1 / 1

Results and Discussion

MJQDSCs: High Efficiency, Low C ost . Conclusions. Results and Discussion. Multijunction solar cells, with multilayer structures and each layer fine-tuned to absorb and convert specific energy bands of sunlight, have been demonstrated to bypass the Shockley-Queisser Limit.

macha
Télécharger la présentation

Results and Discussion

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. MJQDSCs: High Efficiency, Low Cost Conclusions Results and Discussion • Multijunction solar cells, with multilayer structures and each layer fine-tuned to absorb and convert specific energy bands of sunlight, have been demonstrated to bypass the Shockley-Queisser Limit. • It is generally accepted that multijunction solar cells are the key to improving efficiency. However, constructing effective multijunction solar cells integrating many different materials can be prohibitively expensive. • An idea has been proposed that the same materials, with the help of varying sizes of quantum dots, can be used for different stacks. This is the idea of multijunction quantum dot solar cells (MJQDSCs). • Following is a schematic showing a MJQDSC. Photons of various energies (depicted as red, green, and blue rays) are absorbed by a particular layer of specifically-sized quantum dots, with their energy converted to electricity, depicted as electrons (e-). This ensures improved efficiency in solar cells. • Maximum 50.0%, 57.5%, 66.1% and 75.0%-efficiency 2,3, 5, and 9-junction lead sulfide (PbS) quantum dot solar cells, respectively, were designed using Monte Carlo simulation, up to 2.23 times conventional solar cell maximum efficiency of 33.7% and about 4 times efficiency of current commercial solar cells. • By combining quantum mechanical predictions and Monte Carlo simulation, the first ever novel model to design and optimize multijunction quantum dot solar cells was developed and tested to quickly design and optimize multijunction quantum dot solar cells, cutting design and testing time from months or even years to merely days or hours of computation. • This model has an open architecture capable of utilizing absorption properties either obtained theoretically or experimentally, enabling rapid calibration of data and refinement of predictive abilities in the future. Using a grid of 0.5 nm for PbS quantum dot diameter and Monte Carlo modeling as discussed above, various MJQDSCs were designed and evaluated. Their efficiencies were calculated and compared. Following is the progression of energy spectra for best designs of 2, 3, 5 and 9-layer MJQDSCs. With a fixed total thickness, the spectral change at each quantum dot layer were tracked and plotted. The highest-efficiency PbS MJQDSC designs identified with this model are listed below. Within these MJQDSC designs, a detailed breakdown of how each layer contributes was obtained through this model. As expected, since the total thickness is held constant for comparison, increasing the number of quantum dot layers leads to higher efficiency. Nearly 80% intrinsic efficiency is achievable with 9 QD stacks. Of course, the incremental improvement decreases as the number increases; diminishing return is observed. Utilizing excellent traceability at the individual photon level in this model, statistical analysis was performed to assess the effectiveness of all aspects of these solar cells. For example, for the best 9-stack MJQDSC design, a set of detailed indicators were calculated and used to access the impact of each factor on total efficiency. Accounting for thermodynamic effect due to the Carnot principle, the maximum efficiencies for optimized designs aided by the model were calculated. e- e- e- e- e- e- e- e- e- References Altermatt, P. P. (2011). The Photovoltaic Principle. Sydney, Australia: PV Lighthouse. Ameri, T., Li, N., & Brabec, C. J. (2013, June). Highly efficient organic tandem solar cells. Energy & Environmental Science, pp. 2390-2413. Auger, P. (1923). Sur les rayons β secondairesproduitsdans un gaz par des rayons X. ComptesRendus de l'Académie des