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The Morse oscillator modeling a different diatomic molecule has D = 384 kJ/mole and ħw = 1240 cm-¹. (Again, 11.9627 J/mole = 1 cm¯¹.) АЛАА AM WW (a) What is the energy of the pictured eigenfunction? Report the energy in cm-¹ above the minimum in the potential well. (b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energy difference between this state and molecular dissociation?

The Morse oscillator modeling a different diatomic molecule has D = 384 kJ/mole and ħw = 1240 cm-¹. (Again, 11.9627 J/mole = 1 cm¯¹.) АЛАА AM WW (a) What is the energy of the pictured eigenfunction? Report the energy in cm-¹ above the minimum in the potential well. (b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energy difference between this state and molecular dissociation?

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The Morse oscillator modeling a different diatomic molecule has D = 384 kJ/mole and hw = 1240 cm-¹. (Again, 11.9627 J/mole = 1 cm ¹.) ✓ нал (a) What is the energy of the pictured eigenfunction? Report the energy in cm¹ above the minimum in the potential well. (b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energy difference between this state and molecular dissociation?
Transcribed Image Text:The Morse oscillator modeling a different diatomic molecule has D = 384 kJ/mole and hw = 1240 cm-¹. (Again, 11.9627 J/mole = 1 cm ¹.) ✓ нал (a) What is the energy of the pictured eigenfunction? Report the energy in cm¹ above the minimum in the potential well. (b) How close to the dissociation limit is this state in kJ/mole, that is, what is the energy difference between this state and molecular dissociation?
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