(NTU "KhPI", 2016) Belan, Victor I.; Kovalev, Alexander S.; Peretyatko, Anastasii A.
Numerical computations and collective variables approach are applied to analytical and numerical study of
spatially localized excitations of one-dimensional magnetic system in external high-frequency magnetic field. It
is demonstrated the hysteresis character of dependence for amplitude of local soliton-like states on external
field magnitude. The system shows a variety of interesting nonlinear phenomena such as periodicity doubling
and chaos.
