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Modeling the degradation/recovery of open-circuit voltage in perovskite and thin film solar cells

机译:模拟钙钛矿和薄膜太阳能电池中开路电压的退化/恢复

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Developing theories behind the degradation/recovery of polycrystalline perovskite and thin film solar cells is essential in promoting the stability of such devices under stress conditions. Here we propose a novel approach to model the variation of open-circuit voltage by time, V-oc(t) for perovskite, CdTe, CIGS and CZTS-based solar cells. Several time-dependent equations have been derived and fitted with the experimental data on degradation/recovery of V-oc under stress of light, bias, moisture and temperature. Any stress condition will change the defect density across the absorber layer of a solar cell. This will in turn effect on the saturation current density, depletion width and finally on the V-oc of a device. A good fit has been obtained between these proposed models and the data reported in the literature on degradation rate of V-oc. In some cases more than one model is required to fit with the data as urges by the non-crystalline nature of perovskite and thin film materials and specific influence of every stress condition (i.e. prolonged irradiation, elevated temperature or air humidity) on materials properties and defect profile across the device. Therefore, the distribution of defects may change by time depend on the intensity, type of the stress or recovery process. Different than previous believes, we showed that V-oc, as a measure of recombination rate and carrier collection efficiency of a device, may follow 8 different time-dependent models. (C) 2016 Elsevier Ltd. All rights reserved.
机译:发展多晶钙钛矿和薄膜太阳能电池的降解/回收背后的理论,对于提高这种器件在压力条件下的稳定性至关重要。在这里,我们提出了一种新颖的方法来模拟钙钛矿,CdTe,CIGS和CZTS太阳能电池的开路电压随时间的变化V-oc(t)。推导了几个与时间有关的方程,并与在光,偏压,湿度和温度的应力下V-oc的降解/恢复的实验数据拟合。任何应力条件都会改变整个太阳能电池吸收层的缺陷密度。反过来,这将影响饱和电流密度,耗尽宽度,并最终影响器件的V-oc。在这些提出的模型与文献中有关V-oc降解率的数据之间取得了很好的拟合。在某些情况下,钙钛矿和薄膜材料的非晶体性质以及每种应力条件(例如长时间照射,高温或空气湿度)对材料性能和性能的特定影响,都需要一个以上的模型来拟合数据。设备上的缺陷概况。因此,缺陷的分布可能随时间而变化,具体取决于强度,应力类型或恢复过程。与以前的观点不同,我们表明V-oc作为设备重组率和载流子收集效率的量度,可以遵循8种不同的时间依赖性模型。 (C)2016 Elsevier Ltd.保留所有权利。

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