Research Papers

Optical Modeling and Analysis of the First Moroccan Linear Fresnel Solar Collector Prototype

[+] Author and Article Information
Soukaina El Alj

Renewable Energy Team,
Department of Energy,
Ecole Nationale Supérieure d'Arts et Métiers,
University Moulay Ismail,
Marjane II, BP: 4024, BeniMhamed,
Meknes 50000, Morocco
e-mail: elalj.soukaina@gmail.com

Ahmed Al Mers

Renewable Energy Team,
Department of Energy,
Ecole Nationale Supérieure d'Arts et Métiers,
University Moulay Ismail,
Marjane II, BP: 4024, BeniMhamed,
Meknes 50000, Morocco
e-mail: almers_ahmed@gmail.com

Ossama Merroun

New Energies and Innovation Ecosystems Team,
Laboratory of Physical Chemistry of Applied
Materials (LPCMA),
Ecole Nationale Supérieure d’Arts et Metiers,
Avenue Nile 150,
Casablanca 20670, Morocco
e-mail: merroun.ossama@gmail.com

Abdelfattah Bouatem, Noureddine Boutammachte, Hamid Ajdad, Sara Benyakhlef, Yousra Filali Baba

Renewable Energy Team,
Department of Energy,
Ecole Nationale Supérieure d'Arts et Métiers,
University Moulay Ismail,
Marjane II, BP: 4024, BeniMhamed,
Meknes 50000, Morocco

Contributed by the Solar Energy Division of ASME for publication in the JOURNAL OF SOLAR ENERGY ENGINEERING: INCLUDING WIND ENERGY AND BUILDING ENERGY CONSERVATION. Manuscript received October 26, 2016; final manuscript received April 21, 2017; published online May 25, 2017. Assoc. Editor: Carlos F. M. Coimbra.

J. Sol. Energy Eng 139(4), 041009 (May 25, 2017) (12 pages) Paper No: SOL-16-1459; doi: 10.1115/1.4036726 History: Received October 26, 2016; Revised April 21, 2017

Recently, linear Fresnel reflectors (LFR) arouse an increasing interest by the scientific and industrial community and have had a really fast development in the domain of concentrated solar power (CSP). LFR is considered as a promising technology which could produce an optical performance lower than those of parabolic trough collector, but its component simplicity would allow high cost reductions in its manufacturing compared to high investment costs of parabolic troughs. The purpose of this paper is to analyze the optical performances of an LFR prototype developed in the framework of CHAMS project, Morocco. The development of this prototype comes to supply industrial applications needing heat at small to medium temperature levels. To achieve this objective, an optical code based on the Monte Carlo (MC) ray tracing technique was developed for optical optimization purposes. The developed code identifies geometrical parameters that have a greater influence on optical efficiency of the LFR system as the mirror spacing arrangement, the receiver height, the receiver geometrical configuration taking into account the secondary reflector shape, and the absorber tube diameter. An analysis is conducted to identify the contribution of each mode of optical losses (blocking, shading, cosine…) in the optical efficiency of the system. Then, an optimization procedure is applied to enhance the optical performances of the prototype.

