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Design of spherical symmetric gradient index lenses
Citation
Miñano Dominguez, Juan Carlos and Grabovičkić, Dejan and Benítez Giménez, Pablo and Gonzalez Lopez, Juan Carlos and Santamaría Galdón, María Asunción (2012). Design of spherical symmetric gradient index lenses. In: "Nonimaging Optics: Efficient Design for Illumination and Solar Concentration IX", 12/08/2012, San Diego, California, USA.
Description
| Title: | Design of spherical symmetric gradient index lenses |
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| Author/s: |
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| Item Type: | Presentation at Congress or Conference (Article) |
| Event Title: | Nonimaging Optics: Efficient Design for Illumination and Solar Concentration IX |
| Event Dates: | 12/08/2012 |
| Event Location: | San Diego, California, USA |
| Title of Book: | Nonimaging Optics: Efficient Design for Illumination and Solar Concentration IX |
| Date: | 2012 |
| Volume: | 8485 |
| Subjects: | |
| Freetext Keywords: | Geometrical optics, GRIN lenses, spherical symmetric lenses, Maxwell Fish Eye, Luneburg lens, Eaton lens |
| Faculty: | E.T.S.I. Telecomunicación (UPM) |
| Department: | Electrónica Física |
| Creative Commons Licenses: | Recognition - No derivative works - Non commercial |
Abstract
Spherical symmetric refractive index distributions also known as Gradient Index lenses such as the Maxwell-Fish-Eye (MFE), the Luneburg or the Eaton lenses have always played an important role in Optics. The recent development of the technique called Transformation Optics has renewed the interest in these gradient index lenses. For instance, Perfect Imaging within the Wave Optics framework has recently been proved using the MFE distribution. We review here the design problem of these lenses, classify them in two groups (Luneburg moveable-limits and fixed-limits type), and establish a new design techniques for each type of problem.
More information
| Item ID: | 20930 |
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| DC Identifier: | https://oa.upm.es/20930/ |
| OAI Identifier: | oai:oa.upm.es:20930 |
| Deposited by: | Memoria Investigacion |
| Deposited on: | 14 Oct 2013 16:20 |
| Last Modified: | 04 Mar 2023 10:12 |
