The energies of the lowest singlet (S,) and triplet ( T I ) states of 28 molecules have been calculated by the " half-electron'' (MNDO-HE) and spin-unrestricted (UMNDO) versions of MNDO. While most of the calculated values are too negative, because of overestimation of the correlation energy in MNDO
Variational Calculation of Energies of Highly Excited Rovibrational States of 12C16O2
β Scribed by M.B.E Aguir; M.Y Perrin; J Taine
- Publisher
- Elsevier Science
- Year
- 2002
- Tongue
- English
- Weight
- 163 KB
- Volume
- 215
- Category
- Article
- ISSN
- 0022-2852
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β¦ Synopsis
Accurate variational calculations of energies of highly excited rovibrational states of 12 C 16 O 2 using a Lanczos recursion are presented. In a first step, we use experimental rovibrational transition frequencies to determine by a least-square fitting procedure a potential energy surface for the CO 2 molecule. This potential energy surface is expressed as a multidimensional power series expansion in the normal coordinates. It is then used to determine all the rovibrational energies for symmetry e levels up to a rotational number J = 200, a vibrational energy of 13 000 cm -1 , and a vibrational angular momentum l =13.
π SIMILAR VOLUMES
Absolute line intensities of (12)C(16)O(2) are experimentally measured for the first time for the (00(0)3)(I) <-- (10(0)0)(II) band at 5687.17 cm(-1) and the (00(0)3)(I) <-- (10(0)0)(I) band at 5584.39 cm(-1). The spectra were obtained using a Bomem DA8 Fourier transform spectrometer and a 25-m base
A viable strategy is developed for the general variational calculation of excited state wavefunctions which are constrained to remain orthogonal to all the lower lying states of the same symmetry. A key element of the strategy is to employ the penalisedfunctional procedure for enforcing the relevant