We have grown single crystals of ThFe 2 Al 10 and used them for the refinement of its crystal structure. From the specific heat data, we determined the phonon components, that is, the Debye and Einstein modes, for Th-and Ubased isostructural aluminides. To approximate the Sommerfeld coefficients, we had to include the T 3 lnT term characteristic of spin-fluctuations originating from the Fe-sublattice. The roughly estimated spin-fluctuation temperature is about 11 K. ThFe 2 Al 10 is a weakly temperature-dependent Pauli-paramagnet. However, at lower temperatures the ferromagnetic correlations are observed, which signals that the system drives to quantum criticality. The distinct minimum in electrical resistivity observed at about 20 K suggests a realization of a nonmagnetic two-channel Kondo-effect in ThFe 2 Al 10 , as discussed for ThAsSe [Phys. Rev. Lett. 94, 236603 (2005)], for example. The [ρ(T) -ρ min ] versus T curves of ThFe 2 Al 10 , determined along the a-and c-axes, were used to subtract the phonon contributions from the corresponding ρ(T) a,c of UFe 2 Al 10 . The resulting magnetic part of the average ρ m (T) av curve was then analysed in terms of the influence of the crystal field effect on the transport properties. However, to obtain agreement with the experiment, we had to take into account another effect, namely the Kondo-like one. This kind of probe has been applied for the first time in the case of uranium compounds. Based on the magnetoresistivity, we have revealed the anisotropic low-frequency vibrations of the Th atom (located in its [Al 16 Fe 4 ] cage) interacting with the conduction band, the phenomenon revealed previously in the metallic UB 12 [Phil. Mag. B 95, 2343]. Furthermore, fully relativistic band structure calculations performed for ThFe 2 Al 10 revealed its metallic-like character with a similarly large contribution of the Fe 3d electrons at the Fermi level as predicted previously for its 5f-electron analogue UFe 2 Al 10 . In addition, there are substantial differences between their Fermi surfaces.