Mechanics of Materials

A clear and thorough guide, with a strong problem–solving methodology
In this 6th edition of Mechanics of Materials, Riley, Sturges, and Morris continue to provide a clear and thorough treatment of stress, strain, and stress–strain relationships, as well as axial loading, torsion, flexure, and buckling. Throughout the text, they emphasize fundamental principles, with numerous applications to demonstrate and develop logical, orderly methods of analysis. 
The authors equip students with an effective problem–solving methodology. They encourage students to draw free body diagrams whenever they write an equation of equilibrium, reduce problems to a series of simpler component problems, and present results in a clear manner.
Now revised, this Sixth Edition features many new examples and homework problems, a consistent sign convention for internal forces, expanded and improved discussion of the stress element, and new sections on combined loading.
New MecMovies promote visualization
Winner of the Premier Award for Excellence in Engineering Education Software, MecMovies, by Tim Philpott of University of Missouri, is a series of interactive tutorials, quizzes, problems, and games to support lectures and self–study. Icons in the margins of the text direct readers to appropriate sections of MecMovies. You can access MecMovies through the book’s companion website. www.wiley.com/college/riley

Spis treści:
Chapter 1. Introduction and Review of Statics.
1–1 INTRODUCTION.
1–2 CLASSIFICATION OF FORCES.
1–3 EQUILIBRIUM OF A RIGID BODY.
1–4 EQUILIBRIUM OF A DEFORMABLE BODY.
1–5 INTERNAL FORCES.
SUMMARY.
Chapter 2. Analysis of Stress: Concepts and Definitions.
2–1 INTRODUCTION.
2–2 NORMAL STRESS UNDER AXIAL LOADING.
2–3 SHEARING STRESS IN CONNECTIONS.
2–4 BEARING STRESS.
2–5 UNITS OF STRESS.
2–6 STRESSES ON AN INCLINED PLANE IN AN AXIALLY LOADED MEMBER.
2–7 STRESS AT A GENERAL POINT IN AN ARBITRARILY LOADED MEMBER.
2–8 TWO–DIMENSIONAL OR PLANE STRESS.
2–9 THE STRESS TRANSFORMATION EQUATIONS FOR PLANE STRESS.
2–10 PRINCIPAL STRESSES AND MAXIMUM SHEARING STRESS—PLANE STRESS.
2–11 MOHR’S CIRCLE FOR PLANE STRESS.
2–12 GENERAL STATE OF STRESS AT A POINT.
SUMMARY.
Chapter 3. Analysis of Strain: Concepts and Definitions.
3–1 INTRODUCTION.
3–2 DISPLACEMENT, DEFORMATION, AND STRAIN.
3–3 THE STATE OF STRAIN AT A POINT.
3–4 THE STRAIN TRANSFORMATION EQUATIONS FOR PLANE STRAIN.
3–5 PRINCIPAL STRAINS AND MAXIMUM SHEAR STRAIN.
3–6 MOHR’S CIRCLE FOR PLANE STRAIN.
3–7 STRAIN MEASUREMENT AND ROSETTE ANALYSIS.
SUMMARY.
Chapter 4. Material Properties and Stress–Strain Relationships.
4–1 INTRODUCTION.
4–2 STRESS–STRAIN DIAGRAMS.
4–3 GENERALIZED HOOKE’S LAW.
4–4 THERMAL STRAIN.
4–5 STRESS–STRAIN EQUATIONS FOR ORTHOTROPIC MATERIALS.
SUMMARY.
Chapter 5. Axial Loading Applications and Pressure Vessels.
5–1 INTRODUCTION.
5–2 DEFORMATION OF AXIALLY LOADED MEMBERS.
5–3 DEFORMATIONS IN A SYSTEM OF AXIALLY LOADED BARS.
5–4 STATICALLY INDETERMINATE AXIALLY LOADED MEMBERS.
5–5 THERMAL EFFECTS.
5–6 STRESS CONCENTRATIONS.
5–7 INELASTIC BEHAVIOR OF AXIALLY LOADED MEMBERS.
5–8 THIN–WALLED PRESSURE VESSELS.
5–9 COMBINED EFFECTS—AXIAL AND PRESSURE LOADS.
5–10 THICK–WALLED CYLINDRICAL PRESSURE VESSELS.
5–11 DESIGN.
SUMMARY.
Chapter 6. Torsional Loading of Shafts.
6–1 INTRODUCTION.
6–2 TORSIONAL SHEARING STRAIN.
6–3 TORSIONAL SHEARING STRESS—THE ELASTIC TORSION FORMULA.
6–4 TORSIONAL DISPLACEMENTS.
6–5 STRESSES ON OBLIQUE PLANES.
6–6 POWER TRANSMISSION.
6–7 STATICALLY INDETERMINATE MEMBERS.
6–8 COMBINED LOADING—AXIAL, TORSIONAL, AND PRESSURE VESSEL.
