Abstract
We have derived an equation of the magnetization trajectory and an equation of the spatial propagation of the magnetization trajectory. Using this system of equations one-dimensional wall structures can easily be found. This approach can also be widely used in studying non-linear problems. A single domain wall in an infinite uniaxial ferromagnet is studied in the framework of this approach. In the limit of a quality factor going to infinity we have obtained analytical solutions which describe new types of one-dimensional domain walls. The walls consist of a central part and two branches.
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