2006
DOI: 10.1063/1.2187972
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Electronic structure calculations on the C4 cluster

Abstract: The ground and the electronically excited states of the C 4 radical are studied using interaction configuration methods and large basis sets. Apart from the known isomers ͓l-C 4 ͑X 3 ⌺ g − ͒ and r -C 4 ͑X 1 A g ͔͒, it is found that the ground singlet surface has two other stationary points:form is the third isomer of this cluster. The isomerization pathways from one form to the other show that deep potential wells are separating each minimum. Multireference configuration interaction studies of the electronic e… Show more

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Cited by 41 publications
(84 citation statements)
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“…The high-temperature experimental value has been used in the RRKM calculations discussed below. The rhombic isomer of C 4 in its ground singlet state has been calculated to to be nearly isoenergetic with the linear isomer (Masso et al 2006), but the pathway from C and linear C 3 to the first excited triplet state shows a high barrier at the CASSCF level of ab initio theory (see below). In the C ∞,v symmetry, the three electronic states of C 4 correlating to the three spin-orbit states of C( 3 P 0,1,2 ) lead to two different potential energy surfaces corresponding to the fundamental state X 3 Σ − g and the first excited 3 Π g state.…”
Section: + Cmentioning
confidence: 99%
“…The high-temperature experimental value has been used in the RRKM calculations discussed below. The rhombic isomer of C 4 in its ground singlet state has been calculated to to be nearly isoenergetic with the linear isomer (Masso et al 2006), but the pathway from C and linear C 3 to the first excited triplet state shows a high barrier at the CASSCF level of ab initio theory (see below). In the C ∞,v symmetry, the three electronic states of C 4 correlating to the three spin-orbit states of C( 3 P 0,1,2 ) lead to two different potential energy surfaces corresponding to the fundamental state X 3 Σ − g and the first excited 3 Π g state.…”
Section: + Cmentioning
confidence: 99%
“…where K 3 and K 7 are equivalence classes of g 36 (see Table 1), and K' 2 and K' 4 are equivalence classes of C 2v {M) (see Table 2). The sum of all the symmetry elements belonging to the classes in Eq.…”
Section: Symmetry Considerationsmentioning
confidence: 99%
“…For Sis, the symmetry of the molecular dipole moment in the laboratory axis system r(fi A ) = A 2 but the infrared transitions, corresponding to the Q. branches of c-type bands are given by the symmetry of the c-component of the molecular dipole moment in the molecular fixed axis system r(fi c ) =A 2 .…”
Section: Qj S Symmetrymentioning
confidence: 99%
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