博碩士論文 103521017 詳細資訊




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姓名 楊志嘉(Chih-Chia Yang)  查詢紙本館藏   畢業系所 電機工程學系
論文名稱 陣列區塊排列之比率不匹配的性能指標
(A Performance Metric of Ratio Mismatch for Array Block Placement)
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摘要(中) 隨著半導體製程的不斷進步,製程變動造成元件之間的參數變異和不匹配越來越嚴重,出現了許多難以控制的製程變動問題。在現今多數的類比數位電路中,像是類比數位轉換器等等,性能取決於準確的電容比值,但經過製程變異後,電容比值是否又與預期設想的一樣,如何達到準確的電容比值就成了一個很重要的議題。因此,如果想使電路產生預期的理想效能表現,就必須妥善的處理電路中的不匹配。
本論文模擬了對於電容元件各種不匹配的處理方法,從相關係數的角度出發,利用元件的空間相關特性,接著模擬了線性梯度效應、氧化層梯度效應、CMP效應和溫度的梯度效應,採用製程能力指標(Process Capability Index)評估電容擺放的好壞,可根據想抵制的效應進行更有效率的擺放,這樣就可以達到較完美的抗系統變異電容陣列,最後將系統變異和隨機變異都考量之後,可模擬出更接近真實的效應,藉由製程能力指標去評斷排列是否有符合使用者需求。
摘要(英)
As the evolution of semiconductor process technology, the process variation will be more and more serious in device mismatch and parameter variation of components. The performance of many types of analog circuits, like ADC, filter, etc., relies on the implementation of accurate capacitor array ratios. But after the process variation, the capacitance ratio is the same as expected. How to achieve the exact capacitance ratio is a very important issues. Therefore, the approach of mismatch effects becomes a critical issue for better anticipated performance.
In this thesis simulated a method for improving mismatch of elements. In this method, we estimate capacitance placement by spatial correlation. Then simulated linear gradient、oxide gradient、CMP effect and temperature gradient. From the point of view of the correlation coefficient, Process Capability Index to assess the performance of the capacitors array. According to effect users want opposition to make effective placement, it will arrive to perfect capacitor array prevent of systematic variation. Finally, consider the systematic mismatch and random mismatch, we could get truly approaching effect, Through the process capability indicators to determine whether the placement has to meet the needs of users.
關鍵字(中) ★ 電容陣列區塊
★ 系統性不匹配
★ 綜合能力指標
關鍵字(英) ★ Capacitance Array Block Placement
★ Systematic mismatch
★ Process Capability Index
論文目次
中文摘要 i
Abstract ii
致謝 iii
目錄 iv
圖目錄 vi
表目錄 viii
Chapter 1. 緒論 1
1.1 動機與背景 1
1.2 論文組織 3
Chapter 2. 電容佈局設計的概念 5
2.1 電容之簡介 5
2.2 電容的不匹配 8
2.3 電容匹配的規則 10
2.4 空間相關性 13
Chapter 3. 電容陣列的擺放 18
3.1 共質心(Common-Centroid) 18
3.2 變異數與元件不匹配 21
3.3 電容分散性與不匹配 23
3.3.1 一維排列 23
3.3.2 二維排列 26
中文摘要 i
Abstract ii
致謝 iii
目錄 iv
圖目錄 vi
表目錄 viii
Chapter 1. 緒論 1
1.1 動機與背景 1
1.2 論文組織 3
Chapter 2. 電容佈局設計的概念 5
2.1 電容之簡介 5
2.2 電容的不匹配 8
2.3 電容匹配的規則 10
2.4 空間相關性 13
Chapter 3. 電容陣列的擺放 18
3.1 共質心(Common-Centroid) 18
3.2 變異數與元件不匹配 21
3.3 電容分散性與不匹配 23
3.3.1 一維排列 23
3.3.2 二維排列 26
3.4 綜合製程能力指標 27
3.4.1 自然公差與規格公差 29
3.4.2 製程能力指標 31
3.4.3 電容對期望比值 32
Chapter 4. 電容的系統變異分析 34
4.1 梯度方向的影響 35
4.2 抗梯度的電容陣列擺置 37
4.3 氧化層(Oxide)梯度效應 39
4.4 化學機械研磨(Chemical Mechanical Polishing)效應 41
4.5 溫度的梯度(Temperature Gradient)分析 43
4.6 氧化層偏移(Oxide Offset)梯度效應 44
4.7 系統變異不匹配梯度效應 44
Chapter 5. 實驗及分析 45
5.1 單一電容對分析 45
5.2 最差與最好排列分析比較 47
Chapter 6. 結論 49
參考文獻 50
參考文獻
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[9] D. Khalil and M. Dessouky. “Automatic GenerationofCommon-Centroid Capacitor Arrays with Arbitrary Capacitor Ratio,” Proceedings of Design, Automation and Test in Europe Conference and Exhibition, pp. 576-580, Mar. 2002.
[10] M. F. Lan, A. Tammineedi and R. Geiger. “Current Mirror Layout Strategies for Enhancing Matching Performance,” Analog Integrated Circuits and Signal Processing, Kluwer Academic Publishers, pp. 9-26, Jul. 2001.
[11] P. W. Luo, J. E. Chen, C. L. Wey, “Design Methodology for Yeild Enhancement of Switch-Capacitor Analog Integrated Circuits” IEICE Trans. Fundamantals, Vol. E94-A, No.1, Jan.2011.
[12] P. W. Luo, J. E. Chen, C. L. Wey, “Placement Optimization for Yield Improvement of Switched-Capacitor AnalogIntegratedCircuits”, IEEETrans. on Computer-Aided Design of Integrated Circuits and Systems, Vol. 29, No.2, pp. 313-318, Feb.2010.
[13] D. Sayed and M. Dessouky, “Automatic Generation of Common-Centroid Capacitor Arrays with Arbitrary Capacitor Ratio,” DATE 2002.
[14] Y. Li, et. al.. “Placement for Binary-Weighted Capacitive Array in SAR ADC Using Multiple Weighting Methods,” IEEE TCAD 2014.
[15] CC Huang, et. al., “PACES: A Partition-Centering-Based Symmetry Placement for Binary-Weighted Unit Capacitor Arrays ,” IEEE TCAD 2016
指導教授 陳竹一(Ju-E Chen) 審核日期 2017-6-1
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