Influence of Frequency Dispersion of Conductivity on Spectral Crossover in Magnetized Conductor

In Faraday’s geometry the change of conditions of intersection of branches of magnetization oscillations (or spectral crossover) is analyzed on the assumption that the ferromagnetic conductor conductivity does not depend on frequency and Hall’s resistance is not equal to zero. The spectral crossover links together long waves of magnetization (to which the skinning of the electromagnetic field corresponds) and short wanes forming the standing wave in the thin film under the condition of spine-wave resonance. The finite time of relaxation of impulse of the electric current carriers and the spine-orbital interaction, determining the Hall’s constants, are the reasons for the change of these conditions of intersection (or spectral crossover). Formulae to determine the change of spectral crossover conditions are derived.