Geometric optimization of parabolic trough solar collector based on the local concentration ratio using the Monte Carlo method

•The main components of parabolic trough collector were studied for different sizes.•Geometric optimization is carried out with the Monte Carlo method.•Increasing rim angle and reducing width aperture increase the optical efficiency.•Increasing rim angle and reducing receiver diameter increase the c...

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Veröffentlicht in:Energy conversion and management 2018-11, Vol.175, p.278-287
Hauptverfasser: Hoseinzadeh, Hamed, Kasaeian, Alibakhsh, Behshad Shafii, Mohammad
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Sprache:eng
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Zusammenfassung:•The main components of parabolic trough collector were studied for different sizes.•Geometric optimization is carried out with the Monte Carlo method.•Increasing rim angle and reducing width aperture increase the optical efficiency.•Increasing rim angle and reducing receiver diameter increase the collision density. This research is aimed at geometric analysis of parabolic trough solar collector (PTC) in different sizes of the main components of the system. The rate of the Local Concentration Ratio (LCR) on the receiver tube and optical efficiency are two main features in geometric optimization of the parabolic trough solar collectors. In this work, parabolic trough solar collector was optimized for different sizes with three design variables: the receiver diameter, the collector aperture width and the rim angle. The method used in this research was the Monte Carlo Method (MCM) in MATLAB. The optical and geometric modeling was developed for coding in MATLAB. For the case study, a parabolic trough solar collector was used in the laboratory. The current results showed that the optical efficiency of 65% was obtained for the collector components with the collector aperture width of 0.6 m, rim angle of 100° and receiver diameter of 0.025 m. Also, the optical efficiency of 61% was obtained for the collector with the aperture width of 0.7 m, rim angle of 90°, and diameter receiver of 0.025 m.
ISSN:0196-8904
1879-2227
DOI:10.1016/j.enconman.2018.09.001