研究生: |
林文泉 Lin, Wen Chuan |
---|---|
論文名稱: |
二步相移式差分干涉對比顯微術應用於三維形貌高速量測 High-Speed Three-dimensional topography measurement with two-step phase shifting differential interference contrast technique. |
指導教授: | 林士傑 |
口試委員: |
蔡宏營
李企桓 |
學位類別: |
碩士 Master |
系所名稱: |
工學院 - 動力機械工程學系 Department of Power Mechanical Engineering |
論文出版年: | 2012 |
畢業學年度: | 100 |
語文別: | 中文 |
論文頁數: | 86 |
中文關鍵詞: | 差分干涉對比術 、表面形貌量測 、相位移演算法 、定量化相位還原 、二步相移演算法 |
相關次數: | 點閱:3 下載:0 |
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近年來光電顯示產業快速發展,相關光電產品大量使用透明材質的光學元件如薄膜電晶體基板、透明電極和導光板等。因此,透明材質光學元件的形貌量測技術,愈發重要。
在先前的研究中,已經驗證了相位移式差分干涉對比顯微術(Differential Interference Contrast Microscopy, 以下簡稱:PS-DIC)用於量測透明材質元件高度的可行性。然而,要將此技術應用在生產線上,必須要有較短的量測時間。
為了縮短PS-DIC三維形貌量測系統的量測時間,本研究提出應用於PS-DIC量測系統的二步相移演算法。首先,以電腦軟體模擬分析比較常用的四步、三步相移演算法與本研究所提出的二步相移演算法的相位計算結果、抵抗影像隨機雜訊的能力以及可能影響相位計算結果的參數。再以穿透式架構的PS-DIC量測系統量測透明材質的薄膜電晶體玻璃基板,驗證本研究所提出的二步相移演算法應用於實際量測的可行性及加速量測的成效。實驗結果顯示以二步相移演算法搭配PS-DIC量測系統可重建出薄膜電晶體玻璃基板的三維表面形貌且提升量測速度。
[1] 阮正鈞, “接觸/非接觸表面組織量測儀比較表”, (2004/07) http://www.zimmerman.com.tw/news/siddata/taylor-4.pdf
[2] H. J. Butt, B. Cappella, and M. Kappl, “Force Measurements with The Atomic Force Microscope: Technique, Interpretation and Applications,” Surface Science Reports, Vol.59, pp.1–152(2005).
[3] 楊練根, 王選擇, “新型表面形貌測量儀器,” 科學出版社, pp.17-18, (2008).
[4] B. Bhushan, J. C. Wyant, and J. Meiling, “A New Three-Dimensional Non-Contact Digital Optical Profiler ,” Wear, Vol. 122, pp.301-312 (1988).
[5] 中央研究院生醫所, http://www.ibms.sinica.edu.tw/html/sup4/instrument/confocal/confo.htm (2008).
[6] 陳偉倫,“探討待測物表面型貌對於差分干涉對比術量測的影響, ”國立清華大學動力機械工程研究所碩士論文 (2011).
[7] Displaybank Report, “Flexible Display Technology and Market Forecast (2008~2020),” http://www.displaybank.com (2008/10).
[8] 余昇剛, “應用差分干涉對比術於透明材質的三維形貌量測方法,” 國立清華大學動力機械工程研究所碩士論文 (2009).
[9] 劉濬嘉, “應用差分干涉對比術於微米及透明材質的高度量測方法,” 國立清華大學動力機械工程研究所碩士論文 (2010).
[10] Douglas B. Murphy, “Fundamentals of Light Microscopy and Electronic Imaging,” Wiley, (2003).
[11] R. Danz and P. Gretscher, “C–DIC: A New Microscopy Method for Rational Study of Phase Structures in Incident Light Arrangement,” Thin Solid Films, Vol. 462-463, pp.257-262 (2004).
[12] M. Shribak and S. Inoué, “Orientation-Independent Differential Interference Contrast Microscopy,” Applied Optics, Vol.45, pp.460-469 (2006).
[13] M. Shribak, “Orientation-Independent Differential Interference Contrast Microscopy Technique and Device,” U.S. Patent Application 2005-0152030 (2005/7/14).
[14] Daniel Malacare, “Optical Shop Testing,” Wiley, (2006).
[15] P. S. Huang and S. Zhang, “Fast Three-step Phase-Shifting Algorithm,” Applied Optics, Vol. 45, No. 21, pp. 5086–5091 (2006).
[16] S. A. Cuéllar and D. M. Hernández, “Two-step Phase-Shifting Algorithm,” Optical Engineering, Vol. 42 No.12, pp. 3524–3531 (2003).
[17] F. Yang and X. He, “Two-Step Phase-shifting Fringe Projection Profilometry: Intensity Derivative Approach,” Applied Optics S, Vol.46, No. 29, pp. 7172-7178 (2007)
[18] S. H. Jeon, and S. K. Gil, “Measurement of a Mirror Surface Topography Using 2-frame Phase-shifting Digital Interferometry,” Journal of the Optical Society of Korea, Vol. 13, No. 2, pp. 245-250 (2009).
[19] X. F. Meng, L. Z. Cai, X. F. Xu, X. L. Yang, X. X. Shen, G. Y. Dong, and Y. R. Wang, “Two-Step Phase-shifting Interferometry and Its Application in Image Encryption,” Optics Letters, Vol. 31, No. 10, pp. 1414-1416 (2006)
[20] D. C. Ghiglia and M. D. Pritt, “Two-dimensional Phase Unwrapping,” Wiley (1998).
[21] M. R. Arnison, K. G. Larkin, C. J. R. Sheppard, N. I. Smith, and C. Cogswell, “Linear Phase Imaging Using Differential Interference Contrast Microscopy,” Journal of Microscopy , Vol. 214, pp.7-12 (2004).
[22] K. G. Larkin, D. J. Bone, and M. A. Oldfield, “Natural Demodulation of Two-dimensional Fringe Patterns. I. General Background of the Spiral Phase Quadrature Transform,” Journal of the Optical Society of America A, Vol.18, No.8, pp.1862-1870 (2001).
[23] K. G. Larkin, “Natural Demodulation of Two-dimensional Fringe Patterns. II. Stationary Phase Analysis of the Spiral Phase Quadrature Transform,” Journal of the Optical Society of America A, Vol.18, No.8, pp.1871-1881 (2001).
[24] D. Duncan, D. Fischer, M. Dansehbod, A. Dayton, and S. Prahl, “Differential Interference Contrast Microscopy for the Quantitative Assessment of Tissue Organization,” SPIE Proceedings on Three-dimensional and Multidimensional Microscopy: Image Acquisition and Processing XVII, Vol. 7570-11(2010).