Mechanics of Materials

Book Title : Mechanics of Materials
Author(s)  : Madhukar Vable
Publisher  : Michigan Technology University
Edition      : 2012e
Pages         : 595
PDF Size   : 34.7 Mb

Book Description:

Mechanics of Materials book by the author Madhukar Vable synthesizes the empirical relationships of materials into the logical and deduced framework of mechanics to produce formulas for use in the design of structures and other solid bodies. The field has seen incredible growth in the last twenty-five years. A few years ago, today’s routine industry techniques and practices were merely research topics; studies that applied only to civil engineering, mechanical engineering and aerospace engineering now apply to such common place things as electronic packaging, medical implants, geological movements and wood products that meet specific strength requirements. It is into this rapidly changing world, that Madhukar Vable’s book Introduction to Mechanics of Materials takes its place as a standard text in mandatory courses for civil engineering majors and most mechanical and aerospace engineering majors. Author Madhukar Vable’s distinct pedagogical theory translates into exceptional features within the eBook that enhance the reader’s participation in learning.

Table of Contents:

Preface
Acknowledgements
A note to students
A note to instructor
Chapter 1: Stress
Chapter 2: Strain
Chapter 3: Mechanical properties of materials
Chapter 4: Axial members
Chapter 5: Torsion of Shafts
Chapter 6: Symmetric bending of beams
Chapter 7: Deflection of Symmetric beams
Chapter 8: Stress Transformation
Chapter 9: Strain Transformation
Chapter 10: Design and Failure
Chapter 11: Stability of Colums

Appendix A: Statics review

Appendix B: Algorithms for numerical methods

Appendix C: Reference Information

Appendix D: Solutions to  statics review exam

Appendix E: Answers to quick tests

Appendix H: Answers to selected problems

Formula sheet

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ABOUT THE BOOK

TITLE : STRENGTH OF MATERIALS - GATE/IES/OTHER GOVT EXAMS HANDWRITTEN MATERIAL

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Mechanics of Structural Elements

Introduction

The power of the variational approach in mechanics of solids and structures follows from its versatility: the approach is used both as a universal tool for describing physical relationships and as a basis for qualitative methods of analysis [1]. And there is yet another important advantage inherent in the variational approach  the latter is a crystal clear,

pure and unsophisticated source of ideas that help build and establish numerical techniques for mechanics. This circumstance was realized thoroughly and became especially important after the advanced numerical techniques of structural mechanics, first of all the finite element method,

had become a helpful tool of the modern engineer. Certainly, it took some time after pioneering works by Turner, Clough and Melos until the finite element method was understood as a numerical technique for solving mathematical physics problems; nowadays no one would attempt to question an eminent role played by the variational approach in the process of this understanding. It is a combination of intuitive engineer thinking and a thoroughly developed mathematical theory of variational calculus which gave the finite element method an impulse so strong that its influence can still be felt.

It would be too rash to say that there are few publications or books on the subject matter discussed in this book. It suffices to list such names of prominent mathematicians and mechanicians as Leibenzon [2], Mikhlin [3], Washizu [4], Rectoris [5], Rozin [6] the ellipsis shows that this list could be continued. So, a person can be thought of as over much confident (even arrogant) to follow the listed authors and other recognized personalities, who furrowed up their way through the ocean of variational principles in mechanics long ago, and to make the venture of writing another book on the same subject. The words said by English physicist H.Bondy come into mind in this regard [7]: A book is a wonderful thing, but, honestly, there are too many books; so the readers have a hard time, and the authors maybe harder.

However, every book written is worth its readers audience. Some of the books (by Mikhlin or Rectoris) are intentionally oriented at mathematical aspects ofvariational solutions, while others (by Leibenzon, Washizu, Rozin) have a clear and pure mechanical accent.

