This
work addresses a class of conjugated hydrocarbons that are
expected to be singlet diradicals according to the topological Hückel
Hamiltonian while possibly satisfying full on-bond electron pairing.
These systems possess two degenerate singly occupied molecular orbitals
(SOMOs), but aromaticity brought by properly positioned six-membered
rings does prevent Jahn–Teller distortions. Density functional
theory (DFT) calculations performed on two emblematic examples confirm
the strong bond-length alternation in the closed-shell solutions and
the clear spatial symmetry in the open-shell spin-unrestricted determinants,
the latter solution always being found to have significantly lower
energy. Since the SOMOs are here of different symmetry, the wave function
is free from ionic valence-bond component, and spin decontamination
of the unrestricted DFT solutions and wave function calculations at
the CASSCF-plus-second-order-perturbation level confirm the expected
pure diradical character of such molecules. In contrast to disjoint
diradicals, the SOMOs of present systems have large amplitudes on
neighbor atoms, and we propose to name them entangled pure diradicals,
further providing some prescription rules for their design. Additional
calculations point out the qualitative contrast between these molecules
and the related diradicaloids.