Phase-Space Optics: Fundamentals and Applications (Hardcover)

A comprehensive cross section of phase-space optics

This definitive volume highlights an elegant, unified approach to optical rays, waves, and system design using cutting-edge phase-space techniques. Phase-Space Optics: Fundamentals and Applications details theoretical concepts of phase space as well as novel engineering applications in specific disciplines. This authoritative guide includes full coverage of sampling, superresolution imaging, and the phase-space interpretation of ultrafast optics. Work with Wigner optics, analyze phase-space equations, develop wave propagation models, and gain a new understanding of optical sources and systems. Discover how to:

• Describe optical phenomena using Wigner and ambiguity functions
• Perform phase-space rotations using ray transformation matrices
• Influence the trade-off between pupil size and depth of field
• Analyze and design optical signals using the Radon-Wigner transform
• Accomplish superresolution by squeezing phase space
• Interpret the intimate relationship between radiometry and coherence
• Use basic algebra to discover self-imaging, Fresnel diffraction, and the Talbot effect
• Develop discrete models, sampling criteria, and interpolation formulae
• Work with ultrafast processes and complex space-time structures

《相空間光學的全面橫斷面》

這本權威性的著作以尖端的相空間技術，突顯了光學射線、波動和系統設計的優雅統一方法。《相空間光學：基礎與應用》詳細介紹了相空間的理論概念，以及在特定學科中的新穎工程應用。這本權威指南全面涵蓋了取樣、超解析成像和超快光學的相空間解釋。您將學會如何使用Wigner光學描述光學現象，分析相空間方程式，發展波傳播模型，並對光源和系統有新的理解。探索以下內容：

- 使用Wigner和模糊函數描述光學現象
- 使用射線轉換矩陣進行相空間旋轉
- 影響瞳孔大小和景深之間的權衡
- 使用Radon-Wigner變換分析和設計光學信號
- 通過壓縮相空間實現超解析度
- 解釋輻射度和相干度之間的密切關係
- 使用基本代數發現自成像、菲涅爾繞射和塔爾博效應
- 發展離散模型、取樣標準和插值公式
- 處理超快過程和複雜的時空結構