| 1. | The parabolic potential curves symbolize the interaction energy between the chromophores and the solvent.
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| 2. | Condon chose to superimpose the potential curves to illustrate the method of estimating vibrational transitions.
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| 3. | The potential curves presented in Figure 2 are the results of theoretical and experimental works.
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| 4. | Let this potential curve V _ D ( R ) admit a bound state with energy E _ D ..
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| 5. | The experimental value of the energy at state 1? is 0.273 eV . It is compatible with these potential curves.
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| 6. | Their formula allows the transition probability between two diabatic potential curves in the neighborhood of an avoided crossing to be calculated.
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| 7. | The potential curves of the antisymmetric states 4? and 6? are almost coincident with the potential curves of the symmetric states 5? and 6?.
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| 8. | The potential curves of the antisymmetric states 4? and 6? are almost coincident with the potential curves of the symmetric states 5? and 6?.
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| 9. | Potential curves for a distance geometry of Xe Cl at 3.23 ? ( the anti-symmetrical states ? and the 8? state are not shown ).
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| 10. | The potential curves calculated by Huestis " et al . " from the DIM ( Diatomics In Molecules ) method are presented in Figure 15.
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