- 5 Results
Lowest price: € 16.48, highest price: € 195.73, average price: € 58.25
1
Introduction to Linear Elasticity - Gould, Phillip L.
Order
at BetterWorldBooks.com
€ 16.48
OrderSponsored link
Gould, Phillip L.:

Introduction to Linear Elasticity - used book

ISBN: 9780387941004

This applications-oriented introduction to the theory of elasticity fills an important gap in the field of solid mechanics. The book is intended to provide a thorough grounding in the ten… More...

used in stock. Shipping costs:zzgl. Versandkosten., plus shipping costs
2
Order
at Biblio.co.uk
$ 25.39
(aprox. € 23.20)
Shipment: € 10.291
OrderSponsored link

Gould, P.L.:

Introduction to Linear Elasticity: 2nd Edition - hardcover

1999, ISBN: 9780387941004

Springer, 1999. This is an ex-library book and may have the usual library/used-book markings inside.This book has hardback covers. In good all round condition. No dust jacket. Please… More...

Shipping costs: EUR 10.29 Anybook.com
3
Order
at AbeBooks.fr
€ 28.30
Shipment: € 6.671
OrderSponsored link
Gould, P, L.:
Introduction to Linear Elasticity - hardcover

1994

ISBN: 0387941002

[EAN: 9780387941004], D'occasion, bon état, [SC: 6.67], [PU: Springer], SCIENCE & TECHNOLOGY, This is an ex-library book and may have the usual library/used-book markings inside.This book… More...

NOT NEW BOOK. Shipping costs: EUR 6.67 Anybook.com, Lincoln, United Kingdom [312675] [Note: 5 (sur 5)]
4
Order
at AbeBooks.fr
€ 195.73
Shipment: € 23.171
OrderSponsored link
Gould, Phillip L.:
Introduction to Linear Elasticity - hardcover

1993, ISBN: 0387941002

[EAN: 9780387941004], D'occasion, comme neuf, [SC: 23.17], [PU: Springer], Like New, Books

NOT NEW BOOK. Shipping costs: EUR 23.17 Mispah books, Redhill, SURRE, United Kingdom [82663586] [Note: 4 (sur 5)]
5
Order
at alibris.com
€ 27.52
OrderSponsored link
Phillip L. Gould:
Introduction to Linear Elasticity - hardcover

1993, ISBN: 9780387941004

Hardcover, Gebraucht, guter Zustand, 0387941002., [PU: Springer]

  - Shipping costs:plus shipping costs Found Books

1As some platforms do not transmit shipping conditions to us and these may depend on the country of delivery, the purchase price, the weight and size of the item, a possible membership of the platform, a direct delivery by the platform or via a third-party provider (Marketplace), etc., it is possible that the shipping costs indicated by find-more-books.com / find-more-books.com do not correspond to those of the offering platform.

Bibliographic data of the best matching book

Details of the book
Introduction to Linear Elasticity

This applications-oriented introduction fills an important gap in the field of solid mechanics. Offering a thorough grounding in the tensor-based theory of elasticity for courses in mechanical, civil, materials or aeronautical engineering, it allows students to apply the basic notions of mechanics to such important topics as stress analysis. Further, they will also acquire the necessary background for more advanced work in elasticity, plasticity, shell theory, composite materials and finite element mechanics. This second edition features new chapters on the bending of thin plates, time-dependent effects, and strength and failure criteria.