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Kribus, A. , Krupkin, V. , Yogev, A. , and Spirkl, W. , 1998, “ Performance Limits of Heliostat Fields,” ASME J. Sol. Energy Eng., 120(4), pp. 240–246. [CrossRef]
Belhomme, B. , Pitz-Paal, R. , Schwarzbözl, P. , and Ulmer, S. , 2009, “ A New Fast Ray Tracing Tool for High-Precision Simulaion of Heliostat Fields,” ASME J. Sol. Energy Eng., 131(3), p. 031002. [CrossRef]
ONE, 2013, “ Rapports d'activités de l'ONEE - Branche Electricité,” Office National d’Electricité et de l’eau potable, Casablanca, Morocco, accessed Apr. 4, 2016, http://www.one.org.ma/
MASEN, 2012, “ The Morocco Solar Plan,” Moroccan Agency for Solar Energy, Rabat, Morocco, accessed Apr. 4, 2016, www.masen.org.ma
Jeune Afrique, 2014, “ La première centrale solaire du Maroc opérationnelle en 2015,” Jeune Afrique, Paris, France.
Hajroun, M. , 2010, “ Le marché d’électricité au Maroc. Vu d’ensemble et aperçu juridique,” Moroccan Ministry of Energy, Mining, Water and Environment (MEMEE), Rabat, Morocco.
MEMEE, 2014, “ PROGRAMME MAROCAIN DE L'ENERGIE SOLAIRE,” Ministre de l’Energie, des Mines, de l’Eau et de l’Environnement, Rabat, Morocco, accessed Apr. 4, 2016, http://www.mem.gov.ma/SitePages/GrandsChantiers/DEEREnergieSolaire.aspx#
Yang, M. , Yang, X. , Li, X. , Wang, Z. , and Wang, P. , 2014, “ Design and Optimization of a Solar Air Heater With Offset Strip Fin Absorber Plate,” Appl. Energy, 113, pp. 1349–1362. [CrossRef]
Akpinar, E. K. , and Koçyiğit, F. , 2010, “ Energy and Exergy Analysis of a New Flat-Plate Solar Air Heater Having Different Obstacles on Absorber Plates,” Appl. Energy, 87(11), pp. 3438–3450. [CrossRef]
Sharma, N. , and Diaz, G. , 2011, “ Performance Model of a Novel Evacuated-Tube Solar Collector Based on Minichannels,” Sol. Energy, 85(5), pp. 881–890. [CrossRef]
Kessentini, H. , Castro, J. , Capdevila, R. , and Oliva, A. , 2014, “ Development of Flat Plate Collector With Plastic Transparent Insulation and Low-Cost Overheating Protection System,” Appl. Energy, 133, pp. 206–223. [CrossRef]
Lin, M. , Sumathy, K. , Dai, Y. J. , Wang, R. Z. , and Chen, Y. , 2013, “ Experimental and Theoretical Analysis on a Linear Fresnel Reflector Solar Collector Prototype With V-Shaped Cavity Receiver,” Appl. Therm. Eng., 51(1–2), pp. 963–972. [CrossRef]
Mills, D. R. , and Morrison, G. L. , 2000, “ Compact Linear Fresnel Reflector Solar Thermal Power Plants,” Sol. Energy, 68(3), pp. 263–283. [CrossRef]
Nixon, J. D. , Dey, P. K. , and Davies, P. A. , 2013, “ Design of a Novel Solar Thermal Collector Using a Multi-Criteria Decision-Making Methodology,” J. Clean. Prod., 59, pp. 150–159. [CrossRef]
Abbas, R. , Muñoz, J. , and Martínez-Val, J. M. , 2012, “ Steady-State Thermal Analysis of an Innovative Receiver for Linear Fresnel Reflectors,” Appl. Energy, 92, pp. 503–515. [CrossRef]
Soltigua Concentrating Solutions, 2016, “ A New Horizon for Solar Energy,” Soltigua Concentrating Solutions, Gambettola, Italy, accessed Dec. 6, 2016, http://www.soltigua.com/
Fraidenraich, N. , Tiba, C. , Brandão, B. B. , and Vilela, O. C. , 2008, “ Analytic Solutions for the Geometric and Optical Properties of Stationary Compound Parabolic Concentrators With Fully Illuminated Inverted V Receiver,” Sol. Energy, 82(2), pp. 132–143. [CrossRef]
Hautmann, G. , Seling, M. , and Mertins, M. , 2009, “ First European Linear Fresnel Power Plant in Operation—Operational Experience & Outlook,” 15th International SolarPACES Symposium on Solar Thermal Concentrating Technologies, Berlin, Sept. 15–18, Paper No. 16541.
Bernhard, R. , Laabs, H.-G. , Lalaing, J. , Eck, M. , Eickhoff, M. , Pottler, K. , Morin, G. , Heimsath, A. , Georg, A. , and Häberle, A. , 2009, “ Linear Fresnel Collector Demonstration on the PSA—Part I: Design, Construction and Quality Control,” 15th International SolarPACES Symposium on Solar Thermal Concentrating Technologies, Berlin, Sept. 15–18.
SolarPACES, 2014, “ CSP Projects Around the World,” SolarPACES, Almeria, Spain, accessed Apr. 4, 2016, www.solarpaces.org
Brand, B. , Boudghene Stambouli, A. , and Zejli, D. , 2012, “ The Value of Dispatchability of CSP Plants in the Electricity Systems of Morocco and Algeria,” Energy Policy, 47, pp. 321–331. [CrossRef]
Gu, X. , Taylor, R. A. , Morrison, G. , and Rosengarten, G. , 2014, “ Theoretical Analysis of a Novel, Portable, CPC-Based Solar Thermal Collector for Methanol Reforming,” Appl. Energy, 119, pp. 467–475. [CrossRef]
