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Dalton A

Dalton A. Born Oppenheimer Separation Vib - Rot. Born Oppenheimer Separation - Electronic, Vibrational and Rotational Energy. Harry Kroto 2004. A Classical Description E = T + V E = ½mv el 2 + V(el). Harry Kroto 2004. A Classical Description E = T + V E = ½mv el 2 + V(el)

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Dalton A

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  1. Dalton A

  2. Born Oppenheimer Separation Vib - Rot

  3. Born Oppenheimer Separation - Electronic, Vibrational and Rotational Energy Harry Kroto 2004

  4. A Classical Description E = T + V E = ½mvel2 + V(el) Harry Kroto 2004

  5. A Classical Description E = T + V E = ½mvel2 + V(el) B QM description - the Hamiltonian H el = E(el) el Harry Kroto 2004

  6. A Classical Description E = T + V E = ½mvel2 + V(el) B QM description - the Hamiltonian H el = E(el) el C Solve the Hamiltonian - Energy Levels LCAO-MO Theory Harry Kroto 2004

  7. Hydrogen Atom Wavefunction

  8. Hydrogen MoleculeLCAO MO

  9. Vibrational Wavefunctions

  10. Men’n” Franck Condon Harry Kroto 2004

  11. Ro-vib-ronic Spectra Harry Kroto 2004

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