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tesi A. Caggiano.pdf - EleA@UniSA - Università degli Studi di Salerno

tesi A. Caggiano.pdf - EleA@UniSA - Università degli Studi di Salerno

tesi A. Caggiano.pdf - EleA@UniSA - Università degli Studi di Salerno

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1.2. Theoretical proposals for concrete-like materialsa) b)Coarse aggregateMe<strong>di</strong>um aggregateSmall aggregateITZMortar matrixMacroscaleL 10 -1 mMesoscale10 -1 m L > 10 -4 mc) d)Microscale10 -4 m L > 10 -6 mNanoscale10 -6 m L > 10 -9 mFigure 1.3: Concrete materials under <strong>di</strong>fferent scales of observation: (a) macroscale continuum,(b) 2-D mesoscale concrete analysis [Kim and Al-Rub, 2011], (c) modeling the hydration of cementsat microscale [Bishnoi and Scrivener, 2009] and (d) simulations by means of electrophilicand nucleophilic attack at a nanoscale standpoint [Puertas et al., 2011].be found in the RILEM-TC162-TDF [2003] where <strong>di</strong>fferent constitutive relationshipsfor structural applications and based on the stress equilibrium in the critical crackedsection have been presented.Macroscale modelsIn the field of the computational failure mechanics, intended as the set of mathematicaland computational tools aiming at identifying the failure mechanisms and pre<strong>di</strong>ctingthe critical and post-critical behavior of structures, the “material failure” representsone of its main ingre<strong>di</strong>ents. Cement-based materials can be ideally considered ascontinuum me<strong>di</strong>a and modeled within the theoretical framework of the material failure.Such constitutive proposals are based on the classical continuum formulations (i.e.,strain localization [Cervera et al., 2010], smeared cracking [Einsfeld et al., 1997]) or theenriched continuum ones (e.g., Cosserat me<strong>di</strong>a [Jeong et al., 2011], gra<strong>di</strong>ent enrichment7

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