Software news and updates - DOIT: A program to calculate thermal rate constants and mode-specific tunneling splittings directly from quantum-chemicalcalculations
Z. Smedarchina et al., Software news and updates - DOIT: A program to calculate thermal rate constants and mode-specific tunneling splittings directly from quantum-chemicalcalculations, J COMPUT CH, 22(7), 2001, pp. 787-801
In this contribution we discuss computational aspects of a recently introdu
ced method for the calculation of proton tunneling rate constants, and tunn
eling splittings, which has been applied to molecules and complexes, and sh
ould apply equally well to bulk materials. The method is based on instanton
theory, adapted so as to permit a direct link to the output of quantum-che
mical codes. It is implemented in the DOIT (dynamics of instanton tunneling
) code, which calculates temperature-dependent tunneling rate constants and
mode-specific tunneling splittings. As input, it uses the structure, energ
y, and vibrational force field of the stationary configurations along the r
eaction coordinate, computed by conventional quantum-chemical programs. The
method avoids the difficult problem of calculating the exact least-action
trajectory, known as the instanton path, and instead focusses on the corres
ponding instanton action, because it governs the dynamic properties. To app
roximate this action for a multidimensional system, the program starts from
the one-dimensional instanton action along the reaction coordinate, which
can be obtained without difficulty. It then applies correction terms for th
e coupling to the other vibrational degrees of freedom, which are treated a
s harmonic oscillators (transverse normal modes). The couplings are assumed
linear in these modes. Depending on the frequency and the character of the
transverse modes, they may either decrease or increase the action, i.e., h
elp or hinder the transfer. A number of tests have shown that the program i
s at least as accurate as alternative programs based on transition-state th
eory with tunneling corrections, and is also much less demanding in compute
r time, thus allowing application to much larger systems. An outline of the
instanton formalism is presented, some new developments are introduced, an
d special attention is paid to the connection with quantum-chemical codes.
Possible sources of error are investigated. To show the program in action,
calculations are presented of tunneling rates and splittings associated wit
h triple proton transfer in the chiral water trimer. (C) 2001 John Wiley &
Sons, Inc.