Sciences, 169-171. BBC Research. (2011, February). Quantum Dots: Global Market Growth and Future Commercial Prospects. Becker, A. (2013). Measuring the Universe. Boulder, CO: Department of Physics, University of Colorado at Boulder. Bent, S. (2013, September 23). Quantum Dot Solar Cell. Palo Alto, CA, USA. Bent, S. F., Brennan, T. P., Trejo, O., Roelofs, K. E., Xu, J., & Prinz, F. B. (2013, May 29). Efficiency enhancement of solid-state PbS quantum dot-sensitized solar cells with Al2O3 barrier layer. Journal of Materials Chemistry A, pp. 7566-7571. Bird, B. R., Stewart, W. E., & Lightfoot, E. N. (1960). Transport Phenomena. New York: John Wiley & Sons, Inc. Cho, E.-C., Park, S., Hao, X., Song, D., Conibeer, G., Park, S.-C., & Green, M. A. (2008, May 9). Silicon quantum dot/crystalline silicon solar cells. Nanotechnology, p. 245201. Chukwuocha, E., & Onyeaju, M. (2012, August). Effect of Quantum Confinement on The Wavelength of CdSe, ZnS And GaAs Quantum Dots (Qds). International Journal of Scientific & Technology Research, pp. 21-24. De Vos, A. (1980). Detailed balance limit of the efficiency of tandem solar cells. Journal of Physics D: Applied Physics, 839-846. den Haan, J. (2009). Solar Power. Retrieved August 6, 2012 Derkacs, D. (2013, August 20). SJ3 Concentrator Solar Cell. Retrieved from NREL Continuum: http://www.nrel.gov/continuum/spectrum/awards.cfm DiNezza, M., & Li, J. (2008, 12 10). Derivation of Optical Absorption Coefficient in Direct Semiconductors. Phoenix, AZ: Arizona State University. Retrieved from Derivation of Optical Absorption Coefficient in Direct Semiconductors. Dubertret, B. (2012, December 28). Quantum Dots. Retrieved from ExtremeTech: http://www.extremetech.com/wp-content/uploads/2012/12/quantum_dots_c.jpg Ellingson, R. J., Beard, M. C., Johnson, J. C., Yu, P., Micic, O. I., Nozik, A. J., . . . Efros, A. L. (2005). Highly Efficient Multiple Exciton Generation in Colloidal PbSe and PbS Quantum Dots. Nano Letters Vol. 5, No. 5, 865-871. Filonovich, S. (2013). 2nd and 3rd generation PV devices with nano-silicon. Optical Science & Engineering Seminar Series. Albuquerque: University of New Mexico. Gimenez, S. e. (2010, June). Determination of limiting factors of photovoltaic efficiency in quantum dot sensitized solar cells: Correlation between cell performance and structural properties. Journal of Applied Physics, p. 064301. Gueymard, C. (2013). Reference Solar Spectral Irradiance. Golden, CO: NREL Renewable Resource Data Center. Hachiya, S. e. (2011, May). Dependences of the optical absorption and photovoltaic properties of CdS quantum dot-sensitized solar cells on the CdS quantum dot adsorption time. Journal of Applied Physics, p. 054319. Hall, R. (1952). Electron-Hole Recombination in Germanium. Physical Review, 387. Hecht, J. (2001). Semiconductor Basics. In J. Hecht, Understanding Lasers. Hoboken, NJ: John Wiley & Sons, Inc. Henry, C. (1980). Limiting efficiencies of ideal single and multiple energy gap terrestrial solar cells. Journal of Applied Physics, p. 4494. Hirst, L., & Ekins-Daukes, L. (2009). Fundamental Losses in Solar Cells. 24th European Photovoltaic Solar Energy Conference and Exhibition. London: Imperial College Press. Honsberg, C., & Bowden, S. (2012, May). Standard Solar Spectra. Retrieved August 11, 2012 Ishiwata, S., Shiomi, Y., Lee, J., Bahramy, M., Suzuki, T., Uchida, M., . . . Tokura, Y. (2013). Extremely high electron mobility in a phonon-glass semimetal. Nature Materials, 512-517. Jean, J., Chang, S., Brown, P. R., Cheng, J. J., Rekemeyer, P. H., Bawendi, M. G., . . . Bulović, V. (2013, May 28). ZnO Nanowire Arrays for Enhanced Photocurrent in PbS Quantum Dot Solar Cells. Advanced Materials, pp. 2790–2796. Jiang, C.