期刊文献+

电阻抗断层成像技术进展 被引量:4

Progress on Electrical Impedance Tomography
下载PDF
导出
摘要 电阻抗断层成像技术分为:静态EIT(以电阻抗分布的绝对值为成像目标)和动态EIT(以电阻抗分布的相对值为成像目标),它是近年来国内外生物医学工程研究的比较热门的一种成像技术。因为与已有的X射线成像、计算机断层扫描成像(CT)、核磁共振成像(MRI)及超声成像相比,这种新的成像技术不仅具有解剖学的特征信息,还有功能性成像的性质。又因为它的无创、简单、便宜、容易应用等特点,在临床有着很好的应用前景。本文通过数学、物理以及应用上的论述并结合了最新的国内外科研动态。介绍了电阻抗断层成像技术的数学计算(包括算法和算法分析),物理基础(激励方式,激励频率,驱动模式),揭示了电阻抗断层成像技术的基本原理,并展示了此项技术的临床应用情况。 The Electrical Impedance Tomography (EIT) is divided into the static state EIT (The imaging target is the absolute value of the distributing of Electrical Impedance) and dynamic EIT (The imaging target is the relatively value of the distributing of Electrical Impedance relatively value).It's comparatively popular imaging technology in the study of biomedicine engineering at home and abroad in recent years. Compared to the present imaging technique of X-ray, computer section scanning (CT), MRI and ultrasonic, this new technique has not only the anatomy information but the character of functional imaging. It has a beautiful applied foreground in clinic application for its characters such as its character of non-invasion, simple, low cost and easy use. By using math, physics, and its new application at home and abroad, this paper gives an instruction of the math computation of the (ETI), the principle of physics, as well as the basic principle of EIT and its clinic application.
出处 《现代生物医学进展》 CAS 2007年第5期780-782,共3页 Progress in Modern Biomedicine
基金 陕西省自然科学基金资助(No:2003A05)
关键词 电阻抗断层成像(EIT) 算法 信噪比 逆问题 病态性 功能性成像 Electrical Impedance Tomography (EIT) Algorithm Signal Noisy Ratio (SNR) Reverse Problems Ill-Conditioned Functional Imaging
  • 相关文献

参考文献17

  • 1JAN C.DE MUNCK,THEO J.C.FAES,ROB M.Heethaar.The boundary element method in the forward and inverse problem of electrical impedance tomography[J].IEEE Trans.on Biomedical Engineering,2000,47(6):792-799.
  • 2SEAGAR A D,BARBER D C,BROWN B H.Theoretical limits to sensitivity and resolution in impedance imaging[J].Clin Phys Physiol Meas,1987,8:13-31.
  • 3WOO E J,HUA P,WEBSTER J G,et al.Finite-element method in electrical impedance Tomography[J].Med Bio Eng & Comput,1994,32(4):530-536.
  • 4BARBER D C,BROWN B H,FRESSTON I L.Imaging spatial distributions of resistivity using applied potential raphy[J].Electron.Lett,1983,19:933-935.
  • 5BARBER D C,BROWN B H.Recent Developments in applied potential tomography,information processing in medical imaging.S.L.Bacharach(ed),Martinus Nijhoff,Dordrecht,1986:106-121.
  • 6CHENEY M,ISAACSON D,NEWELL J C.Electrical impedance tomography[J].SIAM Rev,1990,41:85-101.
  • 7HYARIC A L,PIDCOCK M K.A one step image reconstruction algorithm for electrical Impedance tomography in three dimensions[J].Physiol.Meas,2000,21:95-98.
  • 8FUKS L F,CHENEY M,ISAACSON D,et al.Detection and imaging of electric conductivity and permittivity at low frequency[J].IEEE Trans.Biomed.Engr,1991,3:1106-1110.
  • 9董秀珍,秦明新,汤孟兴,付峰,史学涛,尤富生.一种实用的动态电阻抗断层成象算法[J].中国生物医学工程学报,2000,19(3):348-352. 被引量:4
  • 10MORUCCI J P,MARSILI P M.bioelectrical impedance technique in medicine.Part Ⅲ:Impedance imaging.Ⅱ:Reconstruction algorithms[J].Crit Rev BME,1996,24(4-6):599-654.

