Working with epitaxial films of Fe, we succeeded in independent control of different scattering processes in the anomalous Hall effect. The result appropriately accounted for the role of phonons, thereby clearly exposing the fundamental flaws of the standard plot of the anomalous Hall resistivity versus longitudinal resistivity. A new scaling has been thus established that allows an unambiguous identification of the intrinsic Berry curvature mechanism as well as the extrinsic skew scattering and side-jump mechanisms of the anomalous Hall effect.PACS numbers: 75.47.Np;72.15.Eb;73.50.Jt Shortly after the discovery of the Hall effect, in 1880 Edwin Hall further observed in ferromagnetic metals an additional large contribution besides the ordinary one, which is now called the anomalous Hall effect (AHE) -one of the most prominent phenomena existing in magnetic materials [1]. While the ordinary Hall effect has been well understood as a result of the Lorentz force deflecting the charge carriers, the mechanism of the AHE has remained controversial despite the long history of research, because its rich phenomenology defies the standard classification methodology, prompting conflicting reports claiming the dominance of various processes [2][3][4][5][6][7][8][9][10][11][12]. Recently it again attracts great attention because of its natural connection to the spin Hall effect and quantum spin Hall effect [13,14].In ferromagnets, the transverse resistivity has two contributions: one is ordinary and is proportional to the applied magnetic field; the other is anomalous and is normally proportional to the magnetization [8,9]. It is often written aswhere r 0 and r a are coefficients that characterize the strength of the ordinary and anomalous Hall resistivity ρ h and ρ ah , respectively.