Noname

Problem statement on eigenvalues of oscillations of thin, ring, and irregularly heated plates is considered. Fundamental relations determining calculations for cases of symmetrical distribution of temperature patterns taking into the account centrifugal forces originating during the twirl of any irregularly heated plate are defined. Dependences which can characterize natural resonant frequency of a gyrating plate on temperature effect parameters of the set field in non-uniform heat and its geometrical sizes are gained.