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THEORY OF ELASTICITY
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Overview of THEORY OF ELASTICITY Book
| Title | THEORY OF ELASTICITY |
| Author | Chandramouli |
| ISBN-13 | 9789380381633 |
| Publication | YESDEE |
The fundamental concepts of Theory of Elasticity have been widely used at various stages in the study of solid mechanics, fluid mechanics, geomechanics and material engineering. The basic concepts are used in their simpler form for initial analysis before preliminary design of engineering structures and the advanced principles are used for complex analysis before final design. Many of the undergraduate and postgraduate courses employ the concepts of elasticity as the basis for further development of engineering principles. Therefore, it is necessary as a first step to understand clearly the basic principles and corresponding mathematical expressions involved in theory of elasticity. Since the solutions to most of the engineering problems are obtained by solving the governing equations, it is imperative that one should learn the origin of such equations and the basis on which they have been derived. For this reason, attention has been given in this book to present the derivations of various fundamental equations in an extensive manner.
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Overview of THEORY OF ELASTICITY Book
The fundamental concepts of Theory of Elasticity have been widely used at various stages in the study of solid mechanics, fluid mechanics, geomechanics and material engineering. The basic concepts are used in their simpler form for initial analysis before preliminary design of engineering structures and the advanced principles are used for complex analysis before final design. Many of the undergraduate and postgraduate courses employ the concepts of elasticity as the basis for further development of engineering principles. Therefore, it is necessary as a first step to understand clearly the basic principles and corresponding mathematical expressions involved in theory of elasticity. Since the solutions to most of the engineering problems are obtained by solving the governing equations, it is imperative that one should learn the origin of such equations and the basis on which they have been derived. For this reason, attention has been given in this book to present the derivations of various fundamental equations in an extensive manner.
Book Type :
Engineering
Book Binding :
Not Available
Language :
English
No. of Pages :
422 Pages
ISBN - 10 :
9380381638
ISBN - 13 :
9789380381633
THEORY OF ELASTICITY Published On :
1 January 2017
Publisher :
Yes Dee
Edition :
1st
About Chandramouli:
Chandramouli is the author of THEORY OF ELASTICITY.
Disclaimer:
- THEORY OF ELASTICITY book is not for reading online or for free download in PDF or eBook format.
- Table of Contents, Index, Syllabus, summary and image of THEORY OF ELASTICITY may be of a different edition or of the same title.
- Price can change due to reprinting, price change by publisher or sourcing cost change for imported books.
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Overview of THEORY OF ELASTICITY Book
| Title | THEORY OF ELASTICITY |
| Author | Chandramouli |
| ISBN-13 | 9789380381633 |
| Publication | YESDEE |
The fundamental concepts of Theory of Elasticity have been widely used at various stages in the study of solid mechanics, fluid mechanics, geomechanics and material engineering. The basic concepts are used in their simpler form for initial analysis before preliminary design of engineering structures and the advanced principles are used for complex analysis before final design. Many of the undergraduate and postgraduate courses employ the concepts of elasticity as the basis for further development of engineering principles. Therefore, it is necessary as a first step to understand clearly the basic principles and corresponding mathematical expressions involved in theory of elasticity. Since the solutions to most of the engineering problems are obtained by solving the governing equations, it is imperative that one should learn the origin of such equations and the basis on which they have been derived. For this reason, attention has been given in this book to present the derivations of various fundamental equations in an extensive manner.