Problems and Solutions on Solid State Physics, Relativity and Miscellaneous Topics (Major American Universities Ph.D. Qualifying Questions and Solutions) ... Ph. D. Qualifying Questions and Solutions)

Book Description

The material for this series was selected from the past 20 years' examination questions for graduate students at the University of California (Berkeley), Columbia University, the University of Chicago, MIT, the State University of New York at Buffalo, Princeton University and the University of Wisconsin.

This volume comprises 165 problems. The section on Solid State Physics includes crystal structures and properties, electron theory, energy bands and semiconductors. The Relativity section covers both the special and general theories. Topics that were not appropriate for the other 6 volumes in this series appear here under the heading of Miscellaneous Topics.

Customer Reviews:

Invaluable.......2002-10-07

All of these books titled "Problems and Solutions on (subject): Major American Universities Ph.D. Qualifying Questions and Solutions" are invaluable tools for a physics graduate student, in my experience.

It is difficult to find solved problems concering the topics in this text, so it is smaller than some of the others. However, it is still invaluable.

Criticism: Sparse index. You might find yourself adding a lot of notes of your own to the index as well as the contents.

If you are a student in physics, I suggest that you get your hands on these books.

Not useful for review of special relativity.......1999-03-17

I have not reviewed the Solid State portion of the book, and my review is limited to the relativity portion. I have been very pleased with the other books in the excellent series, but in the area of special relativity, I found this one somewhat disappointing. There were only seven problems in this area, and three were essentially the same thing. One was the basic derivation of the Lorentz transformation, which can be found in any relativity textbook. As I mentioned, I can not speak for the Solid State part of the book, but if you expect a variety of useful problems on special relativity, you will be disappointed. The general relativity part is OK, but I do not know of many schools which include general relativity on their qualifying exams.

Book has lots of problems. Good for a quick review.......1998-03-06

This book has LOTS of sample problems. Though the solutions are not indepth, they do point you in the right direction. A good book to have if you need to study for a PhD exam, though your school should have it's own library.

Solid State Physics: Problems and Solutions

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Mastery through pratice
For those who want to solve a lot of problems in SSP
Modern, challenging and interesting
Modern, challenging and interesting
Standard Problems Presented in a Mediocre Fashion

Solid State Physics: Problems and Solutions
László Mihály , and Michael C. Martin
Manufacturer: Wiley-Interscience
ProductGroup: Book
Binding: Paperback

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ASIN: 0471152870

Book Description

The ideal supplement to the standard texts in condensed matter physics

Solving homework problems is the single most effective way for students to familiarize themselves with the language and details of solid state physics. Testing problem-solving ability is the best means at the professor's disposal for measuring student progress at critical points in the learning process. This book enables any instructor to supplement end-of-chapter textbook assignments with a large number of challenging and engaging practice problems and discover a host of new ideas for creating exam questions.

Designed to be used in tandem with any of the excellent textbooks on this subject, Solid State Physics: Problems and Solutions provides a self-study approach through which advanced undergraduate and first-year graduate students can develop and test their skills while acclimating themselves to the demands of the discipline. Each problem has been chosen for its ability to illustrate key concepts, properties, and systems, knowledge of which is crucial in developing a complete understanding of the subject, including:
* Crystals, diffraction, and reciprocal lattices.
* Phonon dispersion and electronic band structure.
* Density of states.
* Transport, magnetic, and optical properties.
* Interacting electron systems.
* And more

Customer Reviews:

Mastery through pratice.......2007-04-01

This problems and solutions in solid state physics book leaves much freedom and autonomy to the reader. The expositions of the many problems this book contains are generally short and cover a wide range of solid state physics notions. Much more instructive than Kittel's or Ashcroft and Mermin's exercises set.

For those who want to solve a lot of problems in SSP.......2001-08-03

This book compiles a large number of problems in SSP (included solutions to the problems as well). It could certainly be used as a supplement for a first course in SSP very effectively.

Modern, challenging and interesting.......2000-08-29

One rarely comes across a book, about which one can say without any qualifying adjective, that it is simply great. The book of Mihaly and Martin however does belong in this rarefied category.

As anyone teaching solid state physics knows from experience, it is always demanding to find quality examples. The problems in the previous standard books are unfortunately dated, often decades back. In contrast, Mihaly and Martin bring examples from the very latest developments in solid state physics. At the same time they find room for covering the actual workings of such must-know experimental apparatii, as the triple axis spectrometer and the Fourier transform infrared spectrometer. It is hard to find books, which adress the theoretical and experimental sides of our discipline with such balance.

When the authors cover more conventional topics, like symmetries and band structures, they make them exciting for the student by chosing fascinating applications, for instance lattices of fullerenes instead of sodium. When they cover modern areas, they devote space extensively, very much unlike similar treatises. These include optical properties, correlation effects in infinite and low dimensional models, and phase transitions in electronic systems.

