For technical reasons, large three-dimensional compound parabolic concentrators (CPC’s) are often built from facets with either no or only one-dimensional curvature. We analyze CPC approximations made with various numbers of axial and circumferential subdivisions. Incident radiation within half-angles of 10° and 30° is considered. The reflectivity of the mirrors is assumed to be 90% or 95%. The performance of faceted concentrators can be significantly improved by optimization as compared with heuristic CPC approaches. The highest increase in transmission that we observed was 19% greater as compared with that of a heuristic CPC approximation. The shapes of the optimized concentrators differ from that of a classic CPC, and most of the optimized concentrators are longer than a classic CPC. For practical concentrators with a small number of facets, the optimized geometry provides better performance than a heuristic approximation of the CPC shape.
© 2000 Optical Society of AmericaFull Article | PDF Article
OSA Recommended Articles
Andreas Timinger, Abraham Kribus, Harald Ries, Toni Smith, and Markus Walther
Appl. Opt. 39(31) 5679-5684 (2000)
Appl. Opt. 20(17) 2929-2933 (1981)
D. Jenkins and R. Winston
J. Opt. Soc. Am. A 13(10) 2106-2116 (1996)