二级参考文献25

  • 1Riu J,Brags R,Rosell J.Broadband quasi-differential multifrequency electrical impedance imaging system [J].Physiol Meas,1996,17 (S):A39-A47.
  • 2Brown H,Leathard D,Lu L,et al.A measured and expected cole parameters from electrical impedance spectroscopy images of the human thorax [J].Physiol Meas,1995,16(S 3):A57-A68.
  • 3Gersing E and Osyka M.On the frequency range necessary for a multifrequency tomography [J].Innov Tech Biol Med,1994,15(S 1):69-77.
  • 4Searle A,Kirkup L.Real time impedance plots with arbitrary frequency components [J].Physiol Meas,1999,20(1):103-114.
  • 5Osterman S,Kerner E,Williams B,et al.Multifrequency electrical impedance imaging:preliminary in vivo experience in breast [J].Physiol Meas,2000,21(1):99-109.
  • 6Yerworth J,Bayford H,Cusick G,et al.Design and performance of the UCLH mark 1b 64 channel electrical impedance tomography (EIT) system,optimized for imaging brain function [J].Physiol Meas,2002,23(1):149-158.
  • 7Halter R,Hartov A,Paulsen D.Design and Implementation of a high frequency electrical impedance tomography system [J].Physiol Meas,2004,25(1):379-390.
  • 8Hua P,Woo J,Webster G,et al.Using compound electrodes in electrical impedance tomography [J].IEEE Trans Biomed Eng,1993,40(1):29-34.
  • 9[1]Kiksal A, Eyuboglu BM. Determination of optimum injected current patterns in electrical impedance tomography [J]. Physiol Meas, 1995; 16(Suppl A):99-109.
  • 10[2]Bayfordy RH, Boone KG, Hanquan Y, et al. Improvement of the positional accuracy of EIT images of the head using a Lagrange multiplier reconstruction algorithm with diametric excitation [J]. Physiol Meas, 1996; 17:A49-A57.

共引文献21

同被引文献45

  • 1徐管鑫,何为,H.Singer.一种改进的动态电阻抗断层成像反投影算法[J].生物医学工程学杂志,2004,21(5):761-765. 被引量:2
  • 2董秀珍.生物电阻抗技术研究进展[J].中国医学物理学杂志,2004,21(6):311-317. 被引量:68
  • 3帅万钧,董秀珍,付峰.脑阻抗断层成像的图像重构算法[J].国外医学(生物医学工程分册),2004,27(6):332-336. 被引量:4
  • 4刘锐岗,史学涛,付峰,尤富生,季振宇,董秀珍.多频电阻抗扫描的Cole-Cole模型分析[J].航天医学与医学工程,2006,19(6):438-441. 被引量:5
  • 5Holder D S. Electrical impedance tomography methods, history and applications [M]. Bristol and: Philadelphia:IoP Publishing, 2004.
  • 6Isaacson D, Mueller J L, Newell J C, et al. Imaging car- diac activity by the D-bar method for electrical imped- ance tomography [J]. Physiological Measurement, 2006, 27:S43-S50.
  • 7Holder D S. Biomedical applications of electrical imped- ance tomography [J]. Physiological Measurement, 2002, 23 (1) :3-5.
  • 8Allen MT, Fahrenberg J, Kelsey RM, et al. Methodological guidelines for impedance cardiography[J]. Psychophysiology, 1990, 27(1): 1-23.
  • 9Kelsey RM, Guethlein W. An evaluation of the ensemble averaged impedance cardiogram[J]. Psychophysiology, 1990, 27(1): 24-33.
  • 10Willemsen GH, DeGeus E J, Klaver CH, et al. Ambulatory monitoring of the impedance cardiogram [J]. Psychophysiology, 1996, 33 (2): 184-193.

引证文献4

二级引证文献31

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部