-W., & Green, M. A. (2006, November). Silicon quantum dot superlattices: Modeling of energy bands, densities of states, and mobilities for silicon tandem solar cell applications. Journal of Applied Physics, p. 114902. Jost, S. D. (2011). Linear Correlation. Chicago: DePaul University. Judkins, Z. S. (2007). A market analysis for high efficiency multi-junction solar cells grown on SiGe. Cambridge, MA: Massachusetts Institute of Technology. Kharchenko, N., & Kharchenko, V. (2013). Advanced Energy Systems, Second Edition. Boca Raton, FL: CRC Press: Taylor & Francis Group. Klimeck, G., Bjaalie, L., Steiger, S., Ebert, D., Kubin, T. C., Mannino, M., . . . Povolotskyi, M. (2011, January 27). Quantum Dot Lab. Retrieved November 21, 2012, from NanoHUB: https://nanohub.org/tools/qdot Klimeck, G., Lee, S., & Ryu, H. (2008). Introduction to Quantum Dot Lab. Retrieved August 11, 2012, from NanoHUB: https://nanohub.org/resources/4194 Kurtz, S. (2006). High-efficiency, multijunction solar cells for large-scale solar electricity generation. American Physical Society March 2006Meeting. American Physical Society. Lapedes, D. (1978). Dictionary of Scientific & Technical Terms: Second Edition. New York: McGraw-Hill. Lipovskii, A., Kolobkova, E., Petrikov, V., Kang, I., Olkhovets, A., Krauss, T., . . . Kycia, S. (1997). Synthesis and characterization of PbSe quantum dots in phosphate glass. Applied Physics Letters, 3406-3408. Lush, G. B. (2003). The Energy Band Model; EE 3329 Electronic Devices. El Paso, TX: University of Texas at El Paso. Marcus, R., Uzer, T., & Connor, J. (1984, May 15). Eigenvalues of the Schrodinger equation for a periodic potential with nonperiodic boundary conditions: A uniform semiclassical analysis. Journal of Chemical Physics, pp. 5095-5108. Markvart, T. (2007). Thermodynamics of losses in photovoltaic conversion. Applied Physics Letters, p. 064102. McKendry, C. (2010, August). Evaluating Alternative Solutions for Solar PV. Retrieved from Sustainability Engineering and Practice: http://ee80s.pbworks.com/w/page/27776775/Lab%205%3A%20Evaluating%20Alternative%20Solutions%20for%20Solar%20PV Metiu, H. (2005). Particle in a Box. In Quantum Mechanics. Santa Barbara, CA: University of California Press. Miller, D. A. (1996). Optical Physics of Quantum Wells. Institute of Physics: Quantum Dynamics of Simple Systems, pp. 239-266. MIT Microsystems Technology Laboratories. (2013, May 29). Balance is key to making quantum-dot solar cells work. Retrieved from Microsystems Technology Laboratories: Massachusetts Institute of Technology: http://www-mtl.mit.edu/news/archives/2013/05/balance_is_key.html Moebius, E. (2012, June 18). Amount of Energy the Earth Gets from the Sun. Retrieved from NASA's Cosmicopia: http://helios.gsfc.nasa.gov/qa_sun.html Myles, C. W. (2010). Quantum Confinement; PHYS 5335 Physics of Semiconductors. Lubbock, TX: Texas Tech University. Myong, S. (2007, January). Recent progress in inorganic solar cells using quantum structures. Recent patents on nanotechnology, pp. 67-73. National Center for Photovoltaics. (2012, July 23). National Center for Photovoltaics. Retrieved August 8, 2012, from National Center for Photovoltaics: http://www.nrel.gov/ncpv/ National Renewable Energy Laboratory. (2005, May 23). Quantum Dot Materials Can Reduce Heat, Boost Electrical Output. Retrieved August 6, 2012 National Renewable Energy Laboratory. (2013, November). Research Cell Efficiency Records. Retrieved from National Center for Photovoltaics: http://www.nrel.gov/ncpv/images/efficiency_chart.jpg National Science Foundation. (2012). Network for Computational Nanotechnology (NCN). Arlington, VA: National Science Foundation. Navaneethan, M., Nisha, K., Ponnusamy, S., & Muthamizchelvan, C. (2009). Optical, Structural, and Surface Morphological Studies of N-Methylaniline Capped Lead Sulphide Nanoparticles. Reviews on Advanced Materials Science, 217-224. Nordlund, K. (2005). Quantum mechanics and electronic properties of nanostructures.Helsinski, Finland: University of Helsinski Division of Materials Physics. Okada, Y. (2009). Research on Future Generation Solar Cells and Materials. Retrieved from The University of Tokyo: School of Engineering: http://www.ee.t.u-tokyo.ac.jp/gcoe/webmart_en/2009/09/research-on-future-generation.shtml Phifer, A. (2011, December 21). Notre Dame researchers develop paint-on solar cells. Notre Dame Newswire. Retrieved