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Proceedings of the 43rd IEEE Midwest Symposium on Circuits and Systems (Cat.No.CH37144)最新文献

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Evolution of a folded floating-gate differential pair 折叠浮栅差分对的演化
B. Minch
The author presents a folded floating-gate MOS (FGMOS) differential pair circuit that is capable of simultaneously providing a rail-to-rail common-mode input voltage range and a rail-to-rail output voltage swing with a low power-supply voltage. In this configuration, the voltage drop across the bias current source is folded up into the same range over which the output voltages swing, facilitating low-voltage operation. The floating-gate charge can be used to trim out the offset voltage of the differential pair and to reduce the required power-supply voltage for a given bias current level. The author provides both a qualitative description of how the circuit works and a quantitative incremental high-frequency analysis of the differential-mode and common-mode transconductance gains and common-mode rejection ratio of the circuit. He also shows experimental measurements from a prototype circuit that was fabricated in a 1.2 /spl mu/m double-poly CMOS process.
作者提出了一种折叠浮栅MOS (FGMOS)差分对电路,该电路能够在低电源电压下同时提供轨对轨共模输入电压范围和轨对轨输出电压摆幅。在这种配置中,穿过偏置电流源的压降被折叠成输出电压摆动的相同范围,便于低压操作。浮栅电荷可用于消除差分对的偏置电压,并降低给定偏置电流水平所需的电源电压。作者对电路的工作原理进行了定性描述,并对电路的差模和共模跨导增益和共模抑制比进行了定量增量高频分析。他还展示了以1.2 /spl μ m双聚CMOS工艺制造的原型电路的实验测量结果。
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引用次数: 8
On the stability of coupled-form state-space digital filters with quantization before summation 求和前量化耦合形式状态空间数字滤波器的稳定性
M. Sarcinelli-Filho, F. Mota
The problem of suppressing zero-input limit cycles in coupled-form state-space digital filters when the quantization is performed after the multiplication is addressed. To the extent of the authors' knowledge, no proof has been presented that the parasitic oscillations are suppressed for poles anywhere in the unit circle, under that condition. Some authors have addressed this subject, but their results constrain the poles to a bounded region inside the unit circle. With the objective of exploring this topic further, the authors present a proof that for poles whose angle is either 0, /spl plusmn/45, /spl plusmn/90, /spl plusmn/135 or 180 degrees and whose radius is lower than one, the second-order state-space coupled-form digital filter is free of zero-input limit cycles when quantizers placed just after the multipliers implement magnitude truncation.
解决了耦合形式状态空间数字滤波器在乘法后进行量化时抑制零输入极限环的问题。据作者所知,在这种情况下,没有证据表明寄生振荡在单位圆上的任何极点都被抑制。一些作者已经解决了这个问题,但他们的结果将极点限制在单位圆内的有界区域内。为了进一步探讨这一问题,作者证明了对于角度为0、/spl plusmn/45、/spl plusmn/90、/spl plusmn/135或180度且半径小于1的极点,当量子器置于乘子后进行幅度截断时,二阶状态空间耦合型数字滤波器不存在零输入极限环。
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引用次数: 2
Charge-mode parallel architecture for matrix-vector multiplication 矩阵-向量乘法的电荷模式并行架构
Roman Genov, Gert Cauwenberghs
An internally analog, externally digital architecture for matrix-vector multiplication is presented. Fully parallel processing allows for high data throughput and minimal latency. The analog architecture incorporates an array of charge-mode analog computational cells with dynamic storage and row-parallel flash analog-to-digital converters (ADC). Each of the cells includes a dynamic storage element and a charge injection device computing binary inner product of two arguments. The matrix elements are stored in the array of computational cells in bit-parallel fashion, and the input vector is presented bit-serially. Digital post-processing is then performed on the ADC outputs to construct the resulting product with precision higher than that of each conversion. The analog architecture is tailored for high-density and low power VLSI implementation, and matrix dimensions of 128/spl times/512 and ADC resolution of 6 bits for an overall resolution in excess of 8 bits are feasible on a 3 mm/spl times/3 mm chip in standard CMOS 0.5 /spl mu/m technology.
