1. Modeling Edge Recombination in Silicon Solar Cells
- Author
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Matthias Müller, Andreas Fell, Nico Wöhrle, Stefan W. Glunz, Martin C. Schubert, Jonas Schön, and Publica
- Subjects
Silicon ,Herstellung und Analyse von hocheffizienten Solarzellen ,chemistry.chemical_element ,Device Properties ,02 engineering and technology ,Quokka ,Edge (geometry) ,silicon solar cell ,01 natural sciences ,7. Clean energy ,Molecular physics ,edge losses ,0103 physical sciences ,Spontaneous emission ,Electrical and Electronic Engineering ,Solarzellen - Entwicklung und Charakterisierung ,Diode ,010302 applied physics ,Physics ,modeling ,simulation ,021001 nanoscience & nanotechnology ,Condensed Matter Physics ,Electronic, Optical and Magnetic Materials ,Silicium-Photovoltaik ,High surface ,chemistry ,0210 nano-technology ,Recombination - Abstract
A new approach to model edge recombination in silicon solar cells is presented. The model accounts for recombination both at the edge of the quasi-neutral bulk as well as at an exposed space-charge-region (SCR), the latter via an edge-length-specific diode property with an ideality factor of 2: a localized J02, edge. The model is implemented in Quokka3, where the $J_{02,edge}$ is applied locally to the edges of the three-dimensional geometry, imposing less simplifying assumptions compared with the common way of applying it as an external diode. A “worst-case” value for $J_{02,{\rm{edge}}}$ , assuming very high surface recombination, is determined by fitting to full detailed device simulations which resolve the SCR recombination. A value of $\sim \text{19 nA/cm}$ is found, which is shown to be largely independent of device properties. The new approach is applied to model the impact of edge recombination on full cell performance for a substantial variety of device properties. It is found that recombination at the quasi-neutral bulk edge does not increase the $J_{02}$ of the dark J–V curve, but still shows a nonideal impact on the light J–V curve similar to the SCR recombination. This needs to be considered in the experimental evaluation of edge losses, which is commonly performed via fitting $J_{02}$ to dark J–V curves.
- Published
- 2018
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