Journal
ACOUSTICAL PHYSICS
Volume 60, Issue 5, Pages 555-561Publisher
PLEIADES PUBLISHING INC
DOI: 10.1134/S1063771014050066
Keywords
hysteresis; relaxation; slow time; Arrhenius law
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Funding
- Russian Basic Research Foundation [11-05-00774, 11-02-01419, 13-05-97053]
- Leading Scientific School [5565-2014-2]
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A physical model of stress-strain dynamics and long-time relaxation (slow time) in structured media is proposed. The model is based on the analysis of inter-grain contacts and the resulting surface force potential with a barrier. The result is a unified description of the classical acoustic nonlinearity, stress-strain hysteresis, and logarithmic relaxation law for sound velocity (and, hence, for the frequency of nonlinear resonance in samples of structured materials). Estimates of a characteristic volume of interacting contacts give close values for the variety of consolidated materials. For weak (linear) testing waves, the logarithmic relaxation occurs if a classical quadratic nonlinearity is added to the stress-strain relation.
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