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基于方波脉冲激励的电导率测量方法

清华大学 辅仁网/2017-07-07

基于方波脉冲激励的电导率测量方法
孟凡,董永贵()
Electrical conductivity measurement method using square wave pulse excitation
Fan MENG,Yonggui DONG()
State Key Laboratory of Precision Measurement Technology and Instruments, Department of Precision Instruments and Mechanology, Tsinghua University, Beijing 100084, China

摘要:
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摘要采用方波脉冲信号作为激励获取导电介质的电阻抗信息时,方波信号频谱中高次谐波的幅值衰减一直是难以克服的问题。对一阶阻容型传感系统添加电感或电容元件构成二阶谐振单元,在激励信号的上、下沿处会出现自由衰减振荡信号,可使激励信号频谱在谐振单元的谐振频率附近得到增强。通过测量方波下降沿处自由衰减振荡信号第一个波峰的峰值电压,即可得到谐振单元中等效电阻的测量值。实验结果表明: 这种检测方式只需要数字电路产生固定频率的方波激励信号,即可实现30 kHz~1 MHz范围内的电阻测量,可用于电解质溶液、水、人体皮肤等介质电导率的有线及无线测量。

关键词 方波脉冲,电导率,自由衰减振荡,峰值检测
Abstract:When a square wave pulsed signal is adopted as excitation to obtain electrical impedance information for a conductive medium, the amplitude decay of the higher harmonics in square wave spectrum can have a significant effect. Adding an inductor or capacitor to a first-order resistant-capacitive-type sensing system creates a second-order resonant element that creates a freely damped oscillating signal at both the rising and falling edges of the excitation. The excitation amplitude near the resonant frequency is, therefore, enhanced. The equivalent resistance in the resonant element can be obtained by measuring the first positive peak voltage of the freely damped signal at the falling edge of the pulse. Tests indicate that resistance measurements for frequencies from 30 kHz to 1 MHz can be implemented only by a fixed frequency square wave excitation signal generated by a digital circuit. This method can be used for conductivity measurements of conductive media, such as electrolyte solutions, water and human skin, using both wired and wireless transmitters.

Key wordssquare wave pulseconductivityfree damping oscillationpeak detection
收稿日期: 2013-05-11 出版日期: 2015-04-16
ZTFLH: 
基金资助:国家自然科学基金资助项目 (60971007, 61271129)
引用本文:
孟凡, 董永贵. 基于方波脉冲激励的电导率测量方法[J]. 清华大学学报(自然科学版), 2014, 54(2): 207-211.
Fan MENG, Yonggui DONG. Electrical conductivity measurement method using square wave pulse excitation. Journal of Tsinghua University(Science and Technology), 2014, 54(2): 207-211.
链接本文:
http://jst.tsinghuajournals.com/CN/ http://jst.tsinghuajournals.com/CN/Y2014/V54/I2/207


图表:
谐振式方波脉冲电阻抗测量原理
激励和响应信号的频谱和电阻抗谱
简化的检测系统
用于电解质溶液及人体皮肤电阻率检测的电路
峰值电压和等效电阻随着溶液摩尔浓度增加变化
水溶液电阻率的测量
人体皮肤电阻率的测量
电感线圈耦合方式的电阻测量电路原理图
自由衰减振荡信号uC1及其频谱
电感线圈耦合方式的电阻率测量结果


参考文献:
[1] Ma H, Lang J H, Slocum A H. Calibration-free measurement of liquid permittivity and conductivity using electrochemical impedance test cell with servomechanically adjustable cell constant[J]. IEEE Sensors Journal, 2009, 9(5): 515-524.
[2] Casalbore-Miceli G, Yang M J, Li Y, et al.A polyelectrolyte as humidity sensing material: Influence of the preparation parameters on its sensing property[J]. Sensors and Actuators B: Chemical, 2006, 114(2): 584-590.
[3] Zhang M, Hu C, Liu H, et al.A rapid-response humidity sensor based on BaNbO3nanocrystals[J]. Sensors and Actuators B: Chemical, 2009, 136(1): 128-132.
[4] Possetti G R C, Kamikawachi R C, Prevedello C L, et al. Salinity measurement in water environment with a long period grating based interferometer[J]. Measurement Science & Technology, 2009, 20, 0340033.
[5] Tsamis E D, Avaritsiotis J N. Design of planar capacitive type sensor for “water content” monitoring in a production line[J]. Sensors and Actuators A: Physical, 2005, 118(2): 202-211.
[6] Huang X, Yeo W, Liu Y, et al.Epidermal differential impedance sensor for conformal skin hydration monitoring[J]. Biointerphases, 2012, 7(1-4): 1-9.
[7] Hsu Y Y, Hoffman J, Ghaffari R, et al.Epidermal electronics: Skin sweat patch [C]//2012 7th International Microsystems, Packaging, Assembly and Circuits Technology Conference (IMPACT). Taipei, China, 2012: 228-231.
[8] Huang T, Chou J, Sun T, et al.A device for skin moisture and environment humidity detection[J]. Sensors and Actuators B: Chemical, 2008, 134(1): 206-212.
[9] Qiao G, Wang W, Duan W, et al.Bioimpedance analysis for the characterization of breast cancer cells in suspension[J]. IEEE Transactions on Biomedical Engineering, 2012, 59(8): 2321-2329.
[10] Mishra V, Bouyad H, Halter R J. Electrical impedance-based biopsy for prostate cancer detection [C]//2011 37th Annual Northeast Bioengineering Conference (NEBEC). Troy, 2011: 1-2.
[11] Birlea N M, Birlea S I, Culea E. The skin's electrical time constants [C]//IFMBE Proceedings. Cluj Napoca, 2011, 36: 160-163.
[12] Yamamoto Y, Isshiki H, Nakamura T. Instantaneous measurement of electrical parameters in a palm during electrodermal activity[J]. IEEE Transactions on Instrumentation and Measurement, 1996, 45(2): 483-487.
[13] 董永贵, 孟凡. 电阻抗谱的分段测量方法及其实验研究 [C]//第9届全国信息获取与处理学术会议. 沈阳, 2011, 32(S12): 134-137. DONG Yonggui, MENG Fan. Segmented measurement method for electrical impedance spectroscopy and its experimental investigation [C]//The 9th National Conference on Information Acquisition and Processing. Shenyang, 2011, 32(S12): 134-137. (in Chinese).
[14] Yamamoto T, Yamamoto Y. Analysis for change of skin impedance[J]. Medical & Biological Engineering & Computing, 1977, 15(3): 219-227.
[15] Radosavljevic G J, Zivanov L D, Smetana W, et al.A wireless embedded resonant pressure sensor fabricated in the standard LTCC technology[J]. IEEE Sensors Journal, 2009, 9(12): 1956-1962.


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