Abstract
• A coupled optical-thermal-fluid model of a parabolic trough collector is developed. • sCO 2 exhibits better thermal and thermodynamic performance compared to gaseous CO 2. • sCO 2 has comparable thermal performance relative to Therminol-VP1 above 80 bar. • Flow rates above 300 m 3 /h give receiver temperature gradients lower than 50°C. • New correlations for optimal thermal and thermodynamic performance are presented. The degradation of thermal-oil-based working fluids in parabolic trough solar collectors (PTSCs) systems at temperatures above 400 °C has accelerated the search for cost-effective and efficient heat transfer fluids (HTFs) for high-temperature applications. Carbon dioxide is abundant and has the potential to be used as a working fluid in PTSCs. In this work, the performance of a larger aperture width PTSC with CO 2 as the working fluid (either in gaseous or supercritical phase) is investigated. In this study, a PTSC system with an aperture width of 9 m (geometric concentration ratio of 113) was considered. The operating pressure is in the range of 40−100 bar, the HTF inlet temperatures are between 650 and 1000 K, and the flow rate varies from 32.6 to 653 m 3 /h. A thoroughly verified and validated computational model using a combination of Monte-Carlo ray tracing and computational fluid dynamics was used for the numerical study. In addition, the Realizable k- ε model was used for turbulence modeling. The results show that CO 2 at 80 bar has comparable thermal performance relative to current thermal oil-based HTFs. Results further show that supercritical CO 2 (sCO 2 ) has the best thermal performance compared to gaseous CO 2 . In addition, the entropy generation minimization method was used to determine the Reynolds number that minimizes the irreversibilities at a given operating pressure. At low pressures, much higher flow rates are required to achieve high heat transfer rates and reduce temperature gradients in the absorber tube. Furthermore, correlations have been developed for the optimal Reynolds numbers at which the entropy generation rate is minimum and the collector efficiency is maximum.
Published Version
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