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http://hdl.handle.net/10174/31503
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Title: | An analytical method for the optical analysis of Linear Fresnel Reflectors with a flat receiver |
Authors: | Santos, André Canavarro, Diogo Horta, Pedro Collares-Pereira, Manuel |
Keywords: | Linear Fresnel reflectors Optical analysis Analytical Method Intercept Factor |
Issue Date: | Oct-2021 |
Publisher: | Elsevier - Solar Energy |
Abstract: | The optical analysis of Linear Fresnel Reflectors solar concentrators deals with the calculation of the absorbed
flux at the receiver. Due to concentrator discrete and complex geometry ray tracing numerical simulations is the
main used method, in parallel with some analytical approaches that have been developed for specific cases. This
paper presents an analytical method for Linear Fresnel Reflectors with a flat receiver. It is based on Zhu’s vector-
based method and Rabl’s concepts of acceptance and effective source, although new shading (including receiver
shading), blocking, and cosine losses analyzes are presented, with the inclusion of end-losses effect. As shown,
the problem is better described by the concept of intercept factor, the effective aperture area used to collect the
incident sunlight. Comparison tests with ray tracing simulations performed in SolTrace for three different
effective sources were carried out to validate the analytical model for both factorized and biaxial models of the
intercept factor, including energetic evaluations for ́Evora, Portugal. In general, analytical results do agree very
well with ray tracing, better for the factorized model than the biaxial. Errors in the analytical estimative of
intercept factor can be high up to 132% for the biaxial model at high longitudinal incidence angles; on the other
hand, errors in the amount of annual absorbed energy were high up to only 3%. |
URI: | https://www.sciencedirect.com/science/article/pii/S0038092X21007490?via%3Dihub http://hdl.handle.net/10174/31503 |
Type: | article |
Appears in Collections: | CI-ER - Publicações - Artigos em Revistas Internacionais Com Arbitragem Científica
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