Paper
7 December 2013 Anti-reflection properties of spherical top nanowire arrays for solar cell applications
Author Affiliations +
Proceedings Volume 8923, Micro/Nano Materials, Devices, and Systems; 892351 (2013) https://doi.org/10.1117/12.2033803
Event: SPIE Micro+Nano Materials, Devices, and Applications, 2013, Melbourne, Victoria, Australia
Abstract
Nanowires (NW)/nanopillars (NP) have unique optical and electrical properties that make them attractive for photovoltaic applications. Important factors such as diameter, length and array density of the nanowires have investigated in the recent years or their effect on light trapping. In this work, we study the effect of varying the NWs top tip morphology, and find significant differences in optical response, both via simulations and experiments. In the simulations, optical performance of NW with flat top and spherical top were investigated. The simulated 3D model is a CNT/Cr/a-Si/ITO coaxial structure with total diameter of 760nm. Our results show that as the spacing of the NWgets smaller, the influence of the top morphology on the nanowires’ reflectance becomes more significant. For narrow spacing arrays (p<2d, where p is the period and d is the diameter of NWs) NW device with spherical top shows better antireflection performance than the one with flat top. This is due to the biomimetic antireflection (AR) effect introduced by the spherical top . For large spacing arrays (p<2d), AR effect introduced by spherical tops was almost negligible. It can be ascribed to the low volume concentration of the spherical top comparing to that of the planar surface. In addition, effect of structural defects were also
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Fei Tao, Jiacheng Chen, Feng He, and Hang Zhou "Anti-reflection properties of spherical top nanowire arrays for solar cell applications", Proc. SPIE 8923, Micro/Nano Materials, Devices, and Systems, 892351 (7 December 2013); https://doi.org/10.1117/12.2033803
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KEYWORDS
Nanowires

Spherical lenses

Reflection

Solar cells

Antireflective coatings

3D modeling

Autoregressive models

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