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Book Cover
E-book
Author Govindjee, Sanjay.

Title Engineering mechanics of deformable solids : a presentation with exercises / Sanjay Govindjee
Published Oxford : Oxford University Press, 2013

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Description 1 online resource : illustrations
Contents Cover; Contents; 1 Introduction; 1.1 Force systems; 1.1.1 Units; 1.2 Characterization of force systems; 1.2.1 Distributed forces; 1.2.2 Equivalent forces systems 5; 1.3 Work and power; 1.3.1 Conservative forces; 1.3.2 Conservative systems; 1.4 Static equilibrium; 1.4.1 Equilibrium of a body; 1.4.2 Virtual work and virtual power; 1.5 Equilibrium of subsets: Free-body diagrams; 1.5.1 Internal force diagram; 1.6 Dimensional homogeneity; Exercises; 2 Tension-Compression Bars: The One-Dimensional Case; 2.1 Displacement field and strain; 2.1.1 Units; 2.1.2 Strain at a point; 2.2 Stress; 2.2.1 Units
2.2.2 Pointwise equilibrium; 2.3 Constitutive relations; 2.3.1 One-dimensional Hooke's Law; 2.3.2 Additional constitutive behaviors; 2.4 A one-dimensional theory of mechanical response; 2.4.1 Axial deformation of bars: Examples; 2.4.2 Differential equation approach; 2.5 Energy methods; 2.6 Stress-based design; Chapter summary; Exercises; 3 Stress; 3.1 Average normal and shear stress; 3.1.1 Average stresses for a bar under axial load; 3.1.2 Design with average stresses; 3.2 Stress at a point; 3.2.1 Nomenclature; 3.2.2 Internal reactions in terms of stresses
3.2.3 Equilibrium in terms of stresses; 3.3 Polar and spherical coordinates; 3.3.1 Cylindrical/polar stresses; 3.3.2 Spherical stresses; Chapter summary; Exercises; 4 Strain; 4.1 Shear strain; 4.2 Pointwise strain; 4.2.1 Normal strain at a point; 4.2.2 Shear strain at a point; 4.2.3 Two-dimensional strains; 4.2.4 Three-dimensional strain; 4.3 Polar/cylindrical and spherical strain; 4.4 Number of unknowns and equations; Chapter summary; Exercises; 5 Constitutive Response; 5.1 Three-dimensional Hooke's Law; 5.1.1 Pressure; 5.1.2 Strain energy in three dimensions; 5.2 Two-dimensional Hooke's Law
5.2.1 Two-dimensional plane stress; 5.2.2 Two-dimensional plane strain; 5.3 One-dimensional Hooke's Law: Uniaxial state of stress; 5.4 Polar/cylindrical and spherical coordinates; Chapter summary; Exercises; 6 Basic Techniques of Strength of Materials; 6.1 One-dimensional axially loaded rod revisited; 6.2 Thinness; 6.2.1 Cylindrical thin-walled pressure vessels; 6.2.2 Spherical thin-walled pressure vessels; 6.3 Saint-Venant's principle; Chapter summary; Exercises; 7 Circular and Thin-Wall Torsion; 7.1 Circular bars: Kinematic assumption; 7.2 Circular bars: Equilibrium
7.2.1 Internal torque-stress relation; 7.3 Circular bars: Elastic response; 7.3.1 Elastic examples; 7.3.2 Differential equation approach; 7.4 Energy methods; 7.5 Torsional failure: Brittle materials; 7.6 Torsional failure: Ductile materials; 7.6.1 Twist-rate at and beyond yield; 7.6.2 Stresses beyond yield; 7.6.3 Torque beyond yield; 7.6.4 Unloading after yield; 7.7 Thin-walled tubes; 7.7.1 Equilibrium; 7.7.2 Shear flow; 7.7.3 Internal torque-stress relation; 7.7.4 Kinematics of thin-walled tubes; Chapter summary; Exercises; 8 Bending of Beams; 8.1 Symmetric bending: Kinematics
Summary An explanation of the basic theory of engineering mechanics for mechanical, civil, and materials engineers. The presentation is concise and geared to more mathematically-oriented students and those looking to quickly refresh their understanding of engineering mechanics
Notes Version from some providers is 2017 reissue with corrections
Bibliography Includes bibliographical references (page 310) and index
Notes Print version record
Subject Deformations (Mechanics)
Solids -- Mechanical properties
Mechanical engineering -- Problems, exercises, etc
deformation.
SCIENCE -- Nanoscience.
Deformations (Mechanics)
Mechanical engineering
Genre/Form exercise books.
Problems and exercises
Problems and exercises.
Problèmes et exercices.
Form Electronic book
ISBN 9780191649936
0191649937
9780191775017
0191775010
9781283872874
1283872870