Details of the book - Introduction to Linear Elasticity


EAN (ISBN-13): 9780387941004
ISBN (ISBN-10): 0387941002
Hardcover
Publishing year: 2007
Publisher: Springer-Verlag GmbH
256 Pages
Weight: 0,549 kg
Language: eng/Englisch

Book in our database since 2007-06-20T07:24:36-04:00 (New York)
Detail page last modified on 2023-08-10T11:47:39-04:00 (New York)
ISBN/EAN: 0387941002

ISBN - alternate spelling:
0-387-94100-2, 978-0-387-94100-4
Alternate spelling and related search-keywords:
Book author: gould
Book title: introduction linear elasticity


Information from Publisher

Author: Phillip L. Gould
Title: Introduction to Linear Elasticity
Publisher: Springer; Springer US
256 Pages
Publishing year: 1999-06-04
New York; NY; US
Weight: 1,190 kg
Language: English
104,45 € (DE)

BB; Book; Hardcover, Softcover / Technik/Bautechnik, Umwelttechnik; Bauingenieur-, Vermessungs- und Bauwesen; Verstehen; Elasticity; plasticity; rotation; Elastizität; composite material; stress; vibration; mechanics; torsion; deformation; Engineering; C; Civil Engineering; Theoretical and Applied Mechanics; Maschinenbau: Festkörpermechanik; BB; BC; EA; BB

