... In the VT processes (blue and green plots) the final excited symmetric stretching and bending states can be any one of (1,0,0), (1,1,0), (0,1,0), (0,2,0), (0,3,0) (a) (b) Fig. 4 a VT energy transfer in CO2+CO2 collisions, STS rate coefficients for the process in Eq. 10 as a function of temperature, comparison between QCT results and SSH rates from [176] and [118], respectively. b CO2+N2 collisions, rate coefficients for the process in Eq. 11, comparison between rigid (no effect of deformations) and flexible PES Furthermore, we simulated over a range of temperatures a second VT process, corresponding to the exchange (gain or loss) of a quantum of bending energy CO 2 (0, m, 0) + CO 2 → CO 2 (0, m ± 1, 0) + CO 2 (10) and make the comparison with the equivalent process from [176], where the corresponding thermal rates were obtained by SSH theory extended for polyatomic molecules (see Fig. 4a). Finally, as an example involving N 2 , we run QCT calculations for the following VT transfer process on a range of temperatures CO 2 (0, 0, 1) + N 2 (0) → CO 2 (1, 0, 1) + N 2 (0) (11) obtaining the thermal rate coefficients, in order to assess the effects of the molecular vibrations on the intermolecular interactions (see V inter in Eq. 7). ...