2013
DOI: 10.3390/polym6010012
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Cohesive Fracture Study of a Bonded Coarse Silica Sand Aggregate Bond Interface Subjected to Mixed-Mode Bending Conditions

Abstract: Abstract:One of the primary objectives in the design of composite structures is the prevention of premature bond failure. Therefore, the characterization of cohesive behavior is an important field of study in structural engineering. Using fracture mechanics principles, the cohesive behavior of an epoxy bonded coarse silica sand aggregate bond interface is studied in this paper, with a focus on finding a general analytical form of idealizing its behavior when used in a specimen possessing asymmetric and inhomog… Show more

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Cited by 7 publications
(3 citation statements)
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“…The push/pull-out tests of sand-coated FRP plate/rebar, finite element (FE) simulation is a regular tool to investigate the bond behavior [19]. Cohesive zone modeling (CZM) is one of the most common methods in FE simulation, such as: Chen and EL [20] used CZM to obtain mixed-mode bending fracture energy of the interface between sand-coated GFRP and UHPC; and Tekle et al [21] implemented CZM to investigate strand and bond distribution along the sand-coated GFRP bars. Besides, the tests about the roughness of sand-coated surface have been done to understand its effect on adhesion strength, however, the result showed a scatter about the adhesion resistance and the aggregate size [22,23].…”
Section: Introductionmentioning
confidence: 99%
“…The push/pull-out tests of sand-coated FRP plate/rebar, finite element (FE) simulation is a regular tool to investigate the bond behavior [19]. Cohesive zone modeling (CZM) is one of the most common methods in FE simulation, such as: Chen and EL [20] used CZM to obtain mixed-mode bending fracture energy of the interface between sand-coated GFRP and UHPC; and Tekle et al [21] implemented CZM to investigate strand and bond distribution along the sand-coated GFRP bars. Besides, the tests about the roughness of sand-coated surface have been done to understand its effect on adhesion strength, however, the result showed a scatter about the adhesion resistance and the aggregate size [22,23].…”
Section: Introductionmentioning
confidence: 99%
“…38 Although various other shapes exist 33,34,39 , a bilinear TSL (see FIGURE 2a) is used in this work due to its simple implementation to FEA models and its common application to delamination processes. 24,40,41 It is decribed via three fracture mode dependend parameters (subscript indicates the associated mode), i.e. the cohesive stiffness , the cohesive strength and the strain energy release ratio (SERR) .…”
Section: Cohesive Zone Modelsmentioning
confidence: 99%
“…These include, but are not limited to, linear, bilinear, trapezoidal and exponential functions [16]. A bilinear TSL is simple and sufficiently describes many materials [12,14,17,18], making it suitable for fundamental research when mechanical properties are unknown. To describe a TSL as a mathematical curve, coefficients are needed.…”
Section: Cohesive Zone Modelsmentioning
confidence: 99%