August 7, 2012 Polman, A., & Atwater, H. A. (2012). Photonic design principles for ultrahigh-efficiency photovoltaics. Nature Materials, 174–177. Reed, M. A. (1993). Quantum Dots. Scientific American, 118-123. Sanderson, K. (2009, June 10). Quantum dots go large. Retrieved from Nature: International Weekly Journal of Science: http://www.nature.com/news/2009/090610/full/459760a.html Santra, P., & Kamat, P. V. (2012, December 18). Tandem-Layered Quantum Dot Solar Cells: Tuning the Photovoltaic. Journal of the American Chemical Society, pp. 877-885. Sargent, T., Carey, G. H., Chou, K. W., Yan, B., Kirmani, A. R., & Amassian, A. (2013, April 25). Materials processing strategies for colloidal quantum dot solar cells: advances, present-day limitations, and pathways to improvement. Materials Research Society Communications, pp. 83-90. Schrodinger, E. (1926, December). An Undulatory Theory of the Mechanics of Atoms and Molecules. Physical Review, pp. 1049-1070. Semonin, O., Luther, J. M., & Beard, M. C. (2012, March 26). Multiple exciton generation in a quantum dot solar cell. SPIE (International Society for Optics and Photonics) Newsroom. Shalizi, C. R. (2013). Monte Carlo, and Other Kinds of Stochastic Simulation. Ann Arbor, MI: University of Michigan Center for the Study of Complex Systems. Shockley, W., & Queisser, H. J. (1961). Detailed Balance Limit of Efficiency of p-n Junction Solar Cells. Journal of Applied Physics, 510-519. Shockley, W., & Read, W. (1952). Statistics of the Recombinations of Holes and Electrons. Physical Rev, 835-842. Shoji, Y., Akimoto, K., & Okada, Y. (2012, June). Optical properties of multi-stacked InGaAs/GaNAs quantum dot solar cell fabricated on GaAs (311)B substrate. Journal of Applied Physics, p. 064314. Siklitsky, V. (2001). Si - Silicon. Retrieved from New Semiconductor Materials: Characteristics and Properties: http://www.ioffe.rssi.ru/SVA/NSM/Semicond/Si/bandstr.html Styer, D. F. (2012). Efficiency of a Carnot engine. Oberlin, OH: Oberlin College Department of Physics and Astronomy. Sun, X., Dong, Y., Li, C., & Liu, X. (2010). Photoluminescence Spectra of PbSe Quantum Dots with Different Reaction Time and Temperature. Materials Science Forum: Optoelectronic Materials, 405-408. Timp, B. A., & Zhu, X. Y. (2010). Electronic energy alignment at the PbSe quantum dots/ZnO(1010) interface. Surface Science, 1335-1341. University of Toronto: Faculty of Applied Science and Engineering. (2010, August 3). New Inexpensive Solar Cell Design is Pioneered. Engineering in the News. Van Zeghbroek, B. (2011). Principles of Semiconductor Devices. Boulder, CO: University of Colorado at Boulder Dept. of Electrical, Computer, & Energy Engineering. Wan, Y. (2003). Radiative and Nonradiative Recombination. Plano, TX: Lyle School of Engineering. Winston, W. L. (2007). Data Analysis and Business Modeling. San Francisco: O'Reilly. Wolf, O., Dasog, M., Yang, Z., Balberg, I., JGC, V., & Millo, O. (2013, May 10). Doping and Quantum Confinement Effects in Single Si Nanocrystals Observed by Scanning Tunneling Spectroscopy. Nano Letters, pp. 2516-2521. Woller, J. (1996). The Basics of Monte Carlo Simulations. Lincoln, NE: University of Nebraska-Lincoln, Physical Chemistry Lab. Yoshida, S. (1991, April 23). Patent No. 5,009,719. United States. Young, M. (2013). The silicon solar cell. Santa Barbara, CA: Santa Barbara City College. Objective • Multijunction quantum dot solar cells are a relatively new concept proposed in the past few years. No commercial products exist. Researchers are in the exploration stage, focusing on understanding fundamental properties of quantum dots to utilize their properties. • This project attempts to find a new path to achieve breakthroughs. Colloidal PbS quantum dots, the best experimentally-studied low-cost system, are utilized. Absorption properties using quantum mechanical modeling are integrated using Monte Carlo simulation to predict photon and quantum dot interactions, which in turn are used to calculate the intrinsic solar cell efficiency to design MJQDSCs.

More Related