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研究生:陳奕樺
研究生(外文):Yi-Hua Chen
論文名稱:CMOS電流模式之二次多項式電路合成設計
論文名稱(外文):CMOS Current-Mode Quadratic Circuit Synthesizer
指導教授:林國珍
指導教授(外文):Kuo-Jen Lin
學位類別:碩士
校院名稱:中華大學
系所名稱:電機工程學系碩士班
學門:工程學門
學類:電資工程學類
論文種類:學術論文
論文出版年:2010
畢業學年度:98
語文別:中文
中文關鍵詞:電流模式二次多項式電路
外文關鍵詞:Current-ModeQuadratic Circuit
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本論文主要以二次多項式為目標所做的電路合成設計,所合成的二次多項式的CMOS電流模式之類比電路,使用者只須設定所要的二次多項式的係數之數值,即會產生此電路以及組成電路之MOS的長寬比值與相關數據供使用者參考與使用,大幅減少了使用者在設計上所花費的時間與精力,並且讓使用者先行了解在設計上會遇到的困難,及解決的方法。
本文設計的二次多項式電路使用TSMC 0.35μm CMOS製程技術,來模擬所合成出的電路在實際晶片下製作所會發生的狀況,本論文所設計的多項式電路經佈局後,電流輸入範圍為-120μA~120μA,而模擬所得的頻寬約為210MHz。
This thesis discusses the circuits of quadratic synthesized with CMOS current mode. The users only need to set the coefficients of quadratic they want, will generate the circuit W/L ratio of MOS and others parameters. These data are supplied to user to reduce a great deal of time and money, and understanding the problems and solutions of Circuit design.
The circuits of quadratic in this thesis utilize 0.35um CMOS process in TSMC to simulate which the situation is in real chip manufacture. After layout of proposed circuit, the results show that the area is 0.32x0.32(mm2), the range of current input is -120μA to +120μA and band width is 210MHz.
中文摘要 ...................................................... I
目錄 ......................................................... II
表目錄 ........................................................ V
圖目錄 ........................................................ VI
第一章 緒論..................................................... 1
1.1 前言 ...................................................... 1
1.2 研究目的與研究方法 ........................................... 5
1.3 論文架構 ................................................... 6
第二章 平方電路 .................................................. 7
2.1 平方電路簡介 ................................................ 7
2.2 平方電路公式推導 ............................................. 8
第三章 二次多項式電路設計與模擬 .................................... 11
3.1 前言 ...................................................... 11
3.2 二次多項式電路之設計 ......................................... 11
3.2.1 二次多項式電路架構 ......................................... 11
3.2.2 電路架構參數值設定 ......................................... 14
3.2.3 二次多項式電路係數設定推導 ................................... 15
3.2.3.1 係數a、b、c為正正正之公式推導 .............................. 15
3.2.3.2 係數a、b、c為正正負之公式推導 .............................. 16
3.2.3.3 係數a、b、c為負正正之公式推導 .............................. 18
3.2.3.4 係數a、b、c為負正負之公式推導 .............................. 19
3.2.4 二次多項式電路架構設定流程圖.................................. 20
3.3 二次多項式電路架構組合 ........................................ 22
3.3.1 多項式係數組合狀態 ......................................... 22
3.3.2 (a,b,c,c-a) = (+,+,+,+) 組合電路 ......................... 22
3.3.3 (a,b,c,c-a) = (+,+,-,-) = (+,+,+,-) 組合電路 ............. 23
3.3.4 (a,b,c,c-a) = (-,+,+,+) = (-,+,-,-) 組合電路 ............. 23
3.3.5 (a,b,c,c-a) = (-,+,-,+) 組合電路 ......................... 24
3.3.6 (a,b,c,c-a) = (+,-,+,+) 組合電路 ......................... 24
3.3.7 (a,b,c,c-a) = (+,-,-,-) = (+,-,+,-) 組合電路 ............. 25
3.3.8 (a,b,c,c-a) = (-,-,+,+) = (-,-,-,-) 組合電路 ............. 26
3.3.9 (a,b,c,c-a) = (-,-,-,+) 組合電路 ......................... 26
3.3.10 組合電路結論 ............................................. 27
3.4 K值匹配之設計 ............................................... 28
3.4.1 K值匹配設定之簡介 .......................................... 28
3.4.2 K值匹配設定之流程圖 ........................................ 29
3.4.3 K值匹配之誤差 ............................................. 30
3.5 電路設計上相關之問題 .......................................... 31
3.5.1 係數比值問題 .............................................. 31
3.5.1.1 產生負比值之情況介紹 ...................................... 31
3.5.1.2 係數比值問題修正電路之架構 ................................. 32
3.5.2 鏡射後之製程參數值問題 ...................................... 33
3.5.3 電路模擬 ................................................. 34
3.6 二次多項式電路電壓設計 ........................................ 35
3.7 二次多項式電路功率消耗分析..................................... 35
3.8 二次多項式電路模擬 ........................................... 37
3.8.1 多項式x2+4x+2之電路模擬.................................... 37
3.8.2 多項式x2+6x-2之電路模擬 ................................... 40
3.8.3 多項式-3x2+8x+1之電路模擬 ................................. 42
3.8.4 多項式-4x2+11x-6之電路模擬 ................................ 44
第四章 二次多項式電路晶片設計....................................... 46
4.1 設計概念.................................................... 46
4.2 電路架構設計 ................................................ 46
4.2.1 定電流電路架構設計 ......................................... 46
4.2.2 x2+4x+2的電路架構設計 ..................................... 47
4.2.3 x2+6x-2的電路架構設計 ..................................... 49
4.2.4 -3x2+8x+1的電路架構設計 ................................... 50
4.3 多項式電路晶片佈局設計 ........................................ 52
4.4 多項式電路晶片模擬 ........................................... 53
4.4.1 Post-simulation模擬 ..................................... 53
4.4.2 TT、FF、FS、SF、SS模擬 .................................... 55
4.4.3 電壓變動模擬 .............................................. 55
4.4.4 頻寬模擬 ................................................. 59
第五章 結論..................................................... 60
參考文獻 ....................................................... 61
[1] W.Wayne Hendrix, “Modern VLSI Design:System-On-Chip Design 3E,”Pearson
Education ,2006.
