2004
DOI: 10.3151/jact.2.359
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Mesoscopic Simulation of Failure of Mortar and Concrete by 2D RBSM

Abstract: Concrete is a heterogeneous material consisting of mortar and aggregate at the meso level. Evaluation of the fracture process at this level is useful to clarify the material characteristic of concrete. However, the analytical approach at this level has not yet been sufficiently investigated. In this study, two-dimensional analyses of mortar and concrete are carried out using the Rigid Body Spring Model (RBSM). For the simulation of concrete, constitutive model at the meso scale are developed. Analysis simulate… Show more

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Cited by 132 publications
(110 citation statements)
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References 17 publications
(26 reference statements)
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“…3b. The slope for tension softening is assumed to be unique, with values chosen in such a way that the average tensile strength at the average initial stiffness would resolve to a stress-free maximum crack width equal to 0.03 mm, which is the value assumed in Nagai et al (2004). The reason of this change in the assumption for the meso-scale model is the experimental fact that the stress-free maximum crack width in tension softening in macro-scale increases slightly with the maximum tensile stress in macro-scale (JSCE 2005b).…”
Section: Summary and Modification Of Nagai's Modelsmentioning
confidence: 99%
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“…3b. The slope for tension softening is assumed to be unique, with values chosen in such a way that the average tensile strength at the average initial stiffness would resolve to a stress-free maximum crack width equal to 0.03 mm, which is the value assumed in Nagai et al (2004). The reason of this change in the assumption for the meso-scale model is the experimental fact that the stress-free maximum crack width in tension softening in macro-scale increases slightly with the maximum tensile stress in macro-scale (JSCE 2005b).…”
Section: Summary and Modification Of Nagai's Modelsmentioning
confidence: 99%
“…The models developed in this study are mostly based on those developed by Nagai et al (2004) for non-damaged concrete with some modifications. In those models, the authors assumed that no fracturing occurs in compression and that the tensile strength of the mortar and its interfaces has a truncated normal distribution with the following probability density function:…”
Section: Summary and Modification Of Nagai's Modelsmentioning
confidence: 99%
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