ISBN 9780070700338,Strength Of Materials

Strength Of Materials



Tata McGraw - Hill Education

Publication Year 2010

ISBN 9780070700338

ISBN-10 0070700338


Edition 4th
Number of Pages 592 Pages
Language (English)

Science fiction

ome of the topics covered in the book are Biaxial Stress, Columns, Combined Stress and General State of Stress, Elastic Deflection of Beams: Method of Singularity Functions, Experimental Determination of Stress and Strain, Strain Energy Methods, Special Topics in Elastic Beam Theory, and Introduction to Theory of Elasticity. The book also includes new topics like Maxwell-Betti's theorem, Springs, and Octahedral stress. Strength Of Materials provides the reader with a step-by-step approach for all the conceptual questions and solved examples. It also features an enhanced pedagogy. The book has a bank of close to 500 solved examples, out of which 30 are new, around 250 conceptual questions including 48 new ones and 335 supplementary problems with 42 new ones. In addition, there are 100 objective type questions for students, a solution manual for instructors and related online material for added learning. About W. A. Nash W. A. Nash is also the author of Schaum's Outline Of Statics and Mechanics of Materials. TABLE OF CONTENTS 1. Centroids, Moments of Inertia and Product of Inertia of Plane Areas 2. Moments of Inertia of Material Bodies 3. Tension and Compression 4. Statically Indeterminate Force Systems in Torsion and Compression 5. Direct Sheer Stress 6. Torsion 7. Biaxial Stress, Combined Stress and general Stake of Stress 8. Thin Walled Pressure Vessels 9. Thick Walled Pressure vessels 10. Shearing Force and Bending Moment 11. Elastic Deflection of Beams: Double Integration Method 12. Elastic Deflection of Beams: Method of Singularity Functions 13. Statically Indeterminate Elastic Beams 14. Stress in Beams 15. Special Topics in Elastic Beam Theory 16. Plastic Deformation of Beams 17. Columns 18. Strain Energy Methods 19. Members Subjected to Combined Loadings 20. Experimental Determination of Stress and Strain 21. Introduction to Theory of Elasticity

More from Author