Coherent optics : fundamentals and applications
著者
書誌事項
Coherent optics : fundamentals and applications
(Advanced texts in physics)(Physics and astronomy online library)
Springer, c2003
2nd ed.
大学図書館所蔵 全18件
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注記
Includes bibliographical references (p. [321]-331) and index
内容説明・目次
内容説明
Since the advent of the laser, coherent optics has developed at an ever increasing pace. There is no doubt about the reason. Coherent light, with its properties so different from the light we are surrounded by, lends itself to numerous applications in science, technology, and life. The bandwidth of coherent optics reaches from holography and interferometry, with its gravitational wave detectors, to the CD player for music, movies, and computers; from the laser scalpel, which allows surgical cutting in the interior of the eye without destruction of the layers penetrated in front of it, to optical information and data processing with its great impact on society. According to its importance, the foundations of coherent optics should be conveyed to students of natural sciences as early as possible to better prepare them for their future careers as physicists or engineers. The present book tries to serve this need: to promote the foundations of coherent optics. Special attention is paid to a thorough presentation of the fundamentals. This should enable the reader to follow the contemporary literature from a firm basis. The wealth of material, of course, makes necessary a restriction of the topics included. Therefore, from the main areas of optics, wave optics and the classical description oflight is given most ofthe space available. The book starts with a quick trip through the history of physics from the viewpoint of optics.
目次
1. History of Optics.- 2. The Main Areas of Optics.- 3. Fundamentals of Wave Optics.- 4. Coherence.- 5. Multiple-Beam Interference.- 6. Speckles.- 7. Holography.- 8. Interferometry.- 9. Fourier Optics.- 10. The Laser.- 11. Ultrafast Optics.- 12. Nonlinear Optics.- 13. Fiber Optics.- A. The Fourier Transform.- A.1 One-Dimensional Fourier Transform.- A.2 Two-Dimensional Fourier Transform.- A.3 Convolution and Autocorrelation.- A.4 Properties of the Fourier Transform.- A.5 Selected Functions and Their Fourier Transforms.- Problems.- B. Solutions of Problems.- References.
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