This comprehensive and self-contained text for researchers and professionals presents a detailed account of optical imaging from the viewpoint of both ray and wave optics.
This comprehensive and self-contained text for researchers and professionals presents a detailed account of optical imaging from the viewpoint of both ray and wave optics.
Joseph Braat is Emeritus Professor of Optics at Technische Universiteit Delft, The Netherlands, and a Fellow of the Dutch Royal Academy of Arts and Sciences. Previously he was based at the Philips Research Laboratories in Eindhoven where he worked on optical disc systems for video and audio recording and on high-resolution optical lithography. He was Co-Founder of the European Optical Society and his further research interests are diffraction theory, astronomical imaging and optical metrology.
Inhaltsangabe
Preface Acknowledgement Part I. Electromagnetic Theory in the Optical Domain: 1. Electromagnetic wave propagation in isotropic media 2. Wave propagation in anisotropic media 3. Surface waves, metamaterials and perfect imaging Part II. Geometrical Theory of Optical Imaging: 4. Foundations of geometrical optics 5. Aberration analysis of optical systems 6. Analytic design and optimisation of optical systems 7. Design methods for optical imaging systems Part III. Diffraction Theory of Optical Imaging: 8. Vectorial and scalar theory of diffraction and focussing 9. The aberrated scalar and vector point-spread function 10. Frequency analysis of optical imaging 11. Theory of vector imaging Appendix A. Fourier analysis, complex notation and vector formulas Appendix B. Phase and group velocity of a wave packet Appendix C. The Kramers-Kronig dispersion relations Appendix D. Zernike polynomials Appendix E. Magnetically induced optical rotation (Faraday effect) Appendix F. Vector point-spread function in a multilayer structure Appendix G. V. S Ignatowsky: diffraction by a lens of arbitrary aperture References Author index Subject index.
Preface Acknowledgement Part I. Electromagnetic Theory in the Optical Domain: 1. Electromagnetic wave propagation in isotropic media 2. Wave propagation in anisotropic media 3. Surface waves, metamaterials and perfect imaging Part II. Geometrical Theory of Optical Imaging: 4. Foundations of geometrical optics 5. Aberration analysis of optical systems 6. Analytic design and optimisation of optical systems 7. Design methods for optical imaging systems Part III. Diffraction Theory of Optical Imaging: 8. Vectorial and scalar theory of diffraction and focussing 9. The aberrated scalar and vector point-spread function 10. Frequency analysis of optical imaging 11. Theory of vector imaging Appendix A. Fourier analysis, complex notation and vector formulas Appendix B. Phase and group velocity of a wave packet Appendix C. The Kramers-Kronig dispersion relations Appendix D. Zernike polynomials Appendix E. Magnetically induced optical rotation (Faraday effect) Appendix F. Vector point-spread function in a multilayer structure Appendix G. V. S Ignatowsky: diffraction by a lens of arbitrary aperture References Author index Subject index.
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