Nonimaging Optics - Winston, Roland
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Présentation Nonimaging Optics Format Relié
- Livre Sciences de la vie et de la terre
Résumé : This book provides a comprehensive look at the science, methods, designs, and limitations of nonimaging optics. It begins with an in-depth discussion on thermodynamically efficient optical designs and how they improve the performance and cost effectiveness of solar concentrating and illumination systems.
Biographie: Dr. Roland Winston is a leading figure in the field of nonimaging optics and its applications to solar energy. He is the inventor of the compound parabolic concentrator (CPC), used in solar energy, astronomy, and illumination. He is also a Guggenheim Fellow, a Franklin Institute medalist, past head of the University of Chicago Department of Physics, and a member of the founding faculty of University of California Merced, and he is currently the Director of UC Solar. Dr. Lun Jiang is a Research Scientist at UC Solar. His expertise is with vacuum devices, nonimaging optics and solar thermal and hybrid systems, solar cooling, and solar desalination. In his Ph.D. thesis he demonstrated two novel solar collectors that reach a working temperature above 200?C, without tracking. He led the receiver designing team for a vacuum hybrid receiver that generates both electricity and heat under 70x concentration, commissioned by Advance Research Project Agence-Energy (a segment of the U.S. Department Of Energy). Vladimir Oliker received his PhD in mathematics from Leningrad University, USSR (former Soviet Union). He has published over a hundred papers in the fields of pure and applied mathematics. Since 1984 he has been developing theoretical and computational methods for design of freeform optics.
Sommaire: Nonimaging Optical Systems and Their Uses. Some Basic Ideas in Geometrical Optics. Some Designs of Image-Forming Concentrators. Nonimaging Optical Systems. Developments and Modifications of the Compound Parabolic Concentrator. The Flowline Method for Nonimaging Optical Designs. Freeform Optics and Supporting Quadric Method: Introduction. Supporting Quadric Method (SQM). Variational Approach. A Paradigm for a Wave Description of Optical Measurements. Appendices.
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