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  • E_Book Theory and Solved Problems in Advanced Strength of Materials

E_Book Theory and Solved Problems in Advanced Strength of Materials

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Book Detail
Publication Year 2002
ISBN-13 978-81-7409-212-0
ASIN 81-7409-212-9
Language English
Edition 2nd
Pages 466
Preface
Preface Para1 This book is intended to give fundamental knowledge of the theoretical and experimental methods for stress analysis which could be attempted to solve problems both in the elastic and plastic range. This book has been divided into three parts. Part 1 It deals with the basic equations of the Theory of Elasticity. Emphasis has been laid on the theoretical background of these basic equations. Number of problems have been solved to illustrate these basic equations. Also some of the simple problems of the Theory of Elasticity have been solved in rectangular Cartesian and Polar coordinates. Part 2 It deals with fundamental relations of the Theory of Plasticity and most commonly used stress strain relations in the plastic range of ideally plastic materials and yield criteria.These have been further explained with the help of solved examples. Some of the simple problems of plastic yielding of beams, shafts, cylinders, spheres, rotating discs and cylinders have also been solved. Numerical problems have been solved to illustrate these solutions.Part 3 Here, the Photoelastic method of stress analysis has been discussed in detail and most of the fundamental relations have been derived. Brief reference has been made to the three-dimensional photoelastic method and birefrigent coating method. Experimental method of strain analysis like the Grid method, Moire method, Brittle lacquer method and the Strain-gauge method are given along with some of the modern methods of stress analysis.
Table of Contents
Table of Contents * Three- Dimensional Stresses and Strains * Fixed and Continuous Beams * Torsion of Non-Circular Bars * Beam Columns * Springs * Thick Pressure Vessels * Centrifugal Stresses * Curved Beams * Unsymmetrical Bending and Shear Centre * Bending of Thin Plates * Plastic Bending and Torsion * Energy Methods * Hertz’s Contact Stresses * Two-Dimensional Elasticity Problems * Two-Dimensional Elasticity Problems in Polar Co-ordinates * Three Dimensional Elasticity Problems * Appendix.