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A mathematical model of plastic strain in monocrystals of dispersion-hardened FCC materials with nanosize particles of the second phase is used to investigate the influence of the temperature and strain rate on the behavior of the material and evolution of its dislocation subsystem. It is established that the curves of the temperature dependence of work hardening and density of various dislocation...
It is demonstrated that the presence of dislocations in a ferromagnetic leads to localization of spin waves on it. The dispersion equation is derived and investigated, and the dependence of the localized wave amplitude on the distance to a dislocation is determined. The frequency interval separating the localized fluctuations from the volume ones is determined.
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