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ENGINEERING - Cambridge University Press India

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Electronic Basis of<br />

the Strength of<br />

Materials<br />

John G. Gilman<br />

<strong>University</strong> of California,<br />

Los Angeles<br />

This book is the first to relate the complete set of<br />

strength characteristics of constituent atoms to<br />

their electronic structures. These relationships<br />

require knowledge of both the chemistry and<br />

physics of materials. The book uses both classical<br />

and quantum mechanics, since both are needed<br />

to describe these properties, and begins with short<br />

reviews of each. Following these reviews, the<br />

three major branches of the strength of materials<br />

are given their own sections. They are: the elastic<br />

stiffnesses; the plastic responses; and the nature<br />

of fracture. This work will be of great value to<br />

academic and industrial research workers in the<br />

sciences of metallurgy, ceramics,<br />

microelectronics, and polymers. It will also serve<br />

well as a supplementary text for the teaching of<br />

solid mechanics.<br />

Contents: Part I Introduction; Part II Elements of<br />

Solid Mechanics: 1. Nature of elastic stiffness;<br />

2. Generalized stress; 3. Generalized strain;<br />

4. Elastic coefficients; Part III Elements of Electron<br />

Mechanics: 5. Properties of electrons; 6. Quantum<br />

states; 7. Periodic patterns of electrons;<br />

8. Heisenberg’s Principle; Part IV Elastic Stiffness:<br />

9. Cohesion of atoms; 10. Intramolecular<br />

cohesion;11. Intermolecular cohesion; 12. Bulk<br />

modulus; 13. Shear moduli; 14. Entropic elasticity<br />

(polymers); 15. Universality and unification; Part V<br />

Plastic Strength: 16. Macroscopic plastic<br />

deformation; 17. Microscopic plastic deformation;<br />

18. Dislocation mobility; Part VI Fracture<br />

Resistance: 19. Mechanics of cracks; 20. Surface<br />

and interfacial energies; 21. Fracturing rates.<br />

Perspectives in<br />

Fluid Dynamics<br />

A Collective<br />

Introduction to Current<br />

Research<br />

G. K. Batchelor<br />

<strong>University</strong> of<br />

<strong>Cambridge</strong><br />

H. K. Moffatt<br />

<strong>University</strong> of<br />

<strong>Cambridge</strong><br />

& M G. Worster<br />

<strong>University</strong> of<br />

<strong>Cambridge</strong><br />

Fluid mechanics is a rich and fascinating subject,<br />

with applications ranging from modelling the<br />

environment, to automotive design, to physiology,<br />

to astrophysics. At the same time, basic physical<br />

phenomena such as turbulence still present<br />

fundamental challenges. Conventional textbooks<br />

cannot hope to give graduate students more than<br />

an inkling of what topics are currently being<br />

researched, or how to make a choice between<br />

them. This book aims to rectify matters, at least in<br />

part. It consists of eleven chapters that each<br />

introduces a different branch of the subject.<br />

Though not exhaustive, the coverage is broad:<br />

thin-film flows, Saffman-Taylor fingering, flows in<br />

arteries and veins, convective and absolute<br />

instabilities, turbulence, natural convection,<br />

magnetohydrodynamics, solidification, geological<br />

fluid mechanics, oceanography and atmospheric<br />

dynamics are all introduced and reviewed by<br />

established authorities. Thus the book will not only<br />

be suitable for graduate-level courses but also for<br />

specialists seeking introductions to other areas.<br />

Contents: Preface; 1. Interfacial Fluid Dynamics;<br />

2. Viscous Fingering as an Archetype for Growth<br />

Patterns; 3. Blood Flow in Arteries and Veins;<br />

4. Open Shear Flow Instabilities; 5. Turbulence;<br />

6. Convection in the Environment; 7. Reflections<br />

on Magnetohydrodynamics; 8. Solidification of<br />

Fluids; 9. Geological Fluid Mechanics; 10. The<br />

Dynamic Ocean; 11. On Global-Scale Atmospheric<br />

and Oceanic Circulations; Index.<br />

ISBN: 9780521620055 290pp £ 91.00<br />

ISBN: 9780521531696 644pp £ 65.00<br />

Introduction to<br />

Dynamical Systems<br />

Michael Brin<br />

<strong>University</strong> of Maryland,<br />

College Park<br />

& Garrett Stuck<br />

<strong>University</strong> of Maryland,<br />

College Park<br />

This book provides a broad introduction to the<br />

subject of dynamical systems, suitable for a oneor<br />

two-semester graduate course. In the first<br />

chapter, the authors introduce over a dozen<br />

examples, and then use these examples<br />

throughout the book to motivate and clarify the<br />

development of the theory. Topics include<br />

topological dynamics, symbolic dynamics, ergodic<br />

theory, hyperbolic dynamics, one-dimensional<br />

dynamics, complex dynamics, the measuretheoretic<br />

entropy. The authors top off the<br />

presentation with some beautiful and remarkable<br />

applications of dynamical systems to such areas<br />

as number theory, data storage, and Internet<br />

search engines.<br />

This book grew out of lecture notes from the<br />

graduate dynamical systems course at the<br />

<strong>University</strong> of Maryland, College Park, and reflects<br />

not only the tastes of the authors, but also to some<br />

extent the collective opinion of the Dynamics<br />

Group at the <strong>University</strong> of Maryland, which<br />

includes experts in virtually every major area of<br />

dynamical systems.<br />

Contents: Introduction; 1. Examples and Basic<br />

Concepts; 2. Topological Dynamics; 3. Symbolic<br />

Dynamics; 4. Ergodic Theory; 5. Hyperbolic<br />

Dynamics; 6 Ergodicity of Anosov<br />

Diffeomorphisms; 7. Low-Dimensional Dynamics;<br />

8. Complex Dynamics; 9. Measure-Theoretic<br />

Entropy; Bibliography; Index.<br />

An Introduction to<br />

Turbulent Flow<br />

Jean Mathieu<br />

Ecole Centrale de Lyon<br />

& Julian Scott<br />

Ecole Centrale de Lyon<br />

An Introduction to Turbulent Flow offers a solid<br />

grounding in the subject of turbulence, developing<br />

both physical insight and the mathematical<br />

framework needed to express the theory. It begins<br />

with a review of the physical nature of turbulence,<br />

statistical tools, and space and time scales of<br />

turbulence. Basic theory is presented next,<br />

illustrated by examples of simple turbulent flows<br />

and developed through classical models of jets,<br />

wakes, and boundary layers. A deeper<br />

understanding of turbulence dynamics is provided<br />

by spectral analysis and its applications. The final<br />

chapter introduces the numerical simulation of<br />

turbulent flows. This well-balanced text will interest<br />

graduate students in engineering, applied<br />

mathematics and physical sciences. It is also a<br />

useful reference for practising engineers and<br />

scientists.<br />

Contents: Preface and Roadmap; General<br />

References; 1. An Introduction to Turbulence;<br />

2. Statistical Tools; 3. Space and Time Scales of<br />

Turbulence; 4. Basic Theory and Illustrative<br />

Examples; 5. Classical Models of Jets, Wakes,<br />

and Boundary Layers; 6. Spectral Analysis of<br />

Homogeneous Turbulence; 7. Kolmogorov’s and<br />

Other Theories Based on Spectral Analysis;<br />

8. Numerical Simulation of Turbulent Flows; Index.<br />

ISBN: 9780521775380 384pp £ 46.00<br />

ISBN: 9780521808415 252pp £ 42.00<br />

75

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