提出了一种内部模拟,外部数字的矩阵向量乘法体系结构。完全并行处理允许高数据吞吐量和最小延迟。模拟体系结构包含一组带动态存储和行并行闪存模数转换器(ADC)的电荷模式模拟计算单元。每个单元包括一个动态存储单元和一个电荷注入装置,用于计算两个参数的二进制内积。矩阵元素以位并行方式存储在计算单元数组中,输入向量以位串行方式表示。然后对ADC输出进行数字后处理,以构建精度高于每次转换的结果乘积。模拟架构专为高密度和低功耗VLSI实现而量身定制,在标准CMOS 0.5 /spl mu/m技术的3mm /spl times/ 3mm芯片上,矩阵尺寸为128/spl times/512, ADC分辨率为6位,总分辨率超过8位。
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引用次数: 28
Hybrid silicon microaccelerometer system with CMOS interface circuit 带有CMOS接口电路的混合硅微加速度计系统
A. Salian, H. Kulah, N. Yazdi, G. He, K. Najafi
This paper presents a hybrid microaccelerometer subsystem consisting of an all-silicon /spl mu/g capacitive microaccelerometer and a low noise CMOS capacitive interface circuit. This accelerometer has a measured sensitivity of 1.4pF/g for a device with 2mm /spl times/ 1mm proof mass and 1.4/spl mu/m air gap. The calculated mechanical noise floor for the device is 0.39/spl mu/g/vHz in atmosphere. The circuit has a 95dB dynamic range; a low offset of 370/spl mu/V and can resolve better than 75aF. The overall sensitivity of the complete module is measured as 160mV/g with a noise floor of 3.6/spl mu/V/vHz (-110dBV/vHz), indicating that the current system is capable of resolving about 20/spl mu/g/vHz.
本文提出了一种由全硅/spl μ g电容式微加速度计和低噪声CMOS电容接口电路组成的混合式微加速度计子系统。该加速度计的测量灵敏度为1.4 pf /g,测量质量为2mm /spl倍/ 1mm,气隙为1.4/spl μ /m。计算得到该装置在大气中的机械本底噪声为0.39/spl mu/g/vHz。该电路的动态范围为95dB;低偏移量为370/spl mu/V,分辨率优于75aF。整个模块的整体灵敏度为160mV/g,本底噪声为3.6/spl mu/V/vHz (-110dBV/vHz),表明当前系统能够分辨约20/spl mu/g/vHz。
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引用次数: 3
A 1.5-V, 2.4GHz CMOS low-noise amplifier 一个1.5 v, 2.4GHz CMOS低噪声放大器
Jyh-Neng Yang, Chen-Yi Lee, Terng-Yin Hsu, Terng-Ren Hsu, Chung-Cheng Wang
A 2.4 GHz low noise amplifier has been designed in a standard CMOS 0.35 um process. The transistor model is Bsim3 for 0.35 um process. The amplifier provides a forward gain of 33 dB with a noise figure only 0.92 dB while drawing 17 mw from a 1.5 V supply. Design simulation results are presented in this paper.
采用标准CMOS 0.35 um工艺设计了一个2.4 GHz低噪声放大器。晶体管型号为Bsim3,适用于0.35 um制程。该放大器提供33 dB的正向增益,噪声系数仅为0.92 dB,同时从1.5 V电源输出17 mw。文中给出了设计仿真结果。
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引用次数: 6
A high throughput FPGA implementation of a bit-level matrix-matrix product 一个位级矩阵-矩阵产品的高吞吐量FPGA实现
A. Amira, A. Bouridane, P. Milligan, P. Sage
This paper presents a novel architecture for a matrix-matrix multiplication algorithm. The paper describes the mathematical model for the algorithm (based on Baugh-Wooley algorithm), the associated design and implementation of the algorithm on a Xilinx FPGA board, and discusses the efficiency of the implementation requiring (N/sup 2/) and O(2nN) as area and time complexities respectively, where N is the matrix size and n is the word length.
本文提出了一种新的矩阵-矩阵乘法算法结构。本文描述了该算法的数学模型(基于Baugh-Wooley算法),并在Xilinx FPGA板上进行了相应的设计和实现,讨论了该算法的实现效率,分别需要(N/sup 2/)和O(2nN)作为面积复杂度和时间复杂度,其中N为矩阵大小,N为字长。
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引用次数: 12
2.4-5.8 GHz CMOS LNA's using integrated inductors 采用集成电感的2.4-5.8 GHz CMOS LNA
R. A. Rafla, M. El-Gamal
Three 2-3 V-supply LNA's were designed in 0.35 /spl mu/m and 0.25 /spl mu/m digital CMOS processes, for center frequencies of 2.4, 3, and 5.8 GHz. The circuits' components are fully-integrated making them suitable for integration into a complete transceiver. The measured forward transmissions S21 for the 2.4 and 3 GHz LNA's are 6.5 and 8 dB respectively, at relatively low power consumption of 20 mW, when excluding the output stages. The noise figures achieved are 2.5 and 3 dB respectively. Simulation of the 5.8 GHz LNA yielded 10 dB of forward gain and 3 dB of noise figure, at 20 mW of power consumption.
