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VOLUME 25 (1977) | ISSUE 11 | PAGE 516
Nonlinear localized magnetization wave of a ferromagnet as a bound state of a large number of magnons
A new type of localized two-parameter solutions of the one-dimensional dynamic equations for the magnetization in a ferromagnet is obtained. The energy Ε of the nonlinear wave is calculated as a function of its momentum Ρ and of the number of bound magnons in the wave. A formally periodic dependence of Ε on Ρ having the meaning of the dispersion law for a magnetic solition, is observed.