Introduction to mechanics of materials

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Bibliographic Information

Introduction to mechanics of materials

William F. Riley, Loren W. Zachary

Wiley, c1989

  • : Prentice-Hall international ed

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Includes indexes

Description and Table of Contents

Volume

: Prentice-Hall international ed ISBN 9780471503323

Description

Designed for a first year undergraduate course in mechanics of deformable bodies, this textbook presents the concepts and skills that form the foundation of all structural analysis and machine design. There are many illustrative examples, computer problems and an appendix of computer methods.

Table of Contents

  • Introduction to Stress, Strain, and Their Relationships
  • Axial Loading: Applications and Pressure Vessels
  • Torsional Loading
  • Flexural Loading: Stresses
  • Flexural Loading: Deflections
  • Statically Indeterminate Beams
  • Stress and Strain Transformation Equations
  • Combined Static Loadings
  • Columns
  • Inelastic Behavior
  • Energy Methods
  • Appendices
  • Answers
  • Name Index
  • Subject Index.
Volume

ISBN 9780471849339

Description

A concise, updated successor to the successful Mechanics of Materials by Higdon, Olsen, Stiles, Weese, and Riley. This text is designed for a first course in mechanics of deformable bodies; it presents the concepts and skills that form the foundation of all structural analysis and machine design. Presentation relies on free-body diagrams, application of the equations of equilibrium, visualization and use of the geometry of the deformed body, and use of the relations between stresses and strains for the material being used. Stress transformation is covered later in this book than in the Higdon text. Includes many illustrative examples and homework problems. Also contains computer problems and an appendix on computer methods.

Table of Contents

Introduction to Stress, Strain, and Their Relationships. Axial Loading: Applications and Pressure Vessels. Torsional Loading. Flexural Loading: Stresses. Flexural Loading: Deflections. Statically Indeterminate Beams. Stress and Strain Transformation Equations. Combined Static Loadings. Columns. Inelastic Behavior. Energy Methods. Appendices. Answers. Name Index. Subject Index.

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