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New Simplified Model of Back Surface Field Polycrystalline Silicon Solar Cells.

Authors :
Ouafia, Belaidi
Yamina, Bourezig
Attouya, Bouzidi
Redouane, Miloua
Khalid, Toumi
Mohammed, Khadraoui
Source :
Mathematical Modelling of Engineering Problems; Mar2024, Vol. 11 Issue 3, p588-598, 11p
Publication Year :
2024

Abstract

Here, an analytical model is proposed to solve in two dimensions the transport equations of the minority carriers, using the method of separation of variables. The present approach considers that the solar cell is composed, in addition to emitter and base regions, of a non-uniformly doped thin region at the back cell to improve the device output parameters. The model is used to investigate the influence of built-in electric field, grain size and recombination velocities (Sgb and Sb for the grain boundary and back surface respectively) on the distribution of excess carriers and the consequent photovoltaic characteristics. The results showed that, as compared to a typical n+p structure, the addition of a p+ rear surface field region enhances the solar cell's output characteristics under the AM1.5 spectrum. An optimum increase in conversion efficiency, open circuit voltage and photocurrent density were found to be 7.2% (from 14% to 15.02%), 6.4% and 5%, respectively. This demonstrates the potential of BSF cell designs to meaningfully improve commercial polycrystalline silicon solar cell's performance. Additional results indicate that higher performance parameters result from increasing grain size and decreasing grain boundary recombination velocity, and that only a modest electric field is sufficient to eliminate the impact of surface recombination velocity for values less or equal to approximately 5.10³ cm.s<superscript>-1</superscript>. Besides, to validate our approach, the values obtained for photovoltaic quantities were compared with other results reported in literature. A good agreement is found. [ABSTRACT FROM AUTHOR]

Details

Language :
English
ISSN :
23690739
Volume :
11
Issue :
3
Database :
Complementary Index
Journal :
Mathematical Modelling of Engineering Problems
Publication Type :
Academic Journal
Accession number :
176380014
Full Text :
https://doi.org/10.18280/mmep.110302