1. Effects of receiver parameters on the optical efficiency of a fixed linear-focus Fresnel lens solar system with sliding adjustment
- Author
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Mengjie Song, Li Haoteng, Jin Huang, and Hai Wang
- Subjects
Surface (mathematics) ,Physics ,Plane (geometry) ,Fixed linear-focus ,020209 energy ,Analytical chemistry ,Fresnel lens ,Solar concentrator ,02 engineering and technology ,State (functional analysis) ,Molar absorptivity ,Triangle cavity receiver ,TK1-9971 ,law.invention ,Hour angle ,General Energy ,020401 chemical engineering ,Position (vector) ,law ,0202 electrical engineering, electronic engineering, information engineering ,Electrical engineering. Electronics. Nuclear engineering ,0204 chemical engineering ,Linear fresnel lens ,Distributed ray tracing ,Optical efficiency - Abstract
To effectively eliminate optical end loss for small-scale linear solar concentrators, a fixed linear-focus Fresnel lens solar system (FLFS) with triangle cavity receiver is described and the principle is provided. The effects of the receiver parameters including receiver position f, solar declination angle δ , solar hour angle ω , internal surface absorptivity α a b and end plane reflectivity ρ r on the end loss ratio ( μ o e l ) and relative optical efficiency ( η r e − o p t ) of the proposed system have been studied by the control variable method and Monte Carlo ray tracing (MCRT) method which is implemented by software TracePro®. Significance tests of critical factors are conducted to assess the effect of receiver parameters. These results revealed that the FLFS could effectively solve the problem of optical end loss of linear solar concentrators. When f = 650 mm and δ = 0°, 8°, 16°, and 23°27 ′ , the corresponding average η r e − o p t at ω from 0° to 60° are 0.9459, 0.9422, 0.9145, and 0.8144, respectively. As δ increases, reducing f can ensure the system operates at a high-efficiency state. The η r e − o p t shows a positive relationship with α a b and no relationship with ρ r . δ occupies the greatest significant influence on η r e − o p t , which is followed by ω , α a b and f.
- Published
- 2021