Using a density functional theory approach, we generate a potential en
ergy surface (PES) and, by a least-squares method, we obtain a polynom
ial function which represents the unidimensional potential along the i
nversion coordinate, with a very high precision. The inversion spectru
m of NH3 is then determined by solving the Schrodinger equation for th
is potential, using a better approximated reduced mass which is a func
tion of the inversion coordinate. The calculated inversion frequencies
obtained through this method are compared against those generated by
Hartree-Fock theory and also with the experimental values. We find tha
t our theoretical results are by far the most accurate. (C) 1998 Elsev
ier Science B.V. All rights reserved.