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截止频率精确可调跨导电容滤波器实现

江金光 王耀南

江金光, 王耀南. 截止频率精确可调跨导电容滤波器实现[J]. 电子与信息学报, 2006, 28(7): 1335-1339.
引用本文: 江金光, 王耀南. 截止频率精确可调跨导电容滤波器实现[J]. 电子与信息学报, 2006, 28(7): 1335-1339.
Jiang Jin-guang, Wang Yao-nan. Realization of Gm-C Filter with Accurate Tunable Frequency[J]. Journal of Electronics & Information Technology, 2006, 28(7): 1335-1339.
Citation: Jiang Jin-guang, Wang Yao-nan. Realization of Gm-C Filter with Accurate Tunable Frequency[J]. Journal of Electronics & Information Technology, 2006, 28(7): 1335-1339.

截止频率精确可调跨导电容滤波器实现

Realization of Gm-C Filter with Accurate Tunable Frequency

  • 摘要: 提出了一种新的利用开关电容技术调节偏置电流值大小的电路,应用该电路可以精确调节跨导运放Gm值的大小。采用既具有电压共模负反馈(CMFB)电路, 又同时具有工作在线性区的MOS管作源极反馈有源电阻, 实现其良好线性度的跨导运放。设计了三阶椭圆函数低通滤波器,并实现其频率的精确可调。应用台积电(TSMC)2层多晶硅,4层金属(2P4M),3.3V电源电压,0.35m CMOS工艺Spice model仿真得到的频响曲线与理想情况十分接近。
  • Tsividis Y P. Integrated continuous-time filter design: an overview[J].IEEE J. of Solid-State Circuits.1994, 29(3):166-[2]Chang Zhong-Yuan, Macq D, Hapeslagh D, et al.. A CMOSanalog front-end circuit for an FDM-Based ADSL system[J].IEEEJ. of Solid-State Circuits.1995, 30(12):1449-[3]Krummenacher F, Joehl N. A 4MHz CMOS continuous-time filterwith on-chip automatic tuning[J].IEEE J. of Solid-State Circuits.1988, 23(3):750-[4]Martinz S J, Steyaert M S J, Sansen W M C A large-signalvery low-distortion transconductor for high- frequencycontinuous-time filters. IEEE J[J].of Solid-State Circuits.1991,26(7):946-[5]Yamazaki H, Oishi K, Gotoh K. An accurate center frequencytuning scheme for 450kHz CMOS Gm-C bandpass filters[J].IEEE J.of Solid-State Circuits.1999, 34(12):1691-[6]Gopinathan V, Tarsia M, Choi D. Design considerations andimplementation of a programmable high-frequency continuoustimefilter and variable-gain amplifier in submicrometer CMOS[J].IEEE J. of Solid-State Circuits.1999, 34(12):1698-[7]Pavan S, Tsividis Y P, Nagaraj K. Widely programmablehigh-frequency continuous-time filters in digitals CMOStechnology[J].IEEE J. of Solid-State Circuits.2000, 35(4):503-[8]Fiez T, Allstot D.J. CMOS switched-current ladder filters[J].IEEE J.of Solid-State Circuits.1990, 25(6):1360-[9]Zele R H, Allstot D J. Low-voltage fully differentialswitched-current filter[J].IEEE J. of Solid-State Circuits.1994,29(3):203-[10]Moon U K, Song B S. Design of a low-distortion 22-kHzfifth-order Bessel filter[J].IEEE J. of Solid-State Circuits.1993,28(12):1254-[11]Wu J, Masry E E. Current-mode ladder filters using multipleoutput current conveyors[J].IEE Proc.-Circuits Devices Sys.t.1996,143(4):218-[12]Sun Y, Fidler J K. Current-mode OTA-C realization of arbitraryfilter characteristics[J].Electronics Letters.1996, 32(13):1181-[13]Sun Y. Second-order OTA-C filters derived from Nawrocki-Kleinbiquad[J].Electronics Letters.1998, 34(15):149-[14]Sun Y. Note on two integrator loop OTA-C configurations[J].Electronics Letters.1998, 34(16):1533-[15]Williams A B, Taylor F J. Electronic filter design handbook-LC,active, and digital filters.(second edition). Mcgraw-HillPublishing Company, 1988.[16]Johns D, Ken Martin K. Analog integrated circuit design. JohnWiley Sons, Inc. chapter 15.[17]Razavi B, 陈贵灿,程军,et al. 模拟CMOS 集成电路设计.西安: 西安交通大学出版社:第3 章.[18]何怡刚,吴杰,蔡国昌. 基于积分器的最少元件GFLFOTA 接地电容滤波器. 电路与系统学报,1997, 2(4): 22 . 27.[19]何怡刚,蔡国昌,吴杰,陈洪云. CMOS 跨导电容滤波器. 微电子学,1997, 27(3): 159 . 163.
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出版历程
  • 收稿日期:  2004-11-15
  • 修回日期:  2005-05-08
  • 刊出日期:  2006-07-19

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