text:2.1 Illustrate with labels the eigenvalues of a harmonic oscillator potential.
2.2 The expectation value of the energy of the harmonic oscillator potential satisfy the inequality
(AE) 2 am(Ax)
+mw?(Ax)?. Show that the minimum energy of this potential satisfies (E) > hw.
2.3 A diatomic carbon monoxide molecule has a reduced mass of u = 6.85 u. It experiences an infrared transition
a = 4.6 µm. Calculate the strength of its bond.
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