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Fundamentals of Nonlinear Optics, by Peter E. Powers
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Fundamentals of Nonlinear Optics encompasses a broad spectrum of nonlinear phenomena from second-harmonic generation to soliton formation. The wide use of nonlinear optical phenomena in laboratories and commercial devices requires familiarity with the underlying physics as well as practical device considerations. This text adopts a combined approach to analyze the complimentary aspects of nonlinear optics, enabling a fundamental understanding of both a given effect and practical device applications.
After a review chapter on linear phenomena important to nonlinear optics, the book tackles nonlinear phenomena with a look at the technologically important processes of second-harmonic generation, sum-frequency and difference-frequency generation, and the electro-optic effect. The author covers these processes in considerable detail at both theoretical and practical levels as the formalisms developed for these effects carry to subsequent topics, such as four-wave mixing, self-phase modulation, Raman scattering, Brillouin scattering, and soliton formation.
Consistently connecting theory, process, effects, and applications, this introductory text encourages students to master key concepts and to solve nonlinear optics problems―preparing them for more advanced study. Along with extensive problems at the end of each chapter, it presents general algorithms accessible to any scientific graphical and programming package.
Watch the author speak about the book.
- Sales Rank: #1699882 in Books
- Brand: Brand: CRC Press
- Published on: 2011-05-25
- Original language: English
- Number of items: 1
- Dimensions: 10.10" h x .90" w x 7.00" l, 1.75 pounds
- Binding: Hardcover
- 329 pages
- Used Book in Good Condition
Review
Peter Powers’s rigorous but simple description of a difficult field keeps the reader’s attention throughout. … All chapters contain a list of references and large numbers of practice examples to be worked through. … By carefully working through the proposed problems, students will develop a sound understanding of the fundamental principles and applications. … the book serves perfectly for an introductory-level course for second- and third-order nonlinear optical phenomena. The author’s writing style is refreshing and original. I expect that Fundamentals of Nonlinear Optics will fast become popular among students, professors, and professionals interested in basic and applied research in the field.
―Aristides Marcano, Physics Today, Vol. 65, October 2012
Fundamentals of Nonlinear Optics is well written and up to date. … The problem sets at the end of each chapter reinforce and enhance the material presented, and may give students confidence in handling real-world problems.
―Reva Garg, Optics & Photonics News, September 2012
This book fills a longstanding need for a nonlinear optics textbook at an advanced college/introductory graduate level. One of its best features is inclusion of many of the subtleties that are often glossed over in other books on the subject. … Another excellent feature is the provision of a large number of problems at the end of each chapter.
―Mark Cronin-Golomb, Tufts University, Medford, Massachusetts, USA
The book is very well written. I like very much his writing style. His choice of topics is excellent and the book is well organized. The problem sets are also well formulated to give the students confidence in handling real-world problems … . Professor Powers has mastered the subject matter.
―C.L. Tang, Cornell University, Ithaca, New York, USA
The author introduces key concepts in simplified terms, and then generalizes to realistic treatments that emphasize how the various equations are actually used in everyday practice. The diversity of specific topics, worked problems, and homework problems should make the book of interest to a wide audience.
―Jeff F. Young, University of British Columbia, Canada
This book is of great interest both to students and researchers wishing to develop or expand their knowledge of nonlinear optics. It contains details of derivations and practical implementation that are often missing from other texts. It also has extensive problems at the end of each chapter that reinforce and enhance the material presented.
―Marc Dignam, Queen’s University, Ontario, Canada
The author provides a sound, logically presented introduction to the subject with good coverage.
―Malcolm Dunn, University of St. Andrews, Scotland
About the Author
Peter E. Powers is a professor of physics and electro-optics and the Brother Leonard A. Mann Chair in the Sciences at the University of Dayton. Dr. Powers previously worked at Sandia National laboratories as a post-doctoral research associate. He earned a Ph.D. in applied and engineering physics from Cornell University. His research interests include nonlinear optics and its application to other branches of physics and applied physics.
Special Note: CRC Press wishes to honor and celebrate the life and works of the author, who passed on May 10, 2014 after a long battle with cancer. He was Brother Leonard A. Mann Chair in the Sciences and Professor of Physics at the University of Dayton―a dedicated educator, scientist, mentor, and leader. He is survived by his wife and four children. At the time of his passing, he had been planning a second edition of his popular textbook. He will be deeply missed.
Most helpful customer reviews
2 of 2 people found the following review helpful.
Graduate Text in Nonlinear Optics
By Jack O'Gorman
This text, written by a noted electro-optics physics professor, functions as a graduate text in nonlinear optics. The reader will need to have a solid background in physics and mathematics before tackling this topic. Chapters have problems for working on the materials and bibliographies for further readings. The content starts with Maxwell's equations and Poynting's theorem and presents a background in linear optics. It moves on to tensor properties of materials and the wave equation. Next it covers e-waves, o-waves, in the index ellipsoid. Non-linear susceptibility, three wave processes in small signals, quasi-phase matching, and three wave processes beyond the small signal limit are also covered. x^((2))and x^((3)) processes, Raman and Brillion scattering, and solutions and numerical techniques finish out the text. Appendixes include the complex notations used in the text, the Sellmeier equations, programming techniques, and exact solutions to the coupled amplitude equations. Powers' book is a welcome addition to the field; many other titles are quite a bit older. Examples of other titles in the discipline include An Introduction to Nonlinear Optics, by George Baldwin (Plenum 1969), Principles of Nonlinear Optics by Y.R. Shen (Wiley 1984), and Waves and Photons; an Introduction to Quantum Optics by Edwin Goldwin (Wiley, 1982). Graduate students, professionals, and libraries specializing in the physics of light will welcome this detailed and precise text.
Jack O'Gorman, Physical Sciences and Engineering Librarian, University of Dayton
2 of 2 people found the following review helpful.
an excellent textbook with many problems
By BookEditor_lh
"This is an excellent book to teach Nonlinear Optics to Graduate Students. It is very well organized and written. Also it includes a good number of problems at the end of each chapter to improve the knowledge of the students. I am going to recommend it to all of my colleagues." -Dr. Baldemar Ibarra-Escamilla, Instituto Nacional de Astrofísica, Optica y Electrónica, Mexico
1 of 1 people found the following review helpful.
From a student of Dr. Powers
By Micah D. Gatz
I had Dr. Powers as my non-linear optics instructor, naturally this book was the book used for the coarse. Not only is Dr. Powers well recognized in his field, but he has found a way to write a book with a logical flow which makes the learning easier. The two major examples of this are the following. First, he presents each topic under very restricted circumstances, then as the book continues, he will present the same topic over and over, each time removing some of the initial restrictions he began with. By doing this, the student is not overwhelmed at the initial exposure; it also allows the student to see a step-by-step method of how non-linear theories/derivations are developed. From this, the student (or researcher) could begin to apply the same method to other problems in the field. The second major teaching tool of this book is that Dr. Powers often requires the reader to remember things from earlier in the book; given the above description of repeating the same topic several times one could see how this is needed. However, unlike other authors, Dr. Powers then tells the reader the exact section that the previous material came from. This is handy if the reader either forgot the details of the previous derivation, or if one is just picking up the book and not reading it in order. While I have not read other non-linear books like Boyd, for example (non-linear is not my discipline within optics), I can certainly recommend this book to any student or researcher who is looking for a good place to start learning non-linear optics.
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