The best recommendation goes beyond words; it is reflected in actions: I already adopted the book in my course, and the students cannot get enough of these inventive problems. They actually like solving the homework problems, a true satisfaction for any teacher.

Modern, challenging and interesting.......2000-08-29

One rarely comes across a book, about which one can say without any qualifying adjective, that it is simply great. The book of Mihaly and Martin however does belong in this rarefied category.

Standard Problems Presented in a Mediocre Fashion.......2000-05-23

This book offers a nice set of pretty standard undergraduate to first year graduate problems in solid state physics. The answers, unfortunately, are sloppy and remarkably lack the detail you would expect from a question and answer book. Each chapter has a superficial and not too insightful introduction to the topic before asking the questions. Probably, most disappointing are the problems for which there are no answers. Isn't this supposed to be a problem and answer book? If you are looking for an insightful solution guide or a general overview as a companion for an introductory solid state course, you don't want this book. If you just want to see a result and have some stuff to jot down on homework assignments, then perhaps this book is just what you need.

Beautiful Models: 70 Years of Exactly Solved Quantum Many-Body Problems

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Gives good insights into quantum integrable models

Beautiful Models: 70 Years of Exactly Solved Quantum Many-Body Problems
Bill Sutherland
Manufacturer: World Scientific Publishing Company
ProductGroup: Book
Binding: Paperback

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ASIN: 9812388974

Book Description

This invaluable book provides a broad introduction to the fascinating and beautiful subject of many-body quantum systems that can be solved exactly. The subject began with Bethe's famous solution of the one-dimensional Heisenberg magnet more than 70 years ago, soon after the invention of quantum mechanics. Since then, the diversity and scope of such systems have been steadily growing.

Beautiful Models is self-contained and unified in presentation. It may be used as an advanced textbook by graduate students and even ambitious undergraduates in physics. It is also suitable for the non-experts in physics who wish to have an overview of some of the classic and fundamental models in the subject. The explanations in the book are detailed enough to capture the interest of the curious reader, and complete enough to provide the necessary background material needed to go further into the subject and explore the research literature.

Customer Reviews:

Gives good insights into quantum integrable models.......2004-12-22

The main virtue of this book is that it clears up any confusion regarding the notion of integrability in a quantum system. After an historical overview of the theory of exactly solvable systems in chapter 1, the author recalls the notion of integrability in classical mechanics, restricting his discussion to systems that are governed by a Hamiltonian. Using the standard action-angle canonical transformation he shows that the integrability of a Hamiltonian system is, as is well known, indicated by the presence of a finite set of quantities that are in `involution', i.e. they are constants of motion.

This notion of integrability will not work for finite-dimensional quantum systems, as the author shows by using a system that hypothetically has a set L of mutually commuting operators, this set also including the Hamiltonian. He shows that no two commuting operators are algebraically independent, and at most D commuting operators are linearly independent, where D is the dimension of the eigenspace of one of the operators. The author then presents a notion of integrability that is less trivial, in that it will give information on the dynamics of the quantum system.

Since quantum systems are typically systems of particles that are interacting with each other, the dynamical events of interest are the scattering events. Indeed, the scattering theory of quantum systems is highly developed, and has inspired an enormous amount of research in both physics and mathematics. The author justifies the viability of this notion of integrability by considering several elementary systems, starting in one dimension and considering one and then two particles, he shows that energy and momentum conservation are strong enough to force the momenta of the scattered particles to be merely rearrangements of the incoming momenta (the particles essentially "pass through one another").

Things are more complicated when three particles are considered. Energy and momentum conservation can no longer insure that the asymptotic momenta are merely rearrangements of the incoming momenta. The famous `Bethe ansatz' though allows the determination of ratios of amplitudes for scattering in terms of two-body collisions. Genuine 3-body scattering is to be included in the total asymptotic wavefunction, which will deviate from a plane wave as it emerges from a 3-body overlap region. The author call this `diffractive' scattering, and he notes that it will not occur for exactly solvable systems. For generic one-dimensional systems it will occur however, and this prohibits the use of Bethe ansatz. The presence of diffractive scattering will prohibit the occurrence of a third independent conserved quantity, and this gives the author a criterion for defining `non-integrability.' The quantum systems considered in the book are `integrable' and thus do not support diffractive scattering. The consequences of diffractionless scattering in quantum systems are for the author just as interesting as what happens in classical integrable system, and he has written this book to elucidate the properties of these "beautiful" systems.

