Abstract
The rate of dissociation of the rectangular N4 − ion into two diatomic molecules has been calculated in the ionic KN3 lattice assuming the initial step is the transfer of three lattice phonons to the internal vibrational states of the molecule causing an internal vibrational excitation of the N4 −. The rate of dissociation of the molecule is then calculated using a stochastic random walk approach which enables a determination of the mean time for the molecule to be vibrationally excited to the dissociative state. The results are in order of magnitude agreement with the measured reaction rates at a number of temperatures suggesting the possible role of phonon relaxation processes in unimolecular chemical reactions in the bulk solid state.