Morin, G. , Dersch, J. , Platzer, W. , Eck, M. , and Häberle, A. , 2012, “ Comparison of Linear Fresnel and Parabolic Trough Collector Power Plants,” Sol. Energy, 86(1), pp. 1–12. [CrossRef]
IRESEN, 2015, “ IRESEN,” Research Institute for Solar Energy and New Energies, Rabat, Morocco, accessed May 22, 2017, http://www.iresen.org/
IRESEN, 2012, “ CHAMS Project,” Institute of Research on Solar and New Energy (IRESEN) Call for Projects Innotherm I & Innotherm II—2012, Rabat, Morocco, Grant No. 3 087 556 MAD.
Montes, M. J. , Rubbia, C. , Abbas, R. , and Martínez-Val, J. M. , 2014, “ A Comparative Analysis of Configurations of Linear Fresnel Collectors for Concentrating Solar Power,” Energy, 73, pp. 192–203. [CrossRef]
Cheng, Z. D. , He, Y. L. , Du, B. C. , Wang, K. , and Liang, Q. , 2015, “ Geometric Optimization on Optical Performance of Parabolic Trough Solar Collector Systems Using Particle Swarm Optimization Algorithm,” Appl. Energy, 148, pp. 282–293. [CrossRef]
Zhu, G. , 2016, “ New Adaptive Method to Optimize the Secondary Reflector of Linear Fresnel Collectors,” Sol. Energy, 144, pp. 117–126.
Moghimi, M. A. , Craig, K. J. , and Meyer, J. P. , 2015, “ Optimization of a Trapezoidal Cavity Absorber for the Linear Fresnel Reflector,” Sol. Energy, 119, pp. 343–361. [CrossRef]
Wendelin, T. , 2003, “ Soltrace: A New Optical Modelling Tool for Concentrating Solar Optics,” ASME Paper No. ISEC2003-44090.
Garcia, P. , Ferriere, A. , and Bezian, J.-J. , 2008, “ Codes for Solar Flux Calculation Dedicated to Central Receiver System Applications: A Comparative Review,” Sol. Energy, 82(3), pp. 189–197. [CrossRef]
Leary, P. L. , and Hankins, J. D. , 1979, “ User’s Guide for MIRVAL: A Computer Code for Comparing Designs of Heliostat-Receiver Optics for Central Receiver Solar Power Plants,” Sandia National Laboratories, Livermore, CA, Technical Report No. SAND77-8280.
Biggs, F. , and Vittitoe, C. N. , 1976, “ The Helios Model for the Optical Behavior of Reflecting Solar Concentrators,” Sandia National Laboratories, Livermore, CA, Technical Report No. SAND76-0347.
Blanco, M. J. , Amieva, J. M. , and Mancilla, A. , 2005, “ The Tonatiuh Software Development Project: An Open Source Approach to the Simulation of Solar Concentrating Systems,” ASME Paper No. IMECE2005-81859.
Kistler, B. L. , 1986, “ A User’s Manual for DELSOL3: A Computer Code for Calculating the Optical Performance and Optimal System Design for Solar Thermal Central Receiver Plants,” Sandia National Laboratories, Livermore, CA, Technical Report No. SAND86-8018.
Zhu, G. , Wendelin, T. , Wagner, M. J. , and Kutscher, C. , 2014, “ History, Current State, and Future of Linear Fresnel Concentrating Solar Collectors,” Sol. Energy, 103, pp. 639–652. [CrossRef]
Sait, H. H. , Martinez-Val, J. M. , Abbas, R. , and Munoz-Anton, J. , 2015, “ Fresnel-Based Modular Solar Fields for Performance/Cost Optimization in Solar Thermal Power Plants: A Comparison With Parabolic Trough Collectors,” Appl. Energy, 141, pp. 175–189. [CrossRef]
Roccia, J. P. , Coustet, C. , and Paulin, M. , 2012, “ Hybrid CPU/GPU KD-Tree Construction for Versatile Ray Tracing,” Eurographics, pp. 13–16.
Spencer, G. H. , and Murty, M. V. R. K. , 1962, “ General Ray-Tracing Procedure,” J. Opt. Soc. Am., 52(6), pp. 672–678. [CrossRef]
Abbas, R. , and Martínez-Val, J. M. , 2017, “ A Comprehensive Optical Characterization of Linear Fresnel Collectors by Means of an Analytic Study,” Appl. Energy, 185, pp. 1136–1151.
Facão, J. , and Oliveira, A. C. , 2010, “ Simulation of a Linear Fresnel Solar Collector Concentrator,” Int. J. Low-Carbon Technol., 5(3), pp. 125–129. [CrossRef]
Qiu, Y. , He, Y. L. , Zhu, H. H. , and Zhang, K. , 2016, “ Aiming Strategy Optimization for Uniform Solar Flux Distribution in the Receiver of a Linear Fresnel Reflector Using Genetic Algorithm,” Xi'™an Jiaotong University, Xi'an, China, pp. 3–7.
Reda, I. , and Andreas, A. , 2004, “ Solar Position Algorithm for Solar Radiation Applications,” Sol. Energy, 76(5), pp. 577–589.
El Alj, S. , Al Mers, A. , Boutammachte, N. , Bouatem, A. , and Merroun, O. , 2014, “ Modeling and Simulation of a Linear Fresnel Solar Collector,” International Renewable and Sustainable Energy Conference (IRSEC), Ouarzazate, Morocco, Oct. 17–19, pp. 770–773.


