2015
DOI: 10.1007/s11340-015-0029-x
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Dynamic Crack Growth Normal to an Interface in Bi-Layered Materials: An Experimental Study Using Digital Gradient Sensing Technique

Abstract: The dynamic fracture behavior of layered architectures is experimentally studied. Specifically, crack penetration, trapping, and branching at an interface are examined. A newly introduced optical technique called Digital Gradient Sensing (DGS) that quantifies elasto-optic effects due to a non-uniform state of stress is extended to perform full-field measurements during the fracture event using ultrahigh-speed photography. By exploiting the richness of two simultaneously measured orthogonal stress gradient fiel… Show more

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Cited by 42 publications
(44 citation statements)
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“…Suresh et al conducted a pioneering work of fatigue crack propagation experiments with bi‐material specimens: the crack propagation rate increases (or decreases) when the crack approaches the interface from the stronger (or weaker) side. Similar conclusions were further confirmed by other experiments . In the numerical field, Wang et al simulate the fatigue crack propagation towards plastically mismatched interface with cohesive zone model, where the degradation of cohesive strength is load history dependent.…”
Section: Introductionsupporting
confidence: 65%
“…Suresh et al conducted a pioneering work of fatigue crack propagation experiments with bi‐material specimens: the crack propagation rate increases (or decreases) when the crack approaches the interface from the stronger (or weaker) side. Similar conclusions were further confirmed by other experiments . In the numerical field, Wang et al simulate the fatigue crack propagation towards plastically mismatched interface with cohesive zone model, where the degradation of cohesive strength is load history dependent.…”
Section: Introductionsupporting
confidence: 65%
“…Glass being a very brittle, low toughness material, the resulting angular deflections due to applied load are generally very small (a few micro‐radians). Hence, Δ needs to be increased significantly to accommodate for this, different from the assumption of Δ≪ L made by the authors’ in earlier investigations on polymers, and necessitates accounting for the perspective effect during analysis.…”
Section: Digital Gradient Sensing (Dgs)mentioning
confidence: 91%
“…Williams’ asymptotic stress fields for angular deflections near a statically loaded mode‐I crack‐tip become, normalϕ x = C normalσ B ( σ x + σ y ) x = C normalσ B false∑ N = 1 A N N 2 1 r )( N 2 2 cos )( N 2 2 normalθ normalϕ y = C normalσ B ( σ x + σ y ) y = C normalσ B false∑ N = 1 A N N 2 1 r )( N 2 2 sin )( N 2 2 normalθ …”
Section: Crack‐tip Deformationsunclassified
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