2019•Journal of Physics Conference SeriesOpen access

Morse potential rotation effect and effective potential for ${{\rm{Li}}}_{2}^{7}$ molecule

Alaa Mustafa Theaban, Karima Saber Wadi

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Abstract

The spectra of diatomic molecules contain a large numbers of spectral lines. Morse potential rotation was calculated as a function of bond length and the effective potential was calculated for electronic states molecule. These calculations were computed for rotational quantum number ( J = 5) using Gaydon and Herzberg equations by calculating the dissociation energy. The results show that the potential values using Herzberg equation are more accurate.

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The spectra of diatomic molecules contain a large numbers of spectral lines. Morse potential rotation was calculated as a function of bond length and the effective potential was calculated for electronic states molecule. These calculations were computed for rotational quantum number ( J = 5) using Gaydon and Herzberg equations by calculating the dissociation energy. The results show that the potential values using Herzberg equation are more accurate.

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Available abstract

The spectra of diatomic molecules contain a large numbers of spectral lines. Morse potential rotation was calculated as a function of bond length and the effective potential was calculated for electronic states molecule. These calculations were computed for rotational quantum number ( J = 5) using Gaydon and Herzberg equations by calculating the dissociation energy. The results show that the potential values using Herzberg equation are more accurate.

Key concepts: Diatomic molecule, Morse potential, Bond-dissociation energy, Potential energy, Quantum number, Molecule, Dissociation (chemistry), Atomic physics

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