Fig. 5: Kohler’s rule analysis of \({{{{\rm{ScV}}}}}_{6}{{{{\rm{Sn}}}}}_{6}\).

a MR_xx as a function of μ₀H/ρ_xx,0 using the data from Fig. 4a on a log–log scale. Kohler’s rule is violated as the data from different temperatures do not collapse onto each other. b Extended Kohler’s rule applied to the same data as presented in a by plotting MR_xx as a function of μ₀H/(n_Tρ_xx,0) on a log–log scale. Inset: extracted n_T as a function of temperature. n_h extracted from the two-band Hall fitting as discussed in the section “Hall effect” is also plotted in the inset to highlight the similar temperature dependencies between n_h and n_T.