Please use this identifier to cite or link to this item: http://hdl.handle.net/11455/4247
標題: 太陽能電池集光板之次波長微結構研究
Optical Design and Simulation of Periodic Subwavelength-Structure for Solar Cell Concentrator
作者: 王俊融
Wang, Chun-Jung
關鍵字: solar cells
太陽能
subwavelength structures
solar spectrum
solar concentrators
次波長微結構
太陽光頻譜
菲涅爾聚光透鏡
出版社: 精密工程學系所
引用: [1] 劉博文,”半導體元件物理”,高立圖書有限公司,2003 [2] 劉博文,”光電元件導論”,全威圖書有限公司,民國96年 [3] http://www.kson.com.tw/chinese/study_23-6.htm [4] Chia-Jen Ting, Chi-FengChen, Chin-Ju Hsu,” Subwavelength structured surfaces with a broadband antireflection function analyzed by using a finite difference time domain method”, Optik 121, 2010, 1069–1074 [5]謝尚融,” 次波長結構光碟片對光封存效應之研究 ”,國立中興大學機械工程所碩士論文,民國97年 [6] Eric B. Grann, M. G. Moharam, “Comparison between continuous and discrete subwavelength grating structures for antireflection surfaces”, Optical Society of America, 1995, Vol. 13, No.5 [7] 柯博諭,”底面入光導光板之最佳化光學設計與模擬”,國立中興大學精密工程研究所碩士論文,民國97年 [8]Eugene Hecht, ”OPTIC” , Addison Wesley, 4th edition [9] David K.. Cheng, ”Field and Wave Electromagnatics ”, Addison Wesley, 2nd edition [10] SPEOS 2005 User’s guide [11] C.C Tuck, “Effective Medium Theory: Principles and Application “ , Oxford University Press(1999). [12] M. G. Moharam, et al,“ Diffraction analysis of dielectric surface-relief grating “ , Journal of the Optical Society of America 72(10), 1385-1392( 1982) [13] M. G. Moharam, et al,“Rigorous coupled wave analysis of planer-grating diffraction “, Journal of the Optical Society of America 71(7), 811-818(1981). [14] 周昱宏,”矽基材料共振波導光柵之濾波器”,國立中央大學光電科學研究所碩士論文,民國94年。 [15] M. G. Moharam, et al, ““Artificial uniaxial and biaxial dielectrics with use of two-dimensional sub-wavelength binary gratings “ , Journal of the Optical Society of America A(11), 2695 (1994). [16] S. Sinzinger and J. Jahns, Microoptics, Wiley-Vch, New York, 166 (1999) [17] R. C. Tyan, P. C. Sun, A. Scherer, and Yeshayahu, “Polarizing beam splitter based on anisotropic spectral reflectivity characteristic of form-birefringent multilayer gratings “, Opt. Let. 21, 761 (1996) [18] Kaspar F.G. ”Diffraction by thick, periodically stratified grating with complex dielectric constant,” J. Opt. Soc. Am. 63, 37(1973) [19] Knop K. “Rigorous diffraction theory for transmission phase grating with deep rectangular grooves,”J. Opt. Soc. Am. 68 1206(1978) [20] 陳朝欽,” 長烷鏈規則樹枝狀高分子之製備及其超疏水效應研究”, 國立中興大學化學工程研究所碩士論文,民國96年
摘要: 近年來由於節能環保意識日漸抬頭,綠色能源科技已受到全世界重視,其中以太陽能電池科技更是其中重要的一環,然而目前三五族聚光型太陽能電池雖然在效能上已超過矽基板太陽能電池,但其上方之菲涅爾聚光透鏡仍有(1)介面反射之Fresnel loss(菲涅爾損失)偏高和(2)易堆積灰塵影響集光性兩項缺點。故本論文利用嚴格耦合波理論搭配波動光學設計軟體,對實際太陽能光譜進行加權計算後,獲得一最佳化之次波長表面微結構,其結果證實此一結構可降低反射損失75%以上,並可將水滴接觸角由62°提升至84°,可有效達成集光鏡表面提升穿透率及自我清潔之目的。
The trend of energy saving and environment protection have been very popular and important in recent years. Green energy technology is the key issue of energy strategy and the solar cell energy is one of the super stars among them. So far III-V the compound solar cell has outweighed its solar based opponent, but there are still two problems existed in the Fresnel concentrator needed to be solved. First is the Fresnel loss in the interface of lens is still high, which also affects the performance; and the other is that the aggregation of the dusts which reduces its collection efficiency substantially. In this thesis, a wave optics software utilizing rigorous coupled wave theory is employed to design an optimized subwavelength structure for a weighted solar spectrum. The results show that this structure can reduce the reflection by 75% and increase the contact angle of water from 62 to 84.
URI: http://hdl.handle.net/11455/4247
其他識別: U0005-1002201117553500
文章連結: http://www.airitilibrary.com/Publication/alDetailedMesh1?DocID=U0005-1002201117553500
Appears in Collections:精密工程研究所

文件中的檔案:

取得全文請前往華藝線上圖書館



Items in DSpace are protected by copyright, with all rights reserved, unless otherwise indicated.