The molecular structures of three higher symmetric, multibridged [2(n)]cycl
ophanes (n = 3,4, 6) were optimized at the second-order Moller-Plesset leve
l of theory. In contrast to previous assumptions, we found minimum structur
es that were distorted from the fully eclipsed conformation, similar to the
twisted ground state geometry established for [2.2]paracyclophane. For all
the three studied cyclophanes, potential energy curves were calculated as
a function of the half twist angle between the two aromatic rings, and the
saddle points that interconnect the distorted minima were localized. The la
rgest energetic stabilization of the distorted conformer was found for supe
rphane (n = 6), a compound with extremely large overall strain. The pronoun
ced differences in barrier height and the amount of distortion between the
members of the [2(n)]cyclophane series are explained by a detailed analysis
of the influence of several important parameters. The major limitation to
larger twists in both the n = 3 and n = 4 compounds was found to be the dis
tortion of the aromatic rings, away from planarity. The differences in the
resulting twist potentials were related to the larger energetic penalty for
a chair-like deformation than for a boat-like deformation of the aromatic
rings. (C) 2000 Elsevier Science B.V. All rights reserved.