采用0.35 /spl mu/m和0.25 /spl mu/m数字CMOS工艺设计了3个2-3 v电源LNA,中心频率分别为2.4、3和5.8 GHz。电路的组件是完全集成的,使它们适合集成到一个完整的收发器中。在排除输出级时,2.4 GHz和3 GHz LNA的前向传输S21分别为6.5和8 dB,功耗相对较低,为20 mW。所取得的噪音指数分别为2.5分贝及3分贝。仿真结果显示,5.8 GHz LNA的正向增益为10 dB,噪声系数为3 dB,功耗为20 mW。
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引用次数: 10
A multi-band single-loop PLL frequency synthesizer with dynamically-controlled switched tuning VCO 带动态控制开关调谐压控振荡器的多频带单环锁相环频率合成器
Samuel M. Palermo, JosC Pineda de Gyve2
A phase-locked loop (PLL) frequency synthesizer architecture for multiple-band applications is presented. A dynamically-controlled switched tuning voltage-controlled oscillator (VCO) is used to achieve superior frequency range and phase noise performance over a conventional PLL. Implemented in 1.4 /spl mu/m CMOS, the PLL has a 111-290 MHz range, phase noise of -92.3 dBc/Hz at a 50 kHz offset, and dissipates 9 mW from a 2.7 V supply.
提出了一种适用于多波段应用的锁相环频率合成器结构。采用动态控制开关调谐压控振荡器(VCO)实现比传统锁相环更好的频率范围和相位噪声性能。在1.4 /spl mu/m CMOS中实现,锁相环的工作范围为111-290 MHz,相位噪声为-92.3 dBc/Hz,偏移量为50 kHz, 2.7 V电源的功耗为9 mW。
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引用次数: 5
Decentralized control of nonlinear electric power systems thru excitation and governor systems using local measurements and feedback linearization 非线性电力系统的分散控制通过励磁和调速器系统采用局部测量和反馈线性化
D. Rerkpreedapong, A. Feliachi
This paper applies feedback linearization to control a multimachine nonlinear electric power system thru the excitation and governor subsystems. The rotor angles are estimated in real-time from local measurement to achieve decoupling. The nonlinear decentralized controller effectively regulates the terminal voltage and also stabilizes the power system when a fault is applied. Two test systems are used to illustrate the proposed method: one-machine-infinite-bus and nine-bus three-machine power systems.
本文采用反馈线性化方法,通过励磁子系统和调速器子系统对多机非线性电力系统进行控制。通过局部测量实时估计转子角度,实现解耦。非线性分散控制器可以有效地调节终端电压,并在发生故障时稳定电力系统。以单机无限母线和九母线三机电源系统两种测试系统为例说明了该方法。
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引用次数: 8
A POCS-based algorithm to attack image watermarks embedded in DFT amplitudes 一种基于pocs的攻击嵌入在DFT振幅中的图像水印的算法
Yiwei Wang, J. Doherty, R.E. Van Dyck
During recent years, digital watermarking has drawn a lot of attention as a means to protect the copyright of image data. Numerous algorithms have been proposed in different domains. Particularly, a set of these algorithms embed the watermark information in the amplitudes of the discrete Fourier transform (DFT) coefficients. However, studies have shown that the image can be reconstructed by using only the DFT phase information. It is a common belief that watermarking algorithms can be improved by evaluating possible attacking methods and modifying the algorithms accordingly. We propose an algorithm to attack the watermarks embedded in DFT amplitudes. The proposed attacking algorithm uses projection onto convex sets (POCS). The results show that it may be necessary to embed the watermark information in both amplitudes and phases of the DFT coefficients.
近年来,数字水印作为一种保护图像数据版权的手段受到了广泛的关注。在不同的领域已经提出了许多算法。其中一组算法将水印信息嵌入到离散傅立叶变换(DFT)系数的幅值中。然而,研究表明,仅使用DFT相位信息就可以重建图像。人们普遍认为,可以通过评估可能的攻击方法并相应地修改算法来改进水印算法。提出了一种攻击嵌入在DFT幅值中的水印的算法。提出的攻击算法采用凸集投影(POCS)。结果表明,有必要在DFT系数的幅值和相位中同时嵌入水印信息。
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引用次数: 3
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Proceedings of the 43rd IEEE Midwest Symposium on Circuits and Systems (Cat.No.CH37144)
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