Gallium content-dependent efficiency limits of CIGS solar cells at AM1.5G solar irradiance

IF 1.5 4区 工程技术 Q4 MATERIALS SCIENCE, MULTIDISCIPLINARY
A. Komilov
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引用次数: 3

Abstract

Abstract. The gallium content-dependent theoretical limit of the efficiencies of Cu  (  In  ,  Ga  )  Se2 solar cells were studied using a MATLAB model developed based on the Shockley–Queisser detailed balance. The developed model included the temperature dependence of the bandgap according to the gallium content. The original Shockley–Queisser detailed-balance and the developed model at the ASTM G173-03 AM1.5G solar irradiance were used to calculate the gallium content and solar cell temperature-dependent theoretical efficiency limits of a Cu  (  In1  −  xGax  )  Se2-based solar cell. Due to the spectral distribution of the solar irradiance, there were two “peaks” of efficiency: one at values of x around 0.2 prevails at lower temperatures and the other at values of x around 0.6 higher at temperatures above 0°C. Consequently, there is a “pit” with a minimum at x of around 0.5. Values of x corresponding to these values are higher for the temperature-dependent bandgap model. The calculated relative difference between the ultimate efficiency limit and the theoretical efficiency at x  =  0.3 at 310 K is <1  %  .
在AM1.5G太阳辐照度下CIGS太阳能电池镓含量相关的效率极限
摘要铜效率的镓含量相关理论极限  (  在里面  ,  Ga  )  Se2太阳能电池使用基于Shockley–Queisser详细天平开发的MATLAB模型进行研究。所开发的模型包括根据镓含量的带隙的温度依赖性。最初的Shockley–Queisser详细天平和ASTM G173-03 AM1.5G太阳辐照度开发的模型用于计算Cu的镓含量和太阳能电池温度相关的理论效率极限  (  In1  −  xGax  )  Se2基太阳能电池。由于太阳辐照度的光谱分布,效率有两个“峰值”:一个在较低的温度下x值约为0.2,另一个在0°C以上的温度下x值约为0.6。因此,在x处存在一个最小值约为0.5的“凹坑”。对于依赖于温度的带隙模型,对应于这些值的x的值更高。x处的极限效率极限与理论效率之间的计算相对差  =  310 K时的0.3小于1  %  .
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来源期刊
Journal of Photonics for Energy
Journal of Photonics for Energy MATERIALS SCIENCE, MULTIDISCIPLINARY-OPTICS
CiteScore
3.20
自引率
5.90%
发文量
28
审稿时长
>12 weeks
期刊介绍: The Journal of Photonics for Energy publishes peer-reviewed papers covering fundamental and applied research areas focused on the applications of photonics for renewable energy harvesting, conversion, storage, distribution, monitoring, consumption, and efficient usage.
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