Obviously, when an author is in process of writing a book like this one, there is a difficult issue that constantly crosses the way: who are the potential readers of the book and how to keep to their interests. K. Rektorys [5] is totally right by stating that it is quite a fancy matter how to make a book useful for both the mathematician and the engineer because: the said reader categories often have opposite opinions about a book like this, so they advance totally different requirements to it, which cannot be satisfied at the same time. For example, one can hardly accommodate oneself to the wish of the mathematician and provide a book written very concisely where the theory would be evolved at a quick pace.

This is a matter of choice, and the choice in this book is unambiguous: The book is oriented at people who took (or intend to take) their engineering degree and also have a certain awareness of mathematics generally, within the curriculum of the present mathematical education given to students of engineering at universities.

Here follows a short list of skills and knowledge that the reader of the book should possess. The reader is believed to have acquaintance with a standard set of solid mechanics subjects included in the curriculum on engineering at any university strength of materials, structural mechanics, basics of elasticity theory  and to know something about basic notions of the calculus of variations. The concepts like a functional, Euler equations for one, principal and natural boundary conditions, the Lagrangian multiplier rule for a functional's point of stationarity when additional conditions are present, some others are assumed to be known to the reader and understood by him. The reader is also supposed to have

mastered the basics of linear algebra; as for the calculi, the Gauss Ostrogradski formula is used everywhere in several variations without additional explanation. Also, the author believes the reader will not have any difficulties with the differentiation of a function with respect to its vector argument; this operation can be met in the book a few times.

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MECHANICS OF SOLIDS (STRENGTH OF MATERIALS) BY S.S. BHAVIKATTI - Free Download PDF

MECHANICS OF SOLIDS

BY S.S. BHAVIKATTI

FREE DOWNLOAD PDF

ABOUT THE BOOK

MECHANICS OF SOLIDS

AUTHOR : S.S. BHAVIKATTI

PUBLISHERS : NEW AGE INTERNATIONAL PRIVATE LIMITED, PUBLISHERS

Mechanics of Solids  is an important course for all engineering students by which they develop analytical skill. In this course, laws of mechanics are applied to parts of bodies and skill is developed to get solution to engineering problems maintaining continuity of the parts. 

The author has clearly explained theories involved and illustrated them by solving a number of engineering problems. Neat diagrams are drawn and solutions are given without skipping any step. SI units and standard notations as suggested by Indian Standard Code are used throughout. The author has made this book to suit the latest syllabus of Gujarat Technical University. 

Author hopes, the students and teachers of Gujarat Technical University will receive this book whole-heartedly as most of the earlier books of the author have been received by the students and teachers all over India. 

CONTENTS

1. INTRODUCTION TO MECHANICS OF SOLIDS 
2. FUNDAMENTALS OF STATICS 
3. TRUSSES
4. DISTRIBUTED FORCES, CENTRE OF GRAVITY AND MOMENT OF INERTIA 
5. FRICTION
6. SIMPLE MACHINES 
7. PHYSICAL AND MECHANICAL PROPERTIES OF STRUCTURAL MATERIALS 
8. SIMPLE STRESSES AND STRAINS 
9. BEAMS
10. STRESSES IN BEAMS 
11. PRINCIPAL STRESSES AND STRAINS 

DETAILED CONTENTS

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4th Sem Mech.

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4th Sem

1. Fundamentals Of Management(Ellen A. Benowitz)(1Mb)

2. Manufacturing Techonology(Rajeder singh)(4Mb)

3. Material Science(Dhanpat rai pub. OP Khanna)(5MB)

4. Strength of Materials(PYTEL SINGER)(33MB)

5. Fluid Machanics(15MB)

6. Economics(Steve Adams)(3Mb)

Engineering Materials Volume 1

Engineering Materials Volume 1

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Ebook For Engineers 

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·         Ebook For Engineers

To  the student

Innovation in engineering often means the clever use of a new material - new to a  particular application, but not necessarily (although sometimes) new in the sense of �recently developed�. Plastic paper clips and ceramic turbine-blades both represent attempts to do better with polymers and ceramics what had previously been done well with  metals. And  engineering disasters are frequently caused by  the  misuse of materials. When the plastic tea-spoon buckles as you stir your tea, and when a fleet of aircraft is grounded because cracks have appeared in the tailplane, it is because the engineer who designed them used the wrong materials or did not understand the properties of those used.

