2006
DOI: 10.1063/1.2219444
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Spin-orbit mechanism of predissociation in the Wulf band of ozone

Abstract: Previously calculated resonance widths of the ground vibrational levels in the electronic states 1 (3)A" ((3)A(2)) and 1 (3)A' ((3)B(2)), which belong to the Wulf band system of ozone, are significantly smaller than observed experimentally. We demonstrate that predissociation is drastically enhanced by spin-orbit coupling between 1 (3)A"/X (1)A' and 1 (3)A'/1 (3)A". Multistate quantum mechanical calculations using ab initio spin-orbit coupling matrix elements give linewidths of optically bright components of t… Show more

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Cited by 12 publications
(8 citation statements)
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“…The oscillator strengths estimated by the MCQR approximation for the next 3 A 2 ← X 1 A 1 and 3 B 1 ← X 1 A 1 electronic transitions are of the same order of magnitude, being 5.7 × 10 –7 and 1.3 × 10 –7 , respectively . Both of these transitions therefore contribute to the Wulf band and can be finally assigned as the 3 A 2 state mixed with the 3 B 1 state. This pure theoretical conclusion is in good agreement with the latest experimental measurements and high-level ab initio calculations for the electronic structure: “the Wulf spectrum is a superposition of two almost independent spectra corresponding to the two diabatic electronic states, 3 A 2 and 3 B 1 ” …”
Section: Computational Phosphorescence Of Molecular Systemssupporting
confidence: 78%
“…The oscillator strengths estimated by the MCQR approximation for the next 3 A 2 ← X 1 A 1 and 3 B 1 ← X 1 A 1 electronic transitions are of the same order of magnitude, being 5.7 × 10 –7 and 1.3 × 10 –7 , respectively . Both of these transitions therefore contribute to the Wulf band and can be finally assigned as the 3 A 2 state mixed with the 3 B 1 state. This pure theoretical conclusion is in good agreement with the latest experimental measurements and high-level ab initio calculations for the electronic structure: “the Wulf spectrum is a superposition of two almost independent spectra corresponding to the two diabatic electronic states, 3 A 2 and 3 B 1 ” …”
Section: Computational Phosphorescence Of Molecular Systemssupporting
confidence: 78%
“…The inclusion of the SOC lifts the initial degeneracy of the different spin components of the triplet states (M S ¼ 0, ± 1). Then, introducing the symmetric ( þ ) and asymmetric ( À ) combinations of states with M S ¼ ± 1, we can write the Hamiltonian including the SOC interaction in block matrix form, with (i) one block of A 0 symmetry, formed by the { 1 3 A 2 (0)} states; and (ii) one of A 00 symmetry collecting the { 1 3 A 2 ( À )} ones. It should be noted that the A 0 block includes the electronic GS ( 1 A 1 ), which lies about 3 eV below the other states in the block.…”
Section: Resultsmentioning
confidence: 99%
“…n closed-shell systems, the spin-forbidden nature of the direct transition from the singlet electronic ground state (GS) to the excited triplet states prevents the direct study of the latter. Moreover, despite the fact that their weak signal can be observed in the low-energy region of the photoabsorption spectra of many compounds [1][2][3][4] , its analysis is hindered since, at higher energies, this information is usually masked by the intense signal from the allowed transition from the GS to singlet excited states. As a result, the characterization of the triplet states using the photoabsorption spectra is, in general, not possible over an extended energy range.…”
mentioning
confidence: 99%
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“…The 23 A"excited state is partially mixed with low-lying electronically excited states (1 3 A";1 3 A';11 A") near the repulsive region of their potentials, due to strong non-adiabatic couplings[74]. This activated complex O 3 * will subsequently decay to form an O 2 molecule in the ground electronic state, since these ozone states (1 3 A";1 3 A';1 1 A") asymptotically correlate with the O( 3 P) + O 2 (X 3 Σ) dissociation limit[74]-[76].…”
mentioning
confidence: 99%