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- W2065902173 abstract "Field method, also called geometrical vector flux field method, is a well established technique to design concentratorsand in general nonimaging optical systems. The method is based on building reflective concentrators with the geometryof field lines, these concentrators do not disturb the flux field and become ideal. In this paper we study the properties ofsurfaces orthogonal to the field vector J. For rotational symmetric systems J is orthogonal to its curl, then exist a familyof surfaces orthogonal to the lines of J, surfaces of constant pseudopotential. From the definition of J, pseudopotentialsurfaces can be interpreted as surfaces of maximum flux density and can play an important role in the design ofnonimaging systems. We study refractive concentrators with the geometry of pseudopotential surfaces. Dielectricmaterial modifies the field lines and then the geometry of the system, including compactness and reflective parts, it alsointroduce total internal reflection which must be considered in the design. We apply this concept to study hyperbolicconcentrator modified with pseudopotential refractive optics and we shown that it achieves the theoretical limit of concentration." @default.
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- W2065902173 date "2011-09-22" @default.
- W2065902173 modified "2023-10-03" @default.
- W2065902173 title "Field method for dielectric concentrator design" @default.
- W2065902173 doi "https://doi.org/10.1117/12.896761" @default.
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