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Micromechanics Contribution to the Analysis of Diffusion Properties Evolution in Cement-Based Materials Undergoing Carbonation Processes Journées Scientifiques du Groupement MoMaS CIRM Marseille, 23-25 novembre 2009 Eric Lemarchand (LMSGC – UR Navier – Univ. Paris Est)
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Materials ability to avoid radioactive radionuclides migration Groundwater (Stora, 2006) Microstructure evolution Transport properties evolution (diffusion here) Industrial Issues – Storage of Radioactive Waste Carbonation Chemical reactions in Concrete Leaching / decalcification processes Precipitation (ettringite, calcite,…)
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Atmospheric Carbonation / Steel rebar corrosion CO 2 from outside rust formation effective diameter Expansion Couplings Transport (CO 2, liquid water, ions) Chemical Reactions (pores clogging) Macroscopic loading effects
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Project Outline Hydration Model (curing conditions, microstructure morphology) Transport Properties (Diffusion) Carbonation (Portlandite, CSH,…) Steel rebar corrosion Damaging, Durability ?
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Outline Hydration process and microstructure definition Multi-scale description for cement-based materials application to diffusion coefficient estimates Carbonation processes in cement-based materials Microstructure evolution New estimates for diffusion coefficients Conclusions
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Hydration/Structuration of cement-based Materials Anhydrous cement + water hydration Heterogeneous microstructure structuration Mature cement material Apparent macro-homogeneity hydration structuration (liquid, viscoelastic solid) (porous medium) Solid Phase: anhydres, hydrates Porosity: capillary, gel Partial saturation: water, air Ions released Dissolutions / Precipitations Microstructure Organization
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Cement Paste – Hydration (Powers model) We aim to be able to propose estimates for te evolution of (macroscopic) cement paste diffusion coefficient undergoing carbonation processes at different (microscopic) scales, depending upon the initial water-to-cement ratio (w/c) (cement paste initial definition)
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Cement Paste Hydration (Powers) Initial water Anhydrous grains (C3S, C2S,C3A,C4AF) w/c=0.5 Volume fraction Hydration degree Outer CSH Inner CSH Portlandite Water Aluminates Voids, big capillary pores
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« Outer CSH » capillary pores (0.1-1 micron) large capillary pores (>10 microns) hydrated clinker (=10 microns) CH Portlandite (10-100 microns) gel pores (5-50 nm) « Inner CSH » gel pores (< 5nm) Cement Paste - A multiscale material (Sanahuja & Dormieux, 2008)
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Reinforced Concrete - Morphology CH Cement Paste Mortar Sand grains (0.1 – 1 mm) homogenization Reinforced concrete Aggregates (1 cm) Steel rebar
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Fick’s Diffusion – Homogenization procedure Linear Problem
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Micro-Macro Diffusion Coefficient Estimates CH « outer » CSH n
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CH n Self-consistent Scheme n n +++ … Homogenized diffusion coefficient ? (« outer » CSH gel) Micro-Macro Diffusion Coefficient Estimates
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CH « outer » CSH gel + capillary pores Matrix/inclusion homogenization scheme (Mori-Tanaka) Micro-Macro Diffusion Coefficient Estimates
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CH Self-consistent Scheme n n +++ … Homogenized diffusion coefficient ? (« inner » CSH) n Micro-Macro Diffusion Coefficient Estimates
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CH Incomplete hydration Inclusion/matrix model (Mori-Tanaka, 1973) matrix of « homogenized » outer CSH Morphology Representative Pattern (Hervé & Zaoui, 1993) Complete hydration (inner CSH phase) CH Assume spherical Portlandite phase Micro-Macro Diffusion Coefficient Estimates
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Total porosity [-] Macroscopic diffusion coefficient Model prediction Experimental measurements (Richet et al, 1997)
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Carbonation of hydrated products Carbonation of (small amount of) alkaline species Carbonation of great amount of Portlandite Carbonation of CSH (+ formation of silica gel) (Calcium carbonates precipitation + release of free water)
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Mercury Porosimeter Results (Thiery,2009)
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Microstructure evolution evidences very large capillary pores Capillary pores Outer CSH gel pores Inner CSH W/C=0.5 Portlandite Carbonation CSH Carbonation (Thiery, 2009)
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Portlandite Carbonation - Observations Calcite grains precipitation Initial Portlandite Crystal Complete Calcite precipitation (Fully-Carbonated Portlandite Crystal)
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Carbonatation de la Portlandite Non porous phase Porous phase Portlandite Carbonation Volume increase (stochiometry arguments): Equivalent diffusion coefficient (new calcite phase):
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Carbonation shrinkage 50 nm 5-30nm Calcium Silicate Hydrates (CSH) Carbonation 80-100 nm <20nm
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Calcium Silicate Hydrates Carbonation Calcite crystals precipitation yields gel pores and capillary pores clogging !
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Effects of Carbonation on Diffusion (Model estimates) Total porosity [-] Macroscopic diffusion coefficient Non-carbonated Cement (model) Carbonated Cement (model) Non-carbonated Cement (Experiments, Richet et al 1997)
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The key role of the diffusion within calcite aggregates Macroscopic diffusion coefficient Total porosity [-]
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Effect of w/c on Diffusion coefficient (model) Diffusion properties of calcite need better understanding !
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Project Conclusions and Coming Issues Objectives: A Multi-scale and multi-physics model for diffusion processes in cement-based materials accounting for chemical kinetics and possible couplings with mechanical loadings – application to carbonation processes Behavior analysis in absence of chemo-mechanical couplings Behavior (poroelasticity, creep) [Sanahuja,2008] Diffusive transport in saturated conditions (better informations required) Diffusive transport in unsaturated conditions Microstructure evolution: the kinetics point of view Dissolution/precipitation uncoupled laws (known by chemo-physicists) Mechanical couplings in local dissolution/precipitation laws (already identified)
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Portlandite Carbonatation – Kinetics Aspects Dissolution kinetics of Ca(OH) 2 h : kinetics prameter s, R i : geometrical variables D : diffusion coefficient
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Project Conclusions and Coming Issues Objectives: A Multi-scale and multi-physics model for diffusion processes in cement-based materials accounting for chemical kinetics and possible couplings with mechanical loadings – application to carbonation processes Behavior analysis in absence of chemo-mechanical couplings Behavior (poroelasticity, creep) [Sanahuja,2008] Diffusive transport in saturated conditions (better informations required) Diffusive transport in unsaturated conditions Microstructure evolution: the kinetics point of view Dissolution/precipitation uncoupled laws (chemo-physics) Mechanical couplings in local dissolution/precipitation laws (already identified) Extension to steel rebar corrosion processes Damage analysis – Crack propagation …
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Thank you for your attention !
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