6–9 STRESS CONCENTRATIONS IN CIRCULAR SHAFTS UNDER TORSIONAL LOADINGS.
6–10 INELASTIC BEHAVIOR OF TORSIONAL MEMBERS.
6–11 TORSION OF NONCIRCULAR SECTIONS.
6–12 TORSION OF THIN–WALLED TUBES—SHEAR FLOW.
6–13 DESIGN PROBLEMS.
SUMMARY.
Chapter 7. Flexural Loading: Stresses in Beams.
7–1 INTRODUCTION.
7–2 FLEXURAL STRAINS.
7–3 FLEXURAL STRESSES.
7–4 THE ELASTIC FLEXURE FORMULA.
7–5 SHEAR FORCES AND BENDING MOMENTS IN BEAMS.
7–6 LOAD, SHEAR FORCE, AND BENDING MOMENT RELATIONSHIPS.
7–7 SHEARING STRESSES IN BEAMS.
7–8 PRINCIPAL STRESSES IN FLEXURAL MEMBERS.
7–9 FLEXURAL STRESSES—UNSYMMETRICAL BENDING.
7–10 STRESS CONCENTRATIONS UNDER FLEXURAL LOADINGS.
7–11 INELASTIC BEHAVIOR OF FLEXURAL MEMBERS.
7–12 SHEARING STRESSES IN THIN–WALLED OPEN SECTIONS—SHEAR CENTER.
7–13 FLEXURAL STRESSES IN BEAMS OF TWO MATERIALS.
7–14 FLEXURAL STRESSES IN REINFORCEDCONCRETE BEAMS.
7–15 FLEXURAL STRESSES IN CURVED BEAMS.
7–16 COMBINED LOADING: AXIAL, PRESSURE, FLEXURAL, AND TORSIONAL.
7–17 DESIGN PROBLEMS.
SUMMARY.
Chapter 8. Flexural Loading: Beam Deflections.
8–1 INTRODUCTION.
8–2 THE DIFFERENTIAL EQUATION OF THE ELASTIC CURVE.
8–3 DEFLECTION BY INTEGRATION.
8–4 DEFLECTIONS BY INTEGRATION OF SHEAR FORCE OR LOAD EQUATIONS.
8–5 SINGULARITY FUNCTIONS.
8–6 DEFLECTIONS BY SUPERPOSITION.
8–7 DEFLECTIONS DUE TO SHEARING STRESS.
8–8 DEFLECTIONS BY ENERGY METHODS—CASTIGLIANO’S THEOREM.
8–9 STATICALLY INDETERMINATE BEAMS.
8–10 DESIGN PROBLEMS.
SUMMARY.
Chapter 9. Col umns.
9–1 INTRODUCTION.
9–2 BUCKLING OF LONG, STRAIGHT COLUMNS.
9–3 EFFECTS OF DIFFERENT IDEALIZED END CONDITIONS.
9–4 EMPIRICAL COLUMN FORMULAS—CENTRIC LOADING.
9–5 ECCENTRICALLY LOADED COLUMNS.
9–6 DESIGN PROBLEMS.
SUMMARY.
Chapter 10. Energy Methods and Theories of Failure.
10–1 INTRODUCTION.
PART A: ENERGY METHODS.
10–2 STRAIN ENERGY.
10–3 ELASTIC STRAIN ENERGY FOR VARIOUS LOADS.
10–4 IMPACT LOADING.
PART B: THEORIES OF FAILURE FOR STATIC LOADING.
10–5 INTRODUCTION.
10–6 FAILURE THEORIES FOR DUCTILE MATERIALS.
10–7 FAILURE THEORIES FOR BRITTLE MATERIALS.
SUMMARY.
Appendices.
A. SECOND MOMENTS OF AREA.
B. TABLES OF PROPERTIES.
Answers.
 (Available online at the Wiley website www.wiley.com).
Index.

Okładka tylna:
A clear and thorough guide, with a strong problem–solving methodology
In this 6th edition of Mechanics of Materials, Riley, Sturges, and Morris continue to provide a clear and thorough treatment of stress, strain, and stress–strain relationships, as well as axial loading, torsion, flexure, and buckling. Throughout the text, they emphasize fundamental principles, with numerous applications to demonstrate and develop logical, orderly methods of analysis. 
The authors equip students with an effective problem–solving methodology. They encourage students to draw free body diagrams whenever they write an equation of equilibrium, reduce problems to a series of simpler component problems, and present results in a clear manner.
Now revised, this Sixth Edition features many new examples and homework problems, a consistent sign convention for internal forces, expanded and improved discussion of the stress element, and new sections on combined loading.
New MecMovies promote visualization
Winn er of the Premier Award for Excellence in Engineering Education Software, MecMovies, by Tim Philpott of University of Missouri, is a series of interactive tutorials, quizzes, problems, and games to support lectures and self–study. Icons in the margins of the text direct readers to appropriate sections of MecMovies. You can access MecMovies through the book’s companion website. www.wiley.com/college/riley