| 청구기호 |
QC355.3 .G667 2020eb |
| 형태사항 |
1 online resource (various pagings) : illustrations (some color).
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| 총서명 |
IOP series in emerging technologies in optics and photonics
IOP ebooks. [2020 collection]
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| 언어 |
English |
| 일반주기 |
"Version: 20200901"--Title page verso.
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| 서지주기 |
Includes bibliographical references.
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| 내용 |
1. The Maxwell equations -- 1.1. Introduction -- 1.2. Lorentz force -- 1.3. Electric flux -- 1.4. The Gauss law -- 1.5. The Gauss law for magnetism -- 1.6. Faraday's law -- 1.7. Amp?ere's law -- 1.8. The wave equation -- 1.9. The speed and propagation of light -- 1.10. Refraction index -- 1.11. Electromagnetic waves -- 1.12. End notes
2. The eikonal equation -- 2.1. From the wave equation, through Helmholtz equation to end with the eikonal equation -- 2.2. The eikonal equation -- 2.3. The ray equation -- 2.4. The Snell law from eikonal -- 2.5. The Fermat principle from eikonal -- 2.6. End notes
3. Calculus of variations -- 3.1. Calculus of variations -- 3.2. The Euler equation -- 3.3. Newton's second law -- 3.4. End notes
4. Optics of variations -- 4.1. Introduction -- 4.2. Lagrangian and Hamiltonian optics -- 4.3. Law of reflection -- 4.4. Law of refraction -- 4.5. The Fermat principle and Snell's law -- 4.6. Malus-Dupin's theorem -- 4.7. End notes
5. Stigmatism and stigmatic reflective surfaces -- 5.1. Introduction -- 5.2. Aberrations -- 5.3. Conic mirrors -- 5.4. Elliptic mirror -- 5.5. Circular mirror -- 5.6. Hyperbolic mirror -- 5.7. Parabolic mirror -- 5.8. End notes
6. Stigmatic refractive surfaces : the Cartesian ovals -- 6.1. Introduction -- 6.2. Stigmatic surfaces -- 6.3. Analytical stigmatic refractive surfaces -- 6.4. Conclusions
7. The general equation of the Cartesian oval -- 7.1. From Ibn Sahl to Rene Descartes -- 7.2. A generalized problem -- 7.3. Mathematical model -- 7.4. Illustrative examples -- 7.5. Collimated input rays -- 7.6. Illustrative examples -- 7.7. Collimated output rays -- 7.8. Illustrative examples -- 7.9. Reflective surface -- 7.10. Illustrative examples -- 7.11. End notes
8. The stigmatic lens generated by Cartesian ovals -- 8.1. Introduction -- 8.2. Mathematical model -- 8.3. Examples -- 8.4. Collector -- 8.5. Examples -- 8.6. Collimator -- 8.7. Examples -- 8.8. Single-lens telescope with Cartesian ovals -- 8.9. Example -- 8.10. End notes
9. The general equation of the stigmatic lenses -- 9.1. Introduction -- 9.2. Finite object finite image -- 9.3. Stigmatic aspheric collector -- 9.4. Stigmatic aspheric collimator -- 9.5. The single-lens telescope -- 9.6. End notes
10. The stigmatic lens and the Cartesian ovals -- 10.1. Introduction -- 10.2. Comparison between the different stigmatic lenses made by Cartesian ovals -- 10.3. Cartesian ovals in a parametric form -- 10.4. Cartesian ovals in an explicit form as a first surface and general equation of stigmatic lenses -- 10.5. Cartesian ovals in a parametric form as a first surface and general equation of stigmatic lenses -- 10.6. Illustrative comparison -- 10.7. Cartesian ovals in a parametric form for an object at minus infinity -- 10.8. Cartesian ovals in an explicit form for an object at minus infinity -- 10.9. Cartesian ovals in a parametric form as a first surface and general equation of stigmatic lenses for an object at minus infinity -- 10.10. Illustrative comparison -- 10.11. Implications -- 10.12. End notes
11. Algorithms for stigmatic design -- 11.1. Programs for chapter 6 -- 11.2. Programs for chapter 7 -- 11.3. Programs for chapter 8 -- 11.4. Programs for chapter 9.
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| 주제 |
Optics.
Optical physics. --bicssc
SCIENCE / Physics / Optics & Light. --bisacsh
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| 보유판 및 특별호 저록 |
Print version: 9780750334617 9780750334648
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| ISBN |
9780750334631, 9780750334624, 9780750334617, 9780750334648 |
| 기타 표준번호 |
10.1088/978-0-7503-3463-1 |
| QR CODE |
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