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Fundamentals Of Strength Of Materials (With CD) 12.0%OFF

Fundamentals Of Strength Of Materials (With CD)

by Debabrata Nag and Abhijit Chanda

  • ISBN

    :  

    9788126522866

  • Publisher

    :  

    Wiley India Pvt Ltd

  • Subject

    :  

    Encyclopaedias & Reference Works

  • Binding

    :  

    Paperback

  • Pages

    :  

    788

  • Year

    :  

    2010

682.0

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600.0

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  • Description

    This book covers one of the most fundamental subjects of Engineering discipline - Strength of Materials, also known as Mechanics of Materials, Mechanics of Deformable Bodies or Mechanics of Solids globally. The subject lays the ground for various Engineering subjects, ranging from Machine Design, Finite-Element Analysis, Theory of Structures, Bio-Mechanics, and Fracture Mechanics. In this book, the topics are broadly divided into two parts: Elementary Strength of Materials and Advanced Strength of Materials, thereby progressing from basic fundamentals to detailed analysis. The first eight chapters deal with basic concepts of strengths of materials such as theories of stress and strain, torsion, deflection and buckling of columns. The remaining chapters deal with the advanced topics such as advanced theories of stress and strain, energy principles, failure theories, theories of curved and continuous beams, unsymmetric or asymmetric bending.

  • Author Biography

    Dr. Debabrata Nag a graduate in Mechanical Engineering from Jadavpur University, is presently designated as the Reader in the Department of Mechanical Engineering in Applied Mechanics specialisation of his alma mater. He has over 7 years of teaching experience both in Undergraduate and Postgraduate levels and over 12 years of industrial experience in finite element stress analysis of industrial piping systems. Credited with a number of research papersin various International journals, his research interest includes areas of numerical modeling of non-Newtonian fluids, biological fluids, mathematical theories of mechanical vibration, theory of elasticity and dynamics of engineering systems. Dr. Nag has also co-authored the book “Fundamentals of Engineering Mechanics”, published by Scholar Books, Kolkata with Dr. Abhijit Chanda. Dr. Abhijit Chanda, a graduate in Mechanical Engineering from Jadavpur University, is presently designated as the Reader in the Department of Mechanical Engineering in Applied Mechanics specialization of his alma mater. His teaching experience spreads over 9 years both in Undergraduate and Postgraduate levels. Dr. Chanda was previously associated with Research Institute and had a brief industrial experience also. Having been a “Young-Scientist” award winner of DST, Dr. Chanda handled number of research projects and papers in various International and National level journals. His research interest includes Material Science, Mechanical Behaviour of Materials, Bio-Materials, etc. He is also the Joint Director of the School of Bio-Engineering of Jadavpur University. Dr. Chanda has co-authored the book “Fundamentals of Engineering Mechanics”, published by Scholar Books, Kolkata with Dr. Debabrata Nag. Table of Contents Preface Part A Elementary Strength of Materials Stress and Strain Torsion Biaxial Stresses Shear Force and Bending Moment of Beams Stresses in Beams Deflection of Beams Buckling of Columns Part B Advanced Strength of Materials Analysis of Stress and Strain Energy Principles Theories of Failure Combined Loadings Unsymmetric Bending of Beam Shear Stresses in Thin-walled beams Axisymmetric Problems in Strength of Materials Curved Beam Theory Leaf Springs Beams of Composite Materials Statically Indeterminate Beams - Continuous Beams Model Question Paper 1 Model Question Paper 2 Model Question Paper 3 Model Question Paper 4 Appendix A A.1 Area Moment of Inertia A.2 Product Area Moment of Inertia A.3 Parallel-Axis Theorem Appendix B B.1 Deflection and Elastic Equations of Some Common Beams B.2 Area, Centroid and Area Moment of Inertia for Some Common Sections Appendix C C.1 Symbols and Units C.2 System of Units C.3 Area under Parabola Appendix D D.1 Pure Bending Bibliography Index

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