Abstract
The weakly nonlinear modulated waves (solitons) of magnetization in magnetic media with “simple spiral” structure situated in a static magnetic field are investigated. The equation describing such waves is obtained and the one- and two-soliton solutions of this equation are constructed. The width of soliton and the shifts of group velocity caused by both the nonlinear self-action and the nonresonant influence of another soliton are calculated.
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