Abstract
The squared ratio of the root-mean-square sound velocity to the velocity of transverse acoustic waves has a meaning of the average dimension of localization regions of energy accumulated by a deformable body. The Gruneisen parameter of solid bodies with identical values of this dimension depends linearly on the parameter γ3 being an unambiguous function of the Poisson coefficient. Solid bodies are grouped according to values of the average dimension of energy localization regions. The Belomestnykh–Tesleva formula relating the Gruneisen parameter to the Poisson coefficient follows from the suggested approach. The nature of the interrelation between these quantities is discussed.
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