Cover image for Applied statics and strength of materials
Title:
Applied statics and strength of materials
Personal Author:
Edition:
2nd ed.
Publication Information:
Australia, AT : Delmar Cengage Learning, 2010
Physical Description:
1 CD-ROM ; 12 cm.
ISBN:
9781435413313
General Note:
Accompanies by the same title : TA658 B82 2010

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30000010229136 CP 021501 Computer File Accompanies Open Access Book Compact Disk (Open Shelves)
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Summary

Summary

APPLIED STATICS AND STRENGTH OF MATERIALS, 2nd Edition provides engineering and construction technology readers with a strategy for successful learning of basic structural behavior and design. The book is written at a fundamental level while providing robust detail on problem-solving methods on a variety of recognizable structures, systems, and machines. Topics covered include easy-to-understand discussion on equilibrium, trusses, frames, centroids, moment of inertia, direct stress, combined stress, beam mechanics, and much more. The book also includes extensive coverage on the design of beams, columns, and connections which include the latest design specifications using steel, concrete, and wood. More than 175 fully worked examples and 500 exercise problems offer thorough and comprehensive reinforcement of the material using recognizable structural and mechanical elements which connect the readers to the real-world.


Table of Contents

1 Introduction to Statics and Strength of Materials
2 Forces and Force Systems
3 Equilibrium of Force Systems
4 Truss and Frame Analysis
5 Friction
6 Center of Gravity and Centroids
7 Moment of Inertia
8 Stress and Strain
9 Further Applications of Stress and Strain
10 Torsion
11 Beams: Shear Forces and Bending Moments
12 Beams: Bending, Shear, and Deflection
13 Combined Stresses
14 Beam Design Basics
15 Column Design Basics
16 Connection Design Basics
Appendix A Steel Section Tables
Appendix B Typical Properties for Selected Materials and Radii of Gyration
Appendix C Beam Loading Tables
Appendix D Timber Section Tables and Design Values
Appendix E Integration Techniques for Centroids, Moment of Inertia, and Bending Moments