Abstract:
Intrinsic localized spin modes, or discrete breathers, are investigated in the
forced ferromagnetic state of a monoaxial chiral helimagnet. The approximate
solution of these excitations are obtained with the aid of discrete equations of
spin dynamics. Conditions on the frequency of the breathers and on the easy-plane
anisotropy are established under which the breathers are possible. In the presence
of Dzyaloshinskii — Moryia interaction the localized spin modes become spatially
modulated and, as a consequence, acquire the chirality. Energy of these excitations,
including a pinning potential, is calculated.