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基于Sigma-Delta调制的电容传感器设计 被引量:5
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作者 胡惠文 魏榕山 《传感器与微系统》 CSCD 2019年第6期109-111,114,共4页
提出一种基于Sigma-Delta调制的电容传感器芯片,采用三阶Sigma-Delta调制技术实现了电容到数字信号的直接转换,并通过补偿电容器矩阵扩展可测电容值范围,利用电流饥饿型OTA提高运放电流利用率,降低整体功耗。采用SMIC 0. 18μm CMOS工艺... 提出一种基于Sigma-Delta调制的电容传感器芯片,采用三阶Sigma-Delta调制技术实现了电容到数字信号的直接转换,并通过补偿电容器矩阵扩展可测电容值范围,利用电流饥饿型OTA提高运放电流利用率,降低整体功耗。采用SMIC 0. 18μm CMOS工艺,利用Cadence工具对电路进行仿真验证,在2 V的供电电压下,共消耗电流18. 6μA,0. 8 ms转换时间内,调制器实现三阶噪声整形功能,可测输入电容范围为0~8 pF,并实现良好的线性度。 展开更多
关键词 电容传感器 SIGMA-DELTA调制 电流饥饿型OTA 电容器矩阵
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The Velocity Measurement of Two-phase Flow Based on Particle Swarm Optimization Algorithm and Nonlinear Blind Source Separation 被引量:2
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作者 吴新杰 崔春阳 +2 位作者 胡晟 李志宏 吴成东 《Chinese Journal of Chemical Engineering》 SCIE EI CAS CSCD 2012年第2期346-351,共6页
In order to overcome the disturbance of noise,this paper presented a method to measure two-phase flow velocity using particle swarm optimization algorithm,nonlinear blind source separation and cross correlation method... In order to overcome the disturbance of noise,this paper presented a method to measure two-phase flow velocity using particle swarm optimization algorithm,nonlinear blind source separation and cross correlation method.Because of the nonlinear relationship between the output signals of capacitance sensors and fluid in pipeline,nonlinear blind source separation is applied.In nonlinear blind source separation,the odd polynomials of higher order are used to fit the nonlinear transformation function,and the mutual information of separation signals is used as the evaluation function.Then the parameters of polynomial and linear separation matrix can be estimated by mutual information of separation signals and particle swarm optimization algorithm,thus the source signals can be separated from the mixed signals.The two-phase flow signals with noise which are obtained from upstream and downstream sensors are respectively processed by nonlinear blind source separation method so that the noise can be effectively removed.Therefore,based on these noise-suppressed signals,the distinct curves of cross correlation function and the transit times are obtained,and then the velocities of two-phase flow can be accurately calculated.Finally,the simulation experimental results are given.The results have proved that this method can meet the measurement requirements of two-phase flow velocity. 展开更多
关键词 particle swarm optimization nonlinear blind source separation VELOCITY cross correlation method
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In-package P/G planes analysis and optimization based on transmission matrix method
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作者 Yin-jun WANG Cheng ZHUO +2 位作者 Jun-yong DENG Jin-fang ZHOU Kang-sheng CHEN 《Journal of Zhejiang University-Science A(Applied Physics & Engineering)》 SCIE EI CAS CSCD 2008年第6期849-857,共9页
Power integrity (PI) has become a limiting factor for the chip's overall performance, and how to place in-package decoupling capacitors to improve a chip's PI performance has become a hot issue. In this paper,... Power integrity (PI) has become a limiting factor for the chip's overall performance, and how to place in-package decoupling capacitors to improve a chip's PI performance has become a hot issue. In this paper, we propose an improved trans- mission matrix method (TMM) for fast decoupling capacitance allocation. An irregular grid partition mechanism is proposed, which helps speed up the impedance computation and complies better with the irregular power/ground (P/G) plane or planes with many vias and decoupling capacitors. Furthermore, we also ameliorate the computation procedure of the impedance matrix whenever decoupling capacitors are inserted or removed at specific ports. With the fast computation of impedance change, in-package decoupling capacitor allocation is done with an efficient change based method in the frequency domain. Experimental results show that our approach can gain about 5× speedup compared with a general TMM, and is efficient in restraining the noise on the P/G plane. 展开更多
关键词 Decoupling capacitor Power/ground (P/G) planes Simultaneous switching noise (SSN) Transmission matrixmethod (TMM) Irregular partition Power integrity (PI)
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