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This difference equation was solved numerically for a bell-shaped strain wave and for a single-period sine strain wave.
Impedances have been matched across the solid shell interface to prevent interfacial reflections of the longitudinal strain wave.
This model is based on both energy conservation and strain wave theory.
Nonlinear strain wave propagation along the lamina of a periodic two-component composite was studied.
The strain wave and the principal strain ratio had a significant effect on creep fatigue life of the cruciform specimen.
Inverse problems of recovery of the impact system parameters from the parameters of the strain wave impulse are also considered.
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The dynamic stress strain relation of the filled rock joints was derived from the separated strain waves.
Impedances are matched across all interfaces created between the various regions of the model to prevent artificial reflections of the longitudinal strain waves.
Strain controlled biaxial tension compression creep fatigue tests were carried out using cruciform specimens under four strain waves at three principal strain ratios.
The width of the lamina may control the propagation of either compression or tensile localized strain waves, independent of the elastic constants of the materials of the composite.
Finite element analyses were performed for determining the stress strain state in the gage part of a cruciform specimen subjected to creep fatigue loading under four strain waves at three principal strain ratios.
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