Basic formulation and linear problems

Bibliographic Information

Basic formulation and linear problems

O.C. Zienkiewicz and R.L. Taylor

(The finite element method, v. 1)

McGraw-Hill, c1989

4th ed

Available at  / 83 libraries

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Note

Includes bibliographies and indexes

Description and Table of Contents

Description

The fourth edition of this highly successful import is written with identical objectives to the original, first to teach and second to provide a "state-of-the-art" reference base of the subject. The book introduces the basic concepts of the finite element method and thereafter concentrates solely on linear programming.

Table of Contents

1 Some Preliminaries: The Standard Discrete System2 Finite Elements of an Elastic Continuum-Displacement Approach3 Plane Stress and Plane Strain4 Axi-Symmetrical Stress Analysis5 Three-Dimensional Stress Analysis6 Tensor-Indicial Notation in the Approximation of Elasticity Problems7 "Standard" and "Hierarchical" Element Shape Functions: Some General Families of c/o Continuity8 Mapped Elements and Numerical Integration OInfinite' and OSingularity' Elements9 Generalization of the Finite Element Concepts10 Galerkin-Weighted Residual and Variational Approaches11 Steady-State Field Problems-Heat Conduction, Electric and Magnetic Potential, Fluid Flow, etc.12 The Patch Test, Reduced Integration and Non-Conforming Elements13 Mixed Formulation and Constraints, Incomplete (Hybrid) Field Methods14 Error Estimates and Adaptive Finite Element Refinement15 Computer Procedures for Finite Element Analysis

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