The Finite Element Method for Solid and Structural Mechanics (7th Ed.) The Finite Element Method Series
Auteurs : Zienkiewicz Olek C, Taylor Robert L.
The Finite Element Method for Solid and Structural Mechanics is the key text and reference for engineers, researchers and senior students dealing with the analysis and modeling of structures, from large civil engineering projects such as dams to aircraft structures and small engineered components.
This edition brings a thorough update and rearrangement of the book?s content, including new chapters on:
- Material constitution using representative volume elements
- Differential geometry and calculus on manifolds
- Background mathematics and linear shell theory
Focusing on the core knowledge, mathematical and analytical tools needed for successful structural analysis and modeling, The Finite Element Method for Solid and Structural Mechanics is the authoritative resource of choice for graduate level students, researchers and professional engineers.
R.L Taylor is Professor of the Graduate School at the Department of Civil and Environmental Engineering, University of California at Berkeley, USA. Awarded the Daniel C. Drucker Medal by the American Society of Mechanical Engineering in 2005, the Gauss-Newton Award and Congress Medal by the International Association for Computational Mechanics in 2002, and the Von Neumann Medal by the US Association for Computational Mechanics in 1999.
- A proven keystone reference in the library of any engineer needing to apply the finite element method to solid mechanics and structural design
- Founded by an influential pioneer in the field and updated in this seventh edition by an author team incorporating academic authority and industrial simulation experience
- Features new chapters on topics including material constitution using representative volume elements, as well as consolidated and expanded sections on rod and shell models
Date de parution : 12-2013
Ouvrage de 672 p.
19x23.3 cm
Thèmes de The Finite Element Method for Solid and Structural Mechanics :
Mots-clés :
<; ceitalic>; FEAPpv<; /ceitalic>; <; ceitalic>; FE<; /ceitalic>; <; cesup>; 2<; /cesup>; Balance equations; Beams; Calculus on manifolds; Computer software; Configuration update; Connectors; Constitutive models; Constraints; Contact; Continuation methods; Continuum mechanics; Creep; Curvilinear coordinates; Deformation; Differential geometry; Equations of solid mechanics; Finite deformation; Finite element approximation; Friction; Galerkin method; Galerkin solutions; Geometrically exact; Homogenization; Hyperelasticity; Inelastic behavior; Irreducible and mixed methods; Isoparametric interpolation; Iteration; Joints; Lagrange multipliers; Line search; Linear shell theory; Manuals; Material constitution; Matrix and tensor forms; Multi-scale; Near-incompressibility; Newton's method; Non-linear equations; Nonlinear model; Notation; Numerical algorithms; Orthogonal group; Parameterization; Penalty methods; Plasticity; Quadrature; Rate models; Representative volume elements; Rigid bodies; Rods; Rotations; Shells; Single-director; Space curves; Strain and stress measures; Stress resultants; Stress tensor; Surfaces; Tangent operator; Tied interfaces; Transient solution; Variational form; Variational forms; Variational formulation; Viscoelasticity; Weak forms; Web page