[2] Degrauwe, M.G.R., N.Olivier and E.Dijkstra, “ An interactive design tool
for analog CMOS circuits,” IEEE J. Solid-State Circuits, 1106, 22, 1987.
[3] R.Harjani, R.A.Rutenbar and L.R.Carley, “A framework for analog
synthesis,” IEEE TCAD, 1247, 8, 1989.
[4] F.El-Turky and E.E.Perry, “An artificial intelligence approach to
analog circuit design,” IEEE TCAD, 680, 8, 1989.
[5] C.A.Makris and C.Toumazou, “Part II –automated circuit correction by
qualitative reasoning, “IEEE TCAD, 239, 14, 1995.
[6] H.Y.Koh, C.H.Sequin and P.R.Gray, “A Compiler for MOS operational
amplifers,” IEEE TCAD, 113, 9, 1990.
[7] W.Nye, D.C.Riley, A.Sangiovanni-Vincentelli and A.L.Tits, “ An
optimization-based system for the design of integrated circuits, “IEEE
TCAD, 501, 7, 1988.
[8] E.S.Ochotta, R.A.Rutenbar and L.R.Carley, “Synthesis of high-performance
analog circuits in ASTRX/OBLX,” IEEE TCAD, 273, 15, 1996.
[9] J.Harvey, M.Elmasry and B.Leung, “An interactive framework for
synthesizing CMOS and BiCMOS analog circuits, “ IEEETCAD, 1402, 11, 1992.
[10]G.Van der Plas, et al., “AMGIE-A synthesis environment for CMOS analog
integrated circuits,” IEEE TCAD, 1037, 20, 2001.
[11]M.Hershenson, S.Boyd and T. Lee, “A tool for CMOS op-amp synthesis,”
Proc. IEEE/ACM Int. Conf. Computer-Aided Design (ICCAD), 296, 1998.
[12]M.Hershenson, S. Boyd, and T.Lee, “Optimal design of a CMOS op-amp via
geometric programming,” IEEE TCAD, 1, 20, 2001.
[13]A.Doboli, A.Nunez-Aldana, N.Dhanwada, S.Ganesan and R.Vemuri,
“Behavioral synthesis of analog systems using two-layered design space
exploration,”Proc. ACM/IEEE Design Automation Conf. (DAC), 951, 1991.
[14]Naoyuki UNNO and Nobuo FUJII, “Automated Design of Analog Circuits
Accelerated by Use of Simplified MOS Model and Reuse of Genetic
Operations," IEICE TRANSACTIONS on Electronics Vol.E90-C No.6 pp.1291-1298.
[15]T.Massier, H.Graeb and U.Schlichtmann, “The Sizing Rules Method for CMOS
and Bipolar Analog Integrated Circuit Synthesis,” IEEE Transactions
on,Vol. 27,pp. 2209 - 2222, 2008.
[16]T.McConaghy , P.Palmers , M.Steyaert , G.Gielen ,G.E., “Variation-Aware
Structural Synthesis of Analog Circuits via Hierarchical Building Blocks
and Structural Homotopy ,” mputer-Aided Design of Integrated Circuits and
Systems, IEEE Transactions on , Vol. 28 , pp. 1281 – 1294, 2009.
[17]A.Vindran, K.Ramarao, E.Vidal and M. Ismail, ” Compact Low Voltage Four
Quadrant CMOS Current Multiplier,” Electronics Letters IET Journals,
Vol.37, No.24, pp. 1428-1429, 2001 Nov.
