The minimum energy structure of the cyclic water trimer, its stationar
y points, and rearrangement processes at energies < 1 kcal/mol above t
he global minimum are examined by ab initio molecular orbital theory.
Structures corresponding to stationary points are fully optimized at t
he Hartree-Fock and second-order Moller-Plesset levels, using the 6-31
1 ++ G(d,p) basis; each stationary point is characterized by harmonic
vibrational analyses. The lowest energy conformation has two free O-H
bonds on one and the third O-H bond on the other side of an approximat
ely equilateral hydrogen-bonded O ... O ... O (O3) triangle. The lowes
t energy rearrangement pathway corresponds to the flipping of one of t
he two free O-H bonds which are on the same side of the plane across t
his plane via a transition structure with this O-H bond almost within
the O3 plane. Six distinguishable, but isometric transition structures
of this type connect six isometric minimum energy structures along a
cyclic vibrational-tunneling path; neighboring minima correspond to en
antiomers. The potential energy along this path has C6 symmetry and a
very low barrier V6 = 0.1 +/- 0.1 kcal/mol. This implies nearly free p
seudorotational interconversion of the six equilibrium structures. The
corresponding anharmonic level structure was modeled using an interna
l rotation Hamiltonian. Two further low-energy saddle points on the su
rface are of second and third order; they correspond to crown-type and
planar geometries with C3 and C3h symmetries, respectively. Interconv
ersion tunneling vibrations via these stationary points are also impor
tant for the water trimer dynamics. A unified and symmetry-adapted des
cription of the intermolecular potential energy surface is given in te
rms of the three flipping coordinates of the O-H bonds. Implications o
f these results for the interpretation of spectroscopic data are discu
ssed.