薄膜太阳能电池的光电有限元模拟:初步结果

Tom H. Anderson, M. Faryad, T. Mackay, A. Lakhtakia, Rajendra Singh
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引用次数: 1

摘要

建立了一个二维有限元模型来模拟薄膜p-i-n结太阳能电池的光学和电学特性。为了初步评估模型的能力,允许一个或多个p-i-n结填充前后表面之间的区域;半导体层被认为是由三种不同的氢化非晶硅合金的混合物制成;利用复值相对光介电常数与带隙之间的经验关系;采用透明导电氧化层附着在太阳能电池的前表面;还有一个金属反射器,它可能是周期性波纹状的,应该是附着在背面的。首先求解频率域麦克斯韦假设,以确定太阳光子的吸收和随后产生的电子-空穴对,并采用AM1.5G太阳光谱表示入射太阳通量。然后,求解漂移扩散方程,跟踪电子和空穴密度向稳态的演化。我们模型的初步数值结果表明,通过将p-i-n结的数量从一个增加到三个,太阳能电池的效率可能会提高。在单个p-i-n结太阳能电池的情况下,通过结合周期性波纹背反射器,而不是平面背反射器,可以进一步提高效率。我们计划将二维有限元模型应用于更复杂的太阳能电池。
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Combined optical-electrical finite-element simulations of thin-film solar cells: preliminary results
A two-dimensional finite-element model was developed to simulate both the optical and electrical characteristics of thin-film, p-i-n junction, solar cells. For a preliminary assessment of the model’s capabilities, one or more p-i-n junctions were allowed to fill the region between the front and back surfaces; the semiconductor layers were taken to be made from mixtures of three different alloys of hydrogenated amorphous silicon; empirical relationships between the complex-valued relative optical permittivity and the bandgap were used; a transparent-conducting oxide layer was taken to be attached to the front surface of the solar cell; and a metallic reflector, which may be periodically corrugated, was supposed to be attached to the back surface. First the frequency-domain Maxwell postulates were solved in order to determine the absorption of solar photons and the subsequent generation of electron-hole pairs, with the AM1.5G solar spectrum taken to represent the incident solar flux. Next, the drift-diffusion equations were solved to track the evolution of electron and hole densities to a steady state. Preliminary numerical results from our model indicate that by increasing the number of p-i-n junctions from one to three, the solar-cell efficiency may be increased. The efficiency may be further increased by incorporating a periodically-corrugated back reflector, as opposed to a flat back reflector, in the case of a single p-i-n junction solar cell. We plan to apply the two-dimensional finite-element model for more complicated solar cells.
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