The glass transition of a semicrystalline PET is studied by dynamic mechanical analysis (DMA) and thermally stimulated recovery (TSR). The DMA results allowed us to construct a master curve for E' and D', where the shift factors were modelled with the Vogel-Fulcher-Tamman-Hesse (VFTH) equation above T-g. Using the thermal sampling procedure, the TSR technique allowed us to decompose the complex distribution of retardation times into a set of quasi-elementary processes. At the compensation point a broad distribution of retardation times is observed using DSC data. The TSR results show a typical increase of the activation energies in the glassy state, followed by a decrease above T-g that may be modelled with the VFTH equation. This observation was explained taking into account both the typical time scale range of TS experiments and the evolution of the retardation times distribution with temperatures below and above T-g, under the Adams-Gibbs theory. The evolution of the activation energies from the TSR results was shown to be compatible with the DMA and DSC data.