2005
DOI: 10.1016/j.engfracmech.2004.11.010
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Crack propagation due to brittle and ductile failures in microporous thermoelastoviscoplastic functionally graded materials

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Cited by 22 publications
(12 citation statements)
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“…17Time histories of the crack propagation speed at nominal axial strain rates of 200/s and 1,000/s propagation speed is higher for an axial strain rate of 1, 000/s than that for the axial strain rate of 200/s; these results are in qualitative agreement with those of Batra and Love[21] who employed the FEM, the nodal release technique, and simulated crack propagation at nominal strain rates of 200/s and 2,000/s. For a crack length of 2 mm and the nominal strain rate of 200/s, both analyses give crack propagation speed of 1.9 km/s.…”
supporting
confidence: 82%
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“…17Time histories of the crack propagation speed at nominal axial strain rates of 200/s and 1,000/s propagation speed is higher for an axial strain rate of 1, 000/s than that for the axial strain rate of 200/s; these results are in qualitative agreement with those of Batra and Love[21] who employed the FEM, the nodal release technique, and simulated crack propagation at nominal strain rates of 200/s and 2,000/s. For a crack length of 2 mm and the nominal strain rate of 200/s, both analyses give crack propagation speed of 1.9 km/s.…”
supporting
confidence: 82%
“…Whereas for static problems, one often uses either the critical SIF, or the critical crack opening displacement, or the critical value of the energy release rate as the criterion for crack initiation, for a dynamic problem the choice of the criterion is rather fuzzy. For example, Batra and Love [21] found that in mode-I transient deformations of a tungsten plate the J-integral increases essentially monotonically with the crack length when the nominal axial strain rate is 200/s but exhibits oscillations at the higher nominal axial strain rate of 2,000/s. Here we adopt the same criterion as used by Batra and Love [21], namely, that a crack initiates at a point when the maximum tensile principal stress there reaches a material-dependent critical value.…”
Section: Introductionmentioning
confidence: 97%
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“…At t -95 (is, the z-displacements of the tip of the projectile equal 21. 15 300 MPa, respectively. Thus the axial displacement of the Time histories of the axial velocity of the tail-end of the projectile increases with an increase in the clamping presprojectile are illustrated in Fig.…”
Section: Armor Held By Uniform Pressure Applied To the Four-bar Framementioning
confidence: 99%
“…Rather a Kevlar fiber is cut into two pieces in front of the projectile nose resulting in the formation of a pathway for the bullet. It seems that the node splitting technique such as that employed in [15,16] or the use of cohesive zones may be more appropriate for modeling the breakage of Kevlar fiber into two parts. …”
mentioning
confidence: 99%