2007
DOI: 10.1246/bcsj.80.1750
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Through-Space Interactions in Non-Kekulé Biradicals

Abstract: Through-space interactions in non-Kekulé biradicals were analyzed. We defined PNBMOi,j as a product of i-th and j-th NBMO of non-Kekulé biradicals. Whereas through-space interactions between non-nearest-neighbor carbon atomic sites in PNBMOi,j were negligible in so-called disjoint-type biradicals, antibonding-through-space interactions between second-nearest-neighbor carbon atomic sites in PNBMOi,j destabilized the singlet states in so-called nondisjoint-type biradicals. The instabilities in the singlet states… Show more

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Cited by 11 publications
(16 citation statements)
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“…In short, since simultaneous occupancy of two electrons with parallel spin in the same atomic orbital is forbidden by the Pauli principle, resultant reduction of Coulomb repulsion leads to parallel-spin preference in PNBCOs. This situation resembles that in nondisjoint biradicals 22 and one-dimensional non-Kekulé polymers, 1 in which the squared amplitudes of the PNBMO or PNBCO represent anti-parallel-spin instabilities.…”
Section: Theoreticalmentioning
confidence: 77%
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“…In short, since simultaneous occupancy of two electrons with parallel spin in the same atomic orbital is forbidden by the Pauli principle, resultant reduction of Coulomb repulsion leads to parallel-spin preference in PNBCOs. This situation resembles that in nondisjoint biradicals 22 and one-dimensional non-Kekulé polymers, 1 in which the squared amplitudes of the PNBMO or PNBCO represent anti-parallel-spin instabilities.…”
Section: Theoreticalmentioning
confidence: 77%
“…1,22 The last expression in eq 26 makes it possible to obtain schematic representation of PNBCO by simple product between the coefficients on the same atomic site in the ð 1 ; 2 Þ-th and ð 1 þ 1; 2 Þ-th cells. approximation was applied, each PNBCO contained only ionic terms.…”
Section: Theoreticalmentioning
confidence: 99%
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