温度和磁场作用下硅片太阳能电池的最佳宽度测定

D. Faye, S. Gueye, M. Ndiaye, Mamadou Lamine Ba, Ibrahima Diatta, Youssou Traoré, Masse Samba Diop, G. Diop, A. Diao, G. Sissoko
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引用次数: 11

摘要

本文研究了硅太阳电池片层厚度的确定问题。(p)基区构成晶圆片厚度的大部分。这种厚度一直是限制太阳能电池性能的一个因素,因为它产生最大数量的电荷,有助于光电流。确定晶圆片的厚度不能仅仅是机械的。它考虑了过量少数载流子产生-扩散-重组的内部物理机制。它们还会受到温度、磁场等外部因素的影响。在这种情况下,需要对片层基硅太阳电池中多余的少数载流子应用磁输运方程。得到了最大的扩散系数,这是洛伦兹定律和乌姆克拉普过程的结果。然后从光电流出发,导出了最大扩散系数和厚度相关的后表面复合速度表达式。后表面复合校正曲线随片层宽度的变化曲线,得到其最大值,槽截距点。然后得到片层的最佳宽度,温度和磁场都依赖并以关系表示,以显示精化过程中所需的基厚度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Lamella Silicon Solar Cell under Both Temperature and Magnetic Field: Width Optimum Determination
This work deals with determining the optimum thickness of the lamella wafer of silicon solar cell. The (p) base region makes up the bulk of the thickness of the wafer. This thickness has always been a factor limiting the performance of the solar cell, as it produces the maximum amount of electrical charges, contributing to the photocurrent. Determining the thickness of the wafer cannot be only mechanical. It takes into account the internal physical mechanisms of generation-diffusion-recombination of excess minority carriers. They are also influenced by external factors such as temperature and magnetic field. Under these conditions, magneto transport equation is required to be applied on excess minority carrier in lamella base silicon solar cell. It yields maximum diffusion coefficient which result on Lorentz law and Umklapp process. Then from photocurrent, back surface recombination velocity expressions are derived, both maximum diffusion coefficient and thickness dependent. The plot of the back surface recombination calibration curves as function of lamella width, leads to its maximum values, trough intercept points. Lamella optimum width is then obtained, both temperature and magnetic field dependent and expressed in relationships to show the required base thickness in the elaboration process.
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