So it is vital that the professional engineer should know how to select materials which best fit the demands of the design - economic and aesthetic demands, as  well  as  demands  of  strength and  durability.  The  designer must understand the properties of materials, and their limitations.

This book gives a broad introduction to these properties and limitations. It cannot make you a materials expert, but it can teach you how to make a sensible choice of material, how to avoid the mistakes that have led to embarrassment or tragedy in the past, and where to turn for further, more detailed, help.

You will notice from the Contents list that the chapters are arranged in groups, each group describing a particular class of  properties: the elastic modulus; the fracture toughness; resistance to corrosion and so forth. Each such group of chapters starts by defining the property, describing how it is measured, and giving a table of data that we use to solve problems involving the selection and use of materials. We then move on to the basic science that underlies each property, and show how we can use this fundamental knowledge to design materials with better properties. Each group ends with a chapter

of case studies in which the basic understanding and the data for each property are applied to practical engineering problems involving materials. Each chapter has a list of books for further reuding, ranked so that the more elementary come first.

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At the end of  the book you will find sets of  examples; each example is meant to consolidate or develop a particular point covered in the text. Try to do the examples that derive from a particular chapter whilesthis is still fresh in your mind. In this way you will gain confidence that you are on top of  the subject.No engineer attempts to learn or remember tables or lists of  data for material

properties. But you should try to remember the broad orders-of-magnitude of  these quantities. All grocers know that a kg of  apples is about 10 apples - they still weigh them, but their knowledge prevents them making silly mistakes which might cost them money. In the same way, an engineer should know that most elastic moduli lie between 1 and lo3 GN m-2; and are around 102GN mW2 for metals - in any real design you need an accurate value, which you can get from suppliers� specifications; but an order-of- magnitude knowledge prevents you getting the units wrong, or making other silly, and possibly expensive, mistakes. To help you in this, we have added at the end of the book a list of the important definitions and formulae that you should know, or should be able to derive, and a summary of  the orders-of-magnitude of materials properties.

To the lecturer

This book is a  course in Engineering Materials for engineering students with no previous background in the subject. It is designed to link up with the teaching of Design, Mechanics and Structures, and to meet the needs of engineering students in the 1990s for a first materials course, emphasising applications.

The text is deliberately concise. Each chapter is designed to cover the content of one 50-minute lecture, twenty-seven in  all,  and  allows time for  demonstrations and illustrative slides. A list of the slides, and a description of the demonstrations that we have found appropriate to each lecture, are given in Appendix 2. The text contains sets of  worked case studies (Chapters 7, 12, 16, 20, 22, 24, 26 and 27) which apply the material of the preceding block of lectures. There are examples for the student at the end of the book; worked solutions are available separately from the publisher.

We have made every effort to keep the mathematical analysis as simple as possible while still retaining the essential physical understanding, and still arriving at results which, although approximate, are useful. But we have avoided mere description: most of  the case studies and examples involve analysis, and the use of  data, to arrive at numerical solutions to real or postulated problems. This level of  analysis, and these data, are of the type that would be used in a preliminary study for the selection of a material or the analysis of  a design (or design-failure). It is worth emphasising to students that the next step would be a detailed analysis, using more precise mechanics (from the texts given as 'further reading') and data from the supplier of the material or from in-house testing.

Materials data are notoriously variable. Approximate tabulations like those given here, though useful, should never be used for final designs.

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·         Ebook For Engineers

Ebook For Engineers 

More than Thousand Ebook For Engineers 

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