Magnetic properties of ultrathin EuS films with strain effects taken into
account are studied within the framework of the Green function formalism. Standard
RPA and more general procedures employed by Callen are used for decoupling of
higher order functions generated by exchange and anisotropy terms, respectively.
Parameters of the model such as exchange integrals in strained structures and
anisotropy constants are estimated on the basis of experimental data obtained with use
of SQUID and FMR techniques. Strong influence of stress on spin-wave dispersion
relations, especially on high-energy modes, is found. A shift of curves representing
magnon DOS towards higher energies is obtained in the presence of stress. All these
modifications lead to a slower decrease of the magnetization with increasing
temperature and to an enhancement of the critical temperature. The results
are consistent with experimental data. Investigations of the course of the magnetization
curves for various film thickness also confirm experimental results.