1. Introduction and Mathematical Preliminaries.- 1.1 Scope.- 1.2 Vector Algebra.- 1.3 Scalar and Vector Fields.- 1.3.1 Definitions.- 1.3.2 Gradient.- 1.3.3 Operators.- 1.3.4 Divergence.- 1.3.5 Curl.- 1.3.6 Integral Theorems.- 1.4 Indicial Notation.- 1.5 Coordinate Rotation.- 1.6 Cartesian Tensors.- 1.7 Algebra of Cartesian Tensors.- 1.8 Operational Tensors.- 1.9 Computational Examples.- Exercises.- References.- 2. Traction, Stress and Equilibrium.- 2.1 Introduction.- 2.2 State of Stress.- 2.2.1 Traction and Couple-Stress Vectors.- 2.2.2 Components of Stress.- 2.2.3 Stress at a Point.- 2.2.4 Stress on a Normal Plane.- 2.2.5 Dyadic Representation of Stress.- 2.2.6 Computational Example.- 2.3 Equilibrium.- 2.3.1 Physical and Mathematical Principles.- 2.3.2 Linear Momentum.- 2.3.3 Angular Momentum.- 2.3.4 Computational Example.- 2.4 Principal Stress.- 2.4.1 Definition and Derivation.- 2.4.2 Computational Format, Stress Invariants and Principal Coordinates.- 2.4.3 Computational Example.- 2.5 Stresses in Principal Coordinates.- 2.5.1 Stresses on an Oblique Plane.- 2.5.2 Stresses on Octahedral Planes.- 2.5.3 Absolute Maximum Shearing Stress.- 2.5.4 Computational Example.- 2.6 Properties and Special States of Stress.- 2.6.1 Projection Theorem.- 2.6.2 Plane Stress.- 2.6.3 Linear Stress.- 2.6.4 Pure Shear.- 2.6.5 Hydrostatic Stress.- Exercises.- References.- 3. Deformations.- 3.1 Introduction.- 3.2 Strain.- 3.3 Physical Interpretation of Strain Tensor.- 3.4 Principal Strains.- 3.5 Volume and Shape Changes.- 3.6 Compatibility.- 3.7 Computational Example.- Exercises.- References.- 4. Material Behavior.- 4.1 Introduction.- 4.2 Uniaxial Behavior.- 4.3 Generalized Hooke’s Law.- 4.4 Thermal Strains.- 4.5 Physical Data.- Exercises.- References.- 5. Formulation, Uniqueness and Solution Strategies.- 5.1 Introduction.- 5.2 Displacement Formulation.- 5.3 Force Formulation.- 5.4 Other Formulations.- 5.5 Uniqueness.- 5.6 Membrane Equation.- 5.7 Solution Strategies.- Exercises.- References.- 6. Extension, Bending and Torsion.- 6.1 Introduction.- 6.2 Prismatic Bar under Axial Loading.- 6.3 Cantilever Beam under End Loading.- 6.3.1 Elementary Beam Theory.- 6.3.2 Elasticity Theory.- 6.4 Torsion.- 6.4.1 Torsion of Circular Shaft.- 6.4.2 Torsion of Solid Prismatic Shafts.- 6.4.3 Torsion of Elliptical Shaft.- 6.4.4 Membrane Analogy.- Exercises.- References.- 7. Two-Dimensional Elasticity.- 7.1 Introduction.- 7.2 Plane Stress Equations.- 7.3 Plane Strain Equations.- 7.4 Cylindrical Coordinates.- 7.4.1 Geometric Relations.- 7.4.2 Transformation of Stress Tensor and Compatibility Equation.- 7.4.3 Axisymmetric Stresses and Displacements.- 7.5 Thick-Walled Cylinder or Disk.- 7.6 Sheet with Small Circular Hole.- 7.7 Curved Beam.- 7.8 Rotational Dislocation.- 7.9 Narrow, Simply Supported Beam.- 7.10 Semi-Infinite Plate with a Concentrated Load.- Exercises.- References.- 8. Bending of Thin Plates.- 8.1 Introduction.- 8.2 Assumptions.- 8.3 Formulation.- 8.3.1 Geometric Relationships.- 8.3.2 Strains and Stresses.- 8.3.3 Plate Equation.- 8.3.4 Polar Coordinates.- 8.4 Solutions.- 8.4.1 Rectangular Plate.- 8.4.2 Circular Plate.- 8.5 Commentary.- Exercises.- References.- 9. Time-Dependent Effects.- 9.1 Introduction.- 9.2 Vibrations in an Infinite Elastic Medium.- 9.2.1 Equilibrium Equations.- 9.2.2 Longitudinal Vibrations.- 9.2.3 Transverse Vibrations.- 9.2.4 Harmonic Vibrations.- 9.3 Free Vibration.- 9.3.1 Equations of Motion.- 9.3.2 Orthogonality Conditions.- 9.3.3 Rayleigh’s Quotient.- 9.3.4 Axial Vibration of a Bar.- 9.4 Uniform Rotation of a Beam.- 9.4.1 Equilibrium Equations.- 9.4.2 Boundary Conditions.- 9.4.3 Semi-Inverse Solution.- 9.4.4 Two-Dimensional Problem.- 9.4.5 Circular Cross Section.- Exercises.- References.- 10. Energy Principles.- 10.1 Introduction.- 10.2 Conservation of Energy.- 10.3 Strain Energy.- 10.3.1 Strain Energy Density.- 10.3.2 Strain Energy Density of Distortion.- 10.4 Work of External Loading.- 10.5 Principle of Virtual Work.- 10.5.1 Definitions.- 10.5.2 Principle of Virtual Displacements.- 10.5.3 Principle of Virtual Forces.- 10.5.4 Reciprocal Theorems.- 10.6 Variational Principles.- 10.6.1 Definitions.- 10.6.2 Principle of Minimum Total Potential Energy.- 10.6.3 Principle of Minimum Complementary Energy.- 10.7 Direction Variational Methods.- 10.7.1 Motivation.- 10.7.2 Rayleigh-Ritz Method.- 10.7.3 Torsion of Rectangular Cross Section.- 10.7.4 Commentary.- Exercises.- References.- 11. Strength and Failure Criteria.- 11.1 Introduction.- 11.2 Isotropic Materials.- 11.2.1 Classical Tests.- 11.2.2 Failure Theories.- 11.2.3 Invariants.- 11.3 Yield Surfaces.- 11.3.1 General.- 11.3.2 Tresca Yield Condition.- 11.3.3 von Mises Yield Condition.- 11.3.4 General Criterion for Isotropic Media.- 11.4 Anisotropic Materials.- 11.4.1 Objectives.- 11.4.2 Failure Surface.- 11.4.3 Specializations.- 11.4.4 Evaluation of Components.- 11.5 Failure of Structures.- Exercises.- References.- 12. Something New.

< to archive...