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Full Description
An indispensable reference that presents a unified treatment of mathematical models of concrete structural analysis. In Part I, the author considers the experimental data regarding stress and strain characteristics of concrete under biaxial and multiaxial stress states and presents empirical equations for modulus and fracture strength. Part II discusses concrete elasticity, generalized failure, and fracture criteria, while the final part addresses concrete plasticity with applications of limit analysis and finite element analysis to concrete and reinforced structures.
An unabridged J. Ross Publishing republication of the edition published by McGraw-Hill, Inc., New York, 1982, 474pp.
Contents
PrefaceNotationPart 1 - Basic Concepts and ExperimentsChapter 1 - IntroductionChapter 2 - Some Basic Properties of Concrete and SteelPart 2 - Concrete Elasticity and Failure CriteriaChapter 3 - Linear-Elastic Brittle-Fracture ModelsChapter 4 - Nonlinear-Elastic Fracture ModelsChapter 5 - Failure Criteria of ConcretePart 3 - Concrete Plasticity: Theory and ApplicationChapter 6 - Elastic Perfectly Plastic Fracture ModelsChapter 7 - Limit Analysis of Perfect PlasticityChapter 8 - Elastic-Hardening Plastic-Fracture ModelsChapter 9 - Numerical Implementation of Elastoplastic Fracture ModelsAuthor IndexSubject Index
