Volume 73, №4
SURFACES OF DISCONTINUITY FOR A CUBICALLY ANISOTROPIC BODY IN THE MICROPOLAR THERMOELASTICITY THEORY
We derived an equation for the propagation of thermoelastic waves in cubically anisotropic continuous media with account for the asymmetry of the stress tensor. By means of this equation the existence of longitudinal and transverse waves of displacements and microrotations is established
We derived an equation for the propagation of thermoelastic waves in cubically anisotropic continuous media with account for the asymmetry of the stress tensor. By means of this equation the existence of longitudinal and transverse waves of displacements and microrotations is established
Author: M. D. Martynenko, S. M. Bosyakov
Page: 4
M. D. Martynenko, S. M. Bosyakov.
SURFACES OF DISCONTINUITY FOR A CUBICALLY ANISOTROPIC BODY IN THE MICROPOLAR THERMOELASTICITY THEORY //Journal of engineering physics and thermophysics.
. Volume 73, №4. P. 4.
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