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Introduction to the Finite Element Method, Fourth Edition /

A fully updated introduction to the principles and applications of the finite element method. This authoritative and thoroughly revised and self-contained classic mechanical engineering textbook offers a broad-based overview and applications of the finite element method. This revision updates and ex...

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Detalles Bibliográficos
Clasificación:Libro Electrónico
Autor principal: Reddy, J. N. (Autor)
Formato: Electrónico eBook
Idioma:Inglés
Publicado: New York, N.Y. : McGraw-Hill Education, [2019].
Edición:4th edition.
Temas:
Acceso en línea:Texto completo

MARC

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100 1 |a Reddy, J. N.,   |e author. 
245 1 0 |a Introduction to the Finite Element Method, Fourth Edition /   |c J. N. Reddy. 
250 |a 4th edition. 
264 1 |a New York, N.Y. :   |b McGraw-Hill Education,   |c [2019]. 
264 4 |c ?2019. 
300 |a 1 online resource (xxxiv, 782 pages) :   |b illustrations. 
336 |a text  |2 rdacontent 
337 |a computer  |2 rdamedia 
338 |a online resource  |2 rdacarrier 
504 |a Includes bibliographical references and index. 
505 0 |a Cover --   |t About the Author --   |t Title Page --   |t Copyright Page --   |t Dedication --   |t Contents --   |t Preface to the Fourth Edition --   |t Preface to the Third Edition --   |t Preface to the Second Edition --   |t Preface to the First Edition --   |t Symbols and Conversion Factors --   |t 1 General Introduction --   |t 1.1 Background --   |t 1.2 Mathematical Model Development --   |t 1.3 Numerical Simulations --   |t 1.4 The Finite Element Method --   |t 1.5 The Present Study --   |t 1.6 Summary --   |t Problems --   |t References for Additional Reading --   |t 2 Mathematical Preliminaries and Classical Variational Methods --   |t 2.1 General Introduction --   |t 2.2 Some Mathematical Concepts and Formulae --   |t 2.3 Energy and Virtual Work Principles --   |t 2.4 Integral Formulations of Differential Equations --   |t 2.5 Variational Methods --   |t 2.6 Equations of Continuum Mechanics --   |t 2.7 Summary --   |t Problems --   |t References for Additional Reading --   |t 3 1-D Finite Element Models of Second-Order Differential Equations --   |t 3.1 Introduction --   |t 3.2 Finite Element Analysis Steps --   |t 3.3 Finite Element Models of Discrete Systems --   |t 3.4 Finite Element Models of Continuous Systems --   |t 3.5 Axisymmetric Problems --   |t 3.6 Errors in Finite Element Analysis --   |t 3.7 Summary --   |t Problems --   |t References for Additional Reading --   |t 4 Applications to 1-D Heat Transfer and Fluid and Solid Mechanics Problems --   |t 4.1 Preliminary Comments --   |t 4.2 Heat Transfer --   |t 4.3 Fluid Mechanics --   |t 4.4 Solid and Structural Mechanics --   |t 4.5 Summary --   |t Problems --   |t References for Additional Reading --   |t 5 Finite Element Analysis of Beams and Circular Plates --   |t 5.1 Introduction --   |t 5.2 Euler?Bernoulli Beam Element --   |t 5.3 Timoshenko Beam Elements --   |t 5.4 Axisymmetric Bending of Circular Plates --   |t 5.5 Summary --   |t Problems --   |t References for Additional Reading --   |t 6 Plane Trusses and Frames --   |t 6.1 Introduction --   |t 6.2 Analysis of Trusses --   |t 6.3 Analysis of Plane Frame Structures --   |t 6.4 Inclusion of Constraint Conditions --   |t 6.5 Summary --   |t Problems --   |t References for Additional Reading --   |t 7 Eigenvalue and Time-Dependent Problems in 1-D --   |t 7.1 Introduction --   |t 7.2 Equations of Motion --   |t 7.3 Eigenvalue Problems --   |t 7.4 Transient Analysis --   |t 7.5 Summary --   |t Problems --   |t References for Additional Reading --   |t 8 Numerical Integration and Computer Implementation --   |t 8.1 Introduction --   |t 8.2 Numerical Integration --   |t 8.3 Computer Implementation --   |t 8.4 Applications of Program FEM1D --   |t 8.5 Summary --   |t Problems --   |t References for Additional Reading --   |t 9 Single-Variable Problems in Two Dimensions --   |t 9.1 Introduction --   |t 9.2 