2015
DOI: 10.1016/j.ijadhadh.2015.07.007
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Effects of initial blister radius and shaft diameter on energy release rate of metal–polymer composite coating

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Cited by 15 publications
(4 citation statements)
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“…Then the interfacial debonding grew as a second stage, and finally, the tearing of the composite repair occurred. The total energy release rate (G T ) can be calculated from the critical load seen at the end of the 1st Region (Mohammad and Liyong, 2015). The figure shows that 0.8% improves the behavior of the composite and increases the value of the critical load to 1353.44 N compared to 446.24 N without nano reinforcement and G T was calculated from the critical load according to equation 1 where its value is increased from (0.238 N/mm) to (0.522 N/mm).…”
Section: Blister Test Resultsmentioning
confidence: 99%
“…Then the interfacial debonding grew as a second stage, and finally, the tearing of the composite repair occurred. The total energy release rate (G T ) can be calculated from the critical load seen at the end of the 1st Region (Mohammad and Liyong, 2015). The figure shows that 0.8% improves the behavior of the composite and increases the value of the critical load to 1353.44 N compared to 446.24 N without nano reinforcement and G T was calculated from the critical load according to equation 1 where its value is increased from (0.238 N/mm) to (0.522 N/mm).…”
Section: Blister Test Resultsmentioning
confidence: 99%
“…where G n and G s are the energy release rates for mode I and mode II; G nc and G sc denote the critical energy release rates for mode I and mode II, and here we set G nc = G sc = 150 N/m [49]; κ is a parameter. Then, the ultimate mixed-mode relative displacement is:…”
Section: Large Deformation Cohesive Zone Modelmentioning
confidence: 99%
“…As shown in Fig.10, a shaft loaded blister test can be implemented, for example, by using a spindle, a pillar or a ball [79] [80]. In recent work, Islam and Tong [81] have experimentally investigated the relationship between the shaft diameter and the de-bonded blister radius, in order to establish their effects on the energy release rate for a metal-polymer composite coating system. Sun et al [82] developed a theoretical model for interfacial adhesion and the coating mechanical properties, such that Poisson's ratio and Young's modulus could be derived synchronously from the shaft-loaded blister test.…”
Section: Shaft Loaded Blister Testmentioning
confidence: 99%