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Hardcover Applied Quantum Mechanics Book

ISBN: 1009308076

ISBN13: 9781009308076

Applied Quantum Mechanics

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Format: Hardcover

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Book Overview

Featuring new coverage of quantum engineering and quantum information processing, the third edition of this bestselling textbook continues to provide a uniquely practical introduction to the fundamentals of quantum mechanics. It features straightforward explanations of quantum effects, suitable for readers from all backgrounds; real-world engineering problems showcasing the practical application of theory to practice, providing a relevant and accessible introduction to cutting-edge quantum applications; over 60 accessible worked examples using MATLAB (as well as open-source Python), allowing deepened understanding through computational exploration and visualization; and a new chapter on quantum engineering, introducing state-of-the-art concepts in quantum information processing and quantum device design. Updated throughout and supported online by downloadable MATLAB code, exam questions, and solutions to over 150 homework problems for instructors, this is the ideal textbook for senior undergraduate and graduate students in applied science, applied physics, engineering, and materials science studying a first course in quantum mechanics.

Customer Reviews

4 ratings

Very practical quantum mechanics book

This is a very practical quantum mechanics book. It tells you how to use quntum mechanics in many practical engineering situations. The worked problems at the end of each chapter help to enliven and reenforce the learning experience. The chapters on quantum tunneling is especially good. This book is suitable for students studying applied physics, materials science, electrical, electronic, mechanical engineering.

Excellent book

This book is an excelent introduction of quantum mechanics for engineers and non-physicists.

stresses important practical cases

Levi's book differs from standard QM texts, in furnishing more of an applied bent. Directed towards those students in applied physics, materials science and engineering. For example, there is a superb chapter on electron propagation in crystals. Where we see how to describe propagation by transmission matrices. And how energy bands arise due to the periodicity of the potential seen by electrons. Of course, solid state texts also discuss this. But the treatment here of such ideas as tunnelling, and using the WKB approximation to describe that tunnelling in a semiquantitative manner, is clear and detailed. Plus, the examples focus on important heterostructures, where band gap engineering is important. For semiconductor lasers, there is a similar treatment. With comparisons amongst the common types of laser diodes, like GaAs and InGaAsP. The numerous problems and the copiously worked out examples are also a nice feature of the text.

A window to the world of quantum mechanics for the engineer... but not completely self-contained

There is no shortage of quantum mechanics text to choose from. And if I had solely relied on the majority recommendations for an introductory text, I would have certainly missed this gem. The author is very successful presenting the recondite fundamentals of quantum mechanics in a manner accessible to material scientists and engineers. This is accomplished without losing the rigor necessary to build a strong foundation. Applications of concepts are dispersed through out the chapters and keep the reader's attention. But by the far the best selling point of this book are the worked problems at the end of the chapters. It is my personal opinion that if a textbook fails to at least provide final answers and solution hints to presented exercises, it is not really a textbook, but a reference reserved for those who have been adequately exposed to the material before. Here all end of the chapter questions are accompanied with worked solutions. This is a rarity among all undergrad or graduate science or engineering texts. This alone makes it valuable for self-study. To those completely uninitiated to quantum mechanics, I do not recommend this book as a sole source because it is not sufficiently self-contained. It would be best to complement it with "Introduction to Applied Quantum and Statistical Mechanics" by Hagelstein. I have yet to read "Applied Quantum Mechanics" by Kroemer, which has recieved much praise and appears to be another excellent introductory source.
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