Damage Mechanics of Cementitious Materials and Structures

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The book, prepared in honor of the retirement of Professor J. Mazars, provides a wide overview of continuum damage modeling applied to cementitious materials.
It starts from micro-nanoscale analyses, then follows on to continuum approaches and computational issues. The final part of the book presents industry-based case studies.
The contents emphasize multiscale and coupled approaches toward the serviceability and the safety of concrete structures.Content:
Chapter 1 Bottom?Up: From Atoms to Concrete Structures (pages 1–18): Franz?Josef Ulm and Roland J?M Pellenq
Chapter 2 Poromechanics of Saturated Isotropic Nanoporous Materials (pages 19–50): Romain Vermorel, Gilles Pijaudier?Cabot, Christelle Miqueu and Bruno Mendiboure
Chapter 3 Stress?based Non?local Damage Model (pages 51–88): Cedric Giry and Frederic Dufour
Chapter 4 Discretization of Higher Order Gradient Damage Models Using Isogeometric Finite Elements (pages 89–120): Clemens V Verhoosel, Michael A Scott, Michael J Borden, Thomas J.R Hughes and Rene de Borst
Chapter 6 Macro and Mesoscale Models to Predict Concrete Failure and Size Effects (pages 121–160): David Gregoire, Peter Grassl, Laura B Rojas?Solano and Gilles Pijaudier?Cabot
Chapter 6 Statistical Aspects of Quasi?Brittle Size Effect and Lifetime, with Consequences for Safety and Durability of Large Structures (pages 161–182): Zdenek P Bazant, Jia?Liang Le and Qiang Yu
Chapter 7 Tertiary Creep: A Coupling Between Creep and Damage – Application to the Case of Radioactive Waste Disposal (pages 183–202): J.M Torrenti, T de Larrard and F Benboudjema
Chapter 8 Study of Damages and Risks Related to Complex Industrial Facilities (pages 203–220): Bruno Gerard, Bruno Capra, Gael Thillard and Christophe Baillis
Chapter 9 Measuring Earthquake Damages to a High Strength Concrete Structure (pages 221–250): Patrick Paultre, Benedikt Weber, Sebastien Mousseau and Jean Proulx

Publisher: Wiley-ISTE
Year: 2011

Language: English
Pages: 264
Tags: Механика;Механика деформируемого твердого тела;Механика разрушения;