Boundary Value Problems --   |t 9.3 Modeling Considerations --   |t 9.4 Numerical Examples --   |t 9.5 Eigenvalue and Time-Dependent Problems --   |t 9.6 Summary --   |t Problems --   |t References for Additional Reading --   |t 10 2-D Interpolation Functions, Numerical Integration, and Computer Implementation --   |t 10.1 Introduction --   |t 10.2 2-D Element Library --   |t 10.3 Numerical Integration --   |t 10.4 Modeling Considerations --   |t 10.5 Computer Implementation and FEM2D --   |t 10.6 Summary --   |t Problems --   |t References for Additional Reading --   |t 11 Flows of Viscous Incompressible Fluids --   |t 11.1 Introduction --   |t 11.2 Governing Equations --   |t 11.3 Velocity?Pressure Formulation --   |t 11.4 Penalty Function Formulation --   |t 11.5 Computational Aspects --   |t 11.6 Numerical Examples --   |t 11.7 Summary --   |t Problems --   |t References for Additional Reading --   |t 12 Plane Elasticity --   |t 12.1 Introduction --   |t 12.2 Governing Equations --   |t 12.3 Virtual Work and Weak Formulations --   |t 12.4 Finite Element Model --   |t 12.5 Elimination of Shear Locking in Linear Elements --   |t 12.6 Numerical Examples --   |t 12.7 Summary --   |t Problems --   |t References for Additional Reading --   |t 13 3-D Finite Element Analysis --   |t 13.1 Introduction --   |t 13.2 Heat Transfer --   |t 13.3 Flows of Viscous Incompressible Fluids --   |t 13.4 Elasticity --   |t 13.5 Element Interpolation Functions and Numerical Integration --   |t 13.6 Numerical Examples --   |t 13.7 Summary --   |t Problems --   |t References for Additional Reading --   |t Index --   |t A --   |t B --   |t C --   |t D --   |t E --   |t F --   |t G --   |t H --   |t I --   |t J --   |t K --   |t L --   |t M --   |t N --   |t O --   |t P --   |t Q --   |t R --   |t S --   |t T --   |t U --   |t V --   |t W --   |t Y --   |t Z. 
520 3 |a A fully updated introduction to the principles and applications of the finite element method. This authoritative and thoroughly revised and self-contained classic mechanical engineering textbook offers a broad-based overview and applications of the finite element method. This revision updates and expands the already large number of problems and worked-out examples and brings the technical coverage in line with current practices. You will get details on non-traditional applications in bioengineering, fluid and thermal sciences, and structural mechanics. Written by a world-renowned mechanical engineering researcher and author, An Introduction to the Finite Element Method, Fourth Edition, teaches, step-by-step, how to determine numerical solutions to equilibrium as well as time-dependent problems from fluid and thermal sciences and structural mechanics and a host of applied sciences.. Beginning with the governing differential equations, the book presents a systematic approach to the derivation of weak-forms (integral formulations), interpolation theory, finite element equations, solution of problems from fluid and thermal sciences and structural mechanics, computer implementation. The author provides a solutions manual as well as computer programs that are available for download. Features updated problems and fully worked-out solutions. Contains downloadable programs that can be applied and extended to real-world situations. Written by a highly-cited mechanical engineering researcher and well-respected author. 
530 |a Also available in print edition. 
533 |a Electronic reproduction.   |b New York, N.Y. :   |c McGraw Hill,   |d 2019.   |n Mode of access: World Wide Web.   |n System requirements: Web browser.   |n Access may be restricted to users at subscribing institutions. 
538 |a Mode of access: Internet via World Wide Web. 
546 |a In English. 
588 |a Description based on e-Publication PDF. 
650 0 |a Finite element method. 
655 0 |a Electronic books. 
776 1 8 |i Print version:   |t Introduction to the Finite Element Method,   |b Fourth Edition,   |d New York, N.Y. : McGraw Hill,   |c [2019],   |z 9781259861901 
856 4 0 |u https://accessengineeringlibrary.uam.elogim.com/content/book/9781259861901  |z Texto completo