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Fig. 1

Schematic representation of the LFR prototype constituted of four modules with an aperture receiver flat plane

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Fig. 3

Monte Carlo algorithm describing the path of incident sun rays through solar field components

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Fig. 2

Schematic representation of a single mirror unit reflecting radiation to the receiver aperture plane

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Fig. 10

Schematic representation of the geometrical parameters investigated for optimization purpose

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Fig. 12

Percentage of heliostat surface that suffers shading along a summer day (a) and along winter day (b) versus the normalized transversal mirror position

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Fig. 13

Average optical efficiency values according to the height and width of the receiver

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Fig. 5

Mirror orientation angle ψ and its determinants for: (a) mirrors located at the left of the receiver and (b) mirrors located at the right of the receiver

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Fig. 6

Flowchart of opsol code

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Fig. 7

LFR solar field module reproduced using opsol code

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Fig. 8

Comparison between simulation results between opsol and Tonatiuh: diurnal power collected over the aperture plan for typical days of the year, representing thereby the four seasons: (a) autumn and winter and (b) spring and summer

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Fig. 9

Diurnal optical efficiency, shading, and blocking effects obtained by opsol and Tonatiuh codes for real measured DNI along the day May 12, 2015 via a solar monitoring station installed in Meknes (33° 53′ 36′′ N, 5° 32′ 50′′ O)

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Fig. 14

Average optical efficiency values according to the diameter and position of the absorber tube

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Fig. 15

Front view of the LFR prototype developed

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Fig. 11

Optimization results obtained using opsol code for two seasons (1—summer and 2—winter): (a) averaged amount of shading and blocking losses (W/m2) and (b) averaged optical efficiency (%)



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