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Modeling of interfacial and bulk charge transfer in dye-sensitized solar cells

机译:染料敏化太阳能电池界面和散装电荷转移的建模

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A simple, first-principles mathematical model has been developed to analyze the effect of interfacial and bulk charge transfer on the power output characteristics of dye-sensitized solar cells (DSSCs). Under steady state operating conditions, the Butler-Volmer equation and Schottky barrier model were applied to evaluate the voltage loss at counter electrode/electrolyte and TiO_(2)/TCO interfaces, respectively. Experimental data acquired from typical DSSCs tested in our laboratory have been used to validate the theoretical J–V characteristics predicted by the present model. Compared to the conventional diffusion model, the present model fitted the experimental J–V curve more accurately at high voltages (0.65–0.8?V). Parametric studies were conducted to analyze the effect of series resistance, shunt resistance, interfacial overpotential, as well as difference between the conduction band and formal redox potentials on DSSCs’ performance. Simulated results show that a “lower-limit” of shunt resistance (10~(3)?Ωcm~(2)) is necessary to guarantee a maximized efficiency. The model predicts a linear relationship between open circuit voltage (V_(oc)) and photoanode temperature (T) with a slope of ?1?mV/°C, which is close to the experimental data reported in literature. Additionally, it is observed that a small value of overpotential (2.2?mV) occurs at the short-circuit condition (J_(sc)?=?10.5?mA/cm~(2)), which is in a close agreement with Volmer-Butler equation. This observation suggests that, compared to the maximum attainable voltage (700?mV), the overpotential values are small and can be neglected for platinum catalyst based DSSCs.
机译:已经开发了一种简单的第一原理数学模型,用于分析界面和散装电荷转移对染料敏化太阳能电池(DSSC)的功率输出特性的影响。在稳态操作条件下,应用管家 - Volmer方程和肖特基屏障模型分别用于评估对电极/电解质和TiO_(2)/ TCO接口的电压损耗。从我们实验室测试的典型DSSCs获取的实验数据已被用于验证本模型预测的理论J-V特性。与传统的扩散模型相比,本模型在高电压下更精确地安装了实验J-V曲线(0.65-0.8 v)。进行参数化研究以分析串联电阻,分流,界面过电位的影响,以及导通带和正式氧化还原电位的差异对DSSCS性能的影响。模拟结果表明,具有效率最大化的效率所需的“分流电阻(10〜(3)?ωcm〜(2))所需的”下限“。该模型预测开路电压(V_(OC))和光电码温度(T)之间的线性关系,其斜率为1?MV /°C,其接近文献中报告的实验数据。另外,观察到,在短路条件(J_(SC)= = 10.5?MA / CM〜(2))处发生较小的过电位(2.2?MV),这与Volmer密切一致-Butler方程。该观察结果表明,与最大可达到的电压(700μmV)相比,过电值较小,可忽略基于铂催化剂的DSSCs。

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