[18]D.Quoc-Hoang , T.Kien Nguyen and L.Sang-Gug, ”CMOS Exponential Current to
Voltage Circuit Based on Newly Proposed Approximation Method ,” ISCAS-IEEE
2004 , Vol. 2 , pp. 865-8, 2004.
[19]Patrick Shoemaker, “A Methodology for Long Time Constant Log-Domain
Filters in CMOS,” Analog Integrated Circuits and Signal Processing,
Vol.42, pp. 161–178,2005.
[20]Antonio J. Lopez-Martin and Alfonso Carlosena,”Current-Mode Multiplier/
Divider Circuits Based on the MOS Translinear Principle” Analog Integrated
Circuits and Signal Processing, Vol.28, pp. 256–278, 2004.
[21]L.Kuo-Jen “CMOS Current-Mode Selectable S-Shape Correction Circuit,”
Wseas, 11 2010 May.
[22]L.Kuo-Jen and C.Chih-Jen, “CMOS current-mode geometric-mean circuit with n
inputs,” IEEE CONFERENCES , pp.1-4, 2009.
[23]A.Motamed, C.Hwang and M.Ismail, ”CMOS exponential current-to-voltage
converter,” Electron. Lett., vol. 33, no. 12, page: 998-1000, 1997.
[24]L.Kuo-Jen, “Two-Quadrant CMOS Plug-in Divider,” IEICE Trans.
Fundamentals., Vol.E91-A, No. 9, Sep. 2008, pp. 2682-2684.
[25]L.Kuo-Jen, “CMOS Current-Mode Companding Divider,” IEICE Trans.
Electron., Vol.E92-C, No. 3, Mar. 2009, pp. 380-382.
[26]L.Kuo-Jen, “Two-Quadrant Compact CMOS Current Divider,” IEICE Trans.
Fundamentals., Vol.E92-A, No. 7, Jul. 2009, pp.1713-1715.
[27]L.Kuo-Jen and C.Chih-Jen, “CMOS Nth-Switchable-Root Circuit,” IEICE
Trans. Electron., Vol.E93-C, No. 1 (accepted) (will appear on Jan. 2010)
[28]L.Kuo-Jen and C.Chih-Jen, “CMOS Current-Mode Geometric-Mean Circuit
with N Inputs,” IEEE International Symposium on Signal, Circuits & Systems,
Iasi,Romania, Jul. 9-10, 2009, pp. 1-4.
[29]A.Ravindran, K.Ramarao, E.Vidal and M.Ismail, “Compact low voltage four
quadrant CMOS current multiplier," Electron. Lett., vol.37, no.24, pp.1428- 1429,2001.
[30]C.Toumazou, F.J.Lidgey and D.G.Haigh, Analogue IC Design: the current mode
approach, Peter Peregrinus, London, 1990.
[31]B.Wilson, “Recent developments in current conveyors and current-mode
circuits,”IEE Proc. G, 137, pp. 63-77, 1990.
[32]A.F.Arbel and L.Goldminz, “Output stage of current-mode feedback
amplifiers,theory and applications,” Analog Integrated Circuits and Signal
Processing, 2,pp.243-255, 1992.64
[33]A.F. Arbel, J.E.Bowers and J. Lauch, “Low-noise high-speed optical
receiver for fiber optic systems,” IEEE J. Solid-State Circuits, 19, pp.
155-157, 1984.
[34]T.Kaulberg, “A CMOS current-mode operational amplifier,” IEEE Journal,
pp. 849-852, 1993.
[35]K.Bult and H.Wallinga, “A Class of Analog CMOS Circuits Based on the
Square-Law Characteristics of an MOS Transistor in Saturation,” IEEE
Journal,Vol. 22, pp. 357 – 365, 1987 Jun.
[36]K.Tanno, O.Ishizuka and Zheng Tang,“Four-Quadrant CMOS Current -Mode
Multiplier Independent of Device Parameters,” IEEE Journal, Vol. 47, pp.
473 – 477, 2000 Jan.
[37]W.Ngamkham, N.Kiatwarin, W.Narksap, W.Sangpisit and W.Kiranon, ” A
linearized source-couple pair transconductor using a low-voltage square
root circuit ,” ECTI-CON 2008, pp. 701 – 704, 2008.
[38]Jong-Kug Seon, ” Design and application of precise analog computational
circuits,” Analog Integrated Circuits and Signal Processing, Vol. 54, pp.
55 – 66, 2008 Jan.
[39]C.Sakul, ” A CMOS Square-Rooting Circuits,” ITC-CSCC 2008, pp. 537 – 540,
2008 July.
[40]M.Taher Abuelma'atti, ”Universal CMOS Current-Mode Analog Function
Synthesizer,” IEEE Journals, Vol. 49, pp. 1468 – 1474, 2002.
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