Results 201 to 210 of about 3,613 (259)
Multiscale Simulation of Crack Propagation in Impact-Welded Al<sub>4</sub>Cu<sub>9</sub> Alloy Based on Cohesive Zone Model. [PDF]
Luo R +6 more
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A plastic analysis of Griffith crack problem in 1D hexagonal piezoelectric quasicrystals. [PDF]
Zhang J, Liu G, Liao H.
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Crack-Tip Strain Field in Supershear Crack of Elastomers
ACS Macro Letters, 2020We characterize the crack-tip strain field in the high-speed (supershear) crack in the elastomers propagating faster than the shear wave speed of sound (Cs). The dependence of steady-state crack velocity (V) on input tearing energy exhibits a crossover at V ≈ Cs between the subsonic (V < Cs) and supershear cracks (V > Cs). Several features of the crack-
Thanh-Tam Mai +3 more
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The Near-Tip Fields of Fast Cracks
Science, 2010Slightly Cracked While there are detailed theories to explain the propagation of a crack in the bulk of a material, our understanding of cracking breaks down near the tip of the crack. Experimentally, it is very hard to observe the propagation of a crack at the tip region because it tends to move very quickly.
Ariel, Livne +3 more
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Plastic crack-tip fields under thermoplastic loads
European Journal of Mechanics - A/Solids, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
S. Hamed Ebrahimi +2 more
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Crack-tip fields in anisotropic shells
International Journal of Fracture, 2002Asymptotic crack-tip fields including the effect of transverse shear deformation in an anisotropic shell are presented. The material anisotropy is defined here as a monoclinic material with a plane symmetry at x3 = 0. In general, the shell geometry near the local crack tip region can be considered as a shallow shell.
F.G. Yuan, S. Yang
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Crack tip field in thermoelectric media
Theoretical and Applied Fracture Mechanics, 2013Abstract The crack problem in a medium possessing coupled thermoelectric effect under thermal-electric loads is considered in this paper. The crack surfaces boundary conditions are assumed to be electrically and thermally impermeable. The general two dimensional solutions are presented in closed-form based on the complex variable method.
Zhang, Aibing, Wang, Baolin (R17839)
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