Early on in the book the author discusses various techniques that will be used in analyzing the systems throughout the book. These techniques arise in the analysis of systems that are in the ground state and just above the ground state, and when they are at finite temperature. The systems that are studies are all integrable and nondiffractive, and thus obey what the author calls the `fundamental equations', which are coupled equations for the momenta of the system. Systems governed by the delta-function, inverse-square, and hyperbolic potentials are a few those considered when discussing these techniques.

An entire chapter of the book is devoted to the Heisenberg-Ising model, which was the first one that was tackled using the Bethe ansatz and is a model for a magnetic chain and a quantum lattice gas. This model is integrable, or "diffractionless" as an application of the Bethe ansatz proves, and the author shows how to obtain a complete set of equations for the spectrum using this ansatz. The ground state energy in zero flux and zero field is calculated, and this calculation is then generalized to the case of non-zero field and flux.

Also considered in the book are exchange models, which are quantum systems that have potentials that allow the exchange of quantum numbers between two particles. The author shows how to take some of the potentials that are considered in the book, such as the hyperbolic potential, and modify them to obtain exchange potentials. The hyperbolic potential in particular is strongly repulsive at the origin, and so the wavefunction of two particles will vanish when they meet, prohibiting mixing of different types of particles. This can be alleviated by the incorporation of permutation operator that exchanges the two particles.

The author also discusses the famous Hubbard model in the last chapter of the book. This model, used in condensed matter physics for modeling systems of strongly interacting electrons, is integrable in one dimension, as the author shows using again the Bethe ansatz.

The best chapter of the book is chapter 7, for therein the author addresses in detail more general questions on the property of integrability and how to prove when a system is integrable and when it is not. Noting that there is no optimal way to show that a system is integrable, he discusses various approaches to showing integrability of systems that support scattering. The discussion in this chapter is very lucid, and consequently readers will gain a lot of insight into the properties of integrable systems, particularly in the role of the Yang-Baxter equations and the subsequent notion of a `transfer operator'. The author's explanation of a transfer operator as corresponding to the scattering of test particle with all the other particles is one that clarifies its role and is an explanation that is not found in the literature on exactly solvable systems. He also gives a very interesting discussion of the physics behind non-integrability, using as examples scattering of light rays off wedges of mirrors. These examples serve to shed more light on the behavior of nonintegrable systems, which is more helpful than mere mathematical calculations.

Fundamentals of Solid-State Electronics: Solution Manual

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Fundamentals of Solid-State Electronics: Solution Manual
Chih-Tang Sah
Manufacturer: World Scientific Publishing Company
ProductGroup: Book
Binding: Paperback

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ASIN: 9810228813

Book Description

This companion to Fundamentals of Solid-State Electronics - Study Guide provides the solutions to selected problems listed in the book. Most of the solutions are for selected assigned problems from an introductory device core course taught to engineering undergraduates at the University of Florida from 1991 to 1996. It is not only a teaching guide for the instructors but also a learning aid for the students.

Book Description

This manual contains detailed solutions to all the problems contained in the sixth edition of Electrical Properties of Materials by L. Solymar and D. Walsh (1998). For convenience the problems are also reprinted in this volume. It will be invaluable both to instructors and lecturers who have adopted the text and to the students themselves.

Book Description

During the pivotal period of America's international emergence, between the Civil War and WWI, the aligned literary movements of Realism and Naturalism not only shaped the national literature of the age, but also left an indelible and far-reaching influence on twentieth-century American and world literature. Seeking to strip narrative from pious sentimentalities, and, according to William Dean Howells, to [paint] life as it is, and human feelings in their true proportion and relation, Realism is best represented by this volume's masterly pieces by Twain, Henry James, Stephen Crane, Kate Chopin, and Willa Cather among others. The joining of Realist methods with the theories of Marx, Darwin, and Spencer to reveal the larger forces (biological, evolutionary, historical) which move humankind, are exemplified here in the fiction of such writers as Jack London, Frank Norris, and Theodore Dreiser.

Customer Reviews:

An anthology for its time .......2005-09-19

From the end of the Civil War to the beginning of the first World War there was a flowering of American writing. Here a good representation of it is grouped together under the heading of 'American Realism and Naturalism'. The 'Realism' is the critical term of William Dean Howells and the Naturalism is much more suitable to certain writers, say Harold Frederic, than it is to others, say Henry James.
In short there is a great variety of voices in this collection and taken together they give a sense of the energetic motion of American life and literature at the time.
Some of it is great literature, James , Twain, Crane , and much of it is competent first- class writing.
A very worthwhile anthology for one who wishes to both enjoy first- rate Literature and have a special insight into a period of American Literary History.

The Portable American Realism Reader (Viking Portable Library)

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The Portable American Realism Reader (Viking Portable Library)
Various
Manufacturer: Penguin (Non-Classics)
ProductGroup: Book
Binding: Paperback
ASIN: B000OIZX1E

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