Thin Shells: Theory and Problems

J Raamachandran

ISBN: 9788173718908 | Year: 1993 | Paperback | Pages: 504 | Language : English

Book Size: 180 x 240 mm | Territorial Rights: World

Price: 1275.00

About the Book

This comprehensive textbook on thin shells meets the requirements of Indian universities. It covers the theory of shells and concrete shell structures for advanced undergraduates and postgraduate courses as well as for practicing engineers.

The material is presented in the form of questions and answers and includes solved as well as supplementary problems which students have to tackle. This calls for constant application of what has been learnt, there by training students to answer within an allotted time.

Starting from differential geometry, the book develops the basic equations using both conventional (differential element approach) and variational formulations. Equations are developed in the general curvilinear coordinate system and particularised in later chapters for shells of special shape. Their limitations while particularising for shells with rectangular planform are explicitly brought out. The numerical methods that play a very significant role today have been dealt with elaborately, with a complete listing of programs, which can be used straightaway to solve problems. They will serve as useful models on which students can develop new programmes

Contributors (Author(s), Editor(s), Translator(s), Illustrator(s) etc.)

J Raamachandran, formerly Head, Elasticity Division, Department of Applied Mechanics, IIT Madras. He has to his credit numerous publications in reputed journals and is the author of Strength of Materials and Plasticity and Plastic Design.

Table of Content

Preface 
List of symbols

1 Introduction to the theory of surfaces 
Solved problems 
Supplementary problems

2 Constitutive equations of the theory of thin elastic shells 
Solved problems 
Supplementary problems

3 Membrane theory of shells 
Solved problems 
Supplementary problems

4 Bending theory of cylindrical shells 
Solved problems 
Asymmetric loading 
Supplementary problems

5 Bending theory of shells of revolution 
Solved problems 
Shallow shells 
Conical shells 
Inextensional deformation 
Supplementary problems

6 Shells of general shape 
Solved problems 
Membrane analysis 
Folded plates 
Appendix 6.1 
Appendix 6.2
Supplementary problems

7 Free vibrations of shells 
Solved problems 
Supplementary problems

8 Numerical methods 
Solved problems 

Appendix 8.1 
Appendix 8.2
Appendix 8.3
Appendix 8.4
Appendix 8.5
Appendix 8.6
Supplementary problems

Bibliography 
Index


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