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Preface | p. xi |
Bottom-Up: From Atoms to Concrete Structures | p. 1 |
Introduction | p. 1 |
A realistic molecular model for calcium-silicate-hydrates | p. 2 |
Background | p. 3 |
Molecular properties of C-S-H | p. 5 |
From molecular properties to C-S-H microtexture | p. 7 |
Probing C-S-H microtexture by nanoindentation | p. 9 |
Does particle shape matter? | p. 9 |
Implementation for back analysis of packing density distributions | p. 11 |
Functionalized properties: nanogranular origin of concrete creep | p. 12 |
Conclusions | p. 15 |
Bibliography | p. 16 |
Poromeehanics of Saturated Isotropic Nanoporous Materials | p. 19 |
Introduction | p. 20 |
Results from molecular simulations | p. 22 |
Poromechanical model | p. 24 |
Nomenclature and definitions | p. 24 |
Effective pore pressure | p. 26 |
Thermodynamical equilibrium condition | p. 28 |
Constitutive equation of the effective pore pressure | p. 31 |
Effect on the volumetric strain | p. 33 |
Effect on the permeability | p. 34 |
Adsorption-induced swelling and permeability change in nanoporous materials | p. 37 |
Comparison with data by Day et al | p. 39 |
p. 41 | |
Variation of effective permeability | p. 41 |
Discussion - interaction energy and entropy | p. 42 |
Conclusions | p. 46 |
Acknowledgments | p. 47 |
Bibliography | p. 48 |
Stress-based Non-local Damage Model | p. 51 |
Introduction | p. 52 |
Non-local damage models | p. 57 |
Continuum damage theory | p. 57 |
Original integral non-local approach | p. 60 |
Non-local integral method based on stress state | p. 62 |
Numerical implementation | p. 65 |
Initiation of failure | p. 67 |
Bar under traction | p. 70 |
Global behavior | p. 71 |
Mechanical quantities in the FPZ | p. 72 |
Crack opening estimation | p. 75 |
Description of the cracking evolution in a 3PBT of a concrete notched beam | p. 79 |
Global behavior | p. 80 |
Cracking analysis | p. 81 |
Conclusions | p. 82 |
Acknowledgments | p. 84 |
Bibliography | p. 84 |
Discretization of Higher Order Gradient Damage Models Using Isogeometric Finite Elements | p. 89 |
Introduction | p. 89 |
Isotropic damage formulation | p. 91 |
Constitutive modeling | p. 92 |
Implicit gradient damage formulation | p. 95 |
Isogeometric finite elements | p. 97 |
Univariate B-splines and NURBS | p. 97 |
Multivariate B-splines and NURBS | p. 100 |
Isogeometric finite-element discretization | p. 101 |
Numerical simulations | p. 103 |
One-dimensional rod loaded in tension | p. 103 |
Three-point bending beam | p. 107 |
Conclusions | p. 115 |
Acknowledgments | p. 116 |
Bibliography | p. 116 |
Macro and Mesoscale Models to Predict Concrete Failure and Size Effects | p. 121 |
Introduction | p. 122 |
Experimental procedure | p. 125 |
Material, specimens and test rig descriptions | p. 125 |
Experimental results | p. 128 |
Size effect analysis | p. 131 |
Numerical simulations | p. 134 |
Macroscale modeling | p. 135 |
Mesoscale modeling approach | p. 140 |
Analysis of three-point bending tests | p. 143 |
Conclusions | p. 152 |
Acknowledgments | p. 153 |
Bibliography | p. 153 |
Statistical Aspects of Quasi-Brittle Size Effect and Lifetime, with Consequences for Safety and Durability of Large Structures | p. 161 |
Introduction | p. 161 |
Type-I size effect derived from atomistic fracture mechanics | p. 164 |
Strength distribution of one RVE | p. 164 |
Size effect on mean structural strength | p. 168 |
Size effect on structural lifetime | p. 170 |
Consequences of ignoring Type-2 size effect | p. 172 |
Conclusion | p. 177 |
Acknowledgments | p. 177 |
Bibliography | p. 178 |
Tertiary Creep: A Coupling Between Creep and Damage - Application to the Case of Radioactive Waste Disposal | p. 183 |
Introduction to tertiary creep | p. 184 |
Modeling of tertiary creep using a damage model coupled to creep | p. 185 |
Creep model | p. 186 |
Damage model | p. 188 |
Coupling between damage and creep | p. 188 |
Comparison with experimental results | p. 189 |
Application to the case of nuclear waste disposal | p. 190 |
Leaching of concrete | p. 191 |
Coupled mechanical and chemical damage | p. 192 |
Chemical damage | p. 193 |
Example of application: creep coupled to leaching | p. 194 |
Probabilistic effects | p. 194 |
Conclusions | p. 197 |
Bibliography | p. 198 |
Study of Damages and Risks Related to Complex Industrial Facilities | p. 203 |
Context | p. 203 |
Introduction to risk management | p. 204 |
Case study: computation process | p. 206 |
Identifying the owner's issues | p. 208 |
Simplifying the system | p. 208 |
Choosing the best models | p. 210 |
Defining the most realistic load boundaries | p. 210 |
Application | p. 212 |
Deformed structure after impact | p. 213 |
Damage variables of concrete | p. 214 |
Analysis of results | p. 217 |
Conclusion | p. 219 |
Acknowledgment | p. 220 |
Bibliography | p. 220 |
Measuring Earthquake Damages to a High Strength Concrete Structure | p. 221 |
Introduction | p. 221 |
Overview of the selected testing methods | p. 222 |
Two-storey HPC building | p. 223 |
Inducing damage - pseudo-dynamic testing procedures | p. 227 |
Input ground motion | p. 228 |
Earthquake responses | p. 230 |
Evaluating damage - forced vibration testing procedures | p. 236 |
Frequency responses | p. 238 |
Damage detection - analytical evaluation | p. 239 |
Modal analysis | p. 240 |
Finite-element model | p. 240 |
Model updating | p. 242 |
Regularization | p. 244 |
Results | p. 246 |
Summary and conclusions | p. 248 |
Bibliography | p. 249 |
List of Authors | p. 251 |
Index | p. 253 |
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