全部 标题 作者
关键词 摘要

OALib Journal期刊
ISSN: 2333-9721
费用:99美元

查看量下载量

相关文章

更多...
-  2018 

利用h细化优化电阻层析成像灵敏度矩阵
Optimization of Electrical Resistance Tomography Sensitivity Matrix Using h Refinement

DOI: 10.11784/tdxbz201606001

Keywords: 电阻层析成像,h细化,灵敏度矩阵,病态性
electrical resistance tomography
,h refinement,sensitivity matrix,ill-posedness

Full-Text   Cite this paper   Add to My Lib

Abstract:

为了提高电阻层析成像图像重建质量, 利用h细化优化灵敏度矩阵以改善其病态性. 以电阻层析成像有限元模型h细化区域的起始层数、终止层数以及三角形有限元内部区域所插入节点的横坐标、纵坐标为变量, 以敏感场均匀分布时灵敏度矩阵条件数的倒数为适应度函数, 利用h细化优化灵敏度矩阵, 并将优化结果应用于改进Landweber预迭代算法图像重建. 实验结果表明, 利用h细化可有效改善其病态程度, 相比采取全局细化前后有限元模型对应的灵敏度矩阵, 条件数分别降低了35.354 3% 、32.820 4% , 提高了重建图像分辨率.
In order to enhance image reconstruction quality,the sensitivity matrix was optimized using h refinement to cope with the ill-posedness in electrical resistance tomography. The starting and termination number of layer of the h refinement region,the horizontal and vertical coordinates of the nodes were taken as variables,and the reciprocal of the condition number was designed as the fitness function,and the finite element mesh was optimized using h refinement,which was thereafter applied to image reconstruction using the improved Landweber pre-iteration algorithm. Experimental results show that the ill-posedness is improved effectively,the condition number is reduced by 35.354 3% and 32.820 4%,comparing to the finite element mesh before and after global refinement,and the quality is improved

References

[1]  陈江涛, 刘石. 融合电容层析成像先验信息的集合卡尔曼滤波统计估计[J]. 化学工程, 2012, 40(4):36-39.
[2]  王莉莉, 陈德运, 于晓洋, 等. 电容层析成像系统传感器优化设计[J]. 仪器仪表学报, 2015, 36(3):515-522.
[3]  Wang Lili, Chen Deyun, Yu Xiaoyang, et al. Sensor optimization design in electrical capacitance tomography system[J]. <i>Chinese Journal of Scientific Instrument</i>, 2015, 36(3):515-522(in Chinese).
[4]  刘靖, 王雪瑶, 刘石. 多相流测量用动态电容层析成像图像重建算法[J]. 仪器仪表学报, 2015, 36(10):2355-2362.
[5]  肖理庆, 王化祥, 邵晓根. 基于模型细化改进牛顿-拉夫逊图像重建算法[J]. 仪器仪表学报, 2014, 35(7):1546-1554.
[6]  Xiao Liqing, Wang Huaxiang, Shao Xiaogen. Improved Newton-Raphson image reconstruction algorithm based on model refining[J]. <i>Chinese Journal of Scientific Instrument</i>, 2014, 35(7):1546-1554(in Chinese).
[7]  Dickin F, Wang Mi. Electrical resistance tomography for process applications[J]. <i>Measurement Science and Technology</i>, 1996, 7(3):247-260.
[8]  Zhao Qian, Hao Jianna, Yin Wuliang. Numerical approach for the magnetic scalar potential of electrom-agnetic tomography system[J]. <i>Journal of Tianjin University</i>:<i>Science and Technology</i>, 2014, 47(7):613-618(in Chinese).
[9]  陈贵敏, 贾建援, 韩琪. 粒子群优化算法的惯性权值递减策略研究[J]. 西安交通大学学报, 2006, 40(1):53-56.
[10]  Xiao Liqing, Wang Huaxiang, Li Dan. Improved Landweber pre-iteration algorithm for ERT image reconstruction[J]. <i>Proceedings of the CSEE</i>, 2013, 33(23):118-125(in Chinese).
[11]  Xue Qian, Wang Huaxiang, Cui Ziqiang, et al. Electrical capacitance tomography using an accelerated proximal gradient algorithm[J]. <i>Review of Scientific Instruments</i>, 2012, 83(4):1-7.
[12]  闵锐, 杨倩倩, 皮亦鸣, 等. 基于正则化正交匹配跟踪的SAR层析成像[J]. 电子测量与仪器学报, 2012, 26(12):1069-1073.
[13]  Min Rui, Yang Qianqian, Pi Yiming, et al. SAR tomography imaging based on regularized orthogonal matching pursuit[J]. <i>Journal of Electronic Measurement and Instrument</i>, 2012, 26(12):1069-1073(in Chinese).</i></i>
[14]  Chen Jiangtao, Liu Shi. Statistical estimation of ensemble Kalman filter fusion based on priori information approach in electrical capacitance tomography[J]. <i>Chemical Engineering</i>, 2012, 40(4):36-39(in Chinese).
[15]  王丕涛, 王化祥, 孙?脑?. 基于内阵列电极的ECT/ERT双模态成像[J]. 天津大学学报:自然科学与工程技术版, 2015, 48(4):311-317.
[16]  Wang Pitao, Wang Huaxiang, Sun Benyuan. ECT/ERT dual-modality tomography based on inner electrode array [J]. <i>Journal of Tianjin University</i>:<i>Science and Technology</i>, 2015, 48(4):311-317(in Chinese).
[17]  Chen Qi, Liu Shi. Flame imaging in meso-scale porous media burner using electrical capacitance tomography [J]. <i>Chinese Journal of Chemical Engineering</i>, 2012, 20(2):329-336.
[18]  Liu Jing, Wang Xueyao, Liu Shi. Dynamic image reconstruction method for electrical capacitance tomography in multiphase flow measurement[J]. <i>Chinese Journal of Scientific Instrument</i>, 2015, 36(10):2355-2362(in Chinese).
[19]  马敏, 王伯波, 薛倩. 基于数据融合的ECT图像重建算法[J]. 仪器仪表学报, 2015, 36(12):2798-2803.
[20]  Ma Min, Wang Bobo, Xue Qian. ECT image reconstruction algorithm based on data fusion[J]. <i>Chinese Journal of Scientific Instrument</i>, 2015, 36(12):2798-2803(in Chinese).
[21]  Yang W Q, Beck M S, Byars M. Electrical capacitance tomography:From design to applications[J]. <i>Measurement<i> & <i>Control</i>, 1995, 28(9):261-266.
[22]  王化祥, 黄文瑞, 范文茹. 三维电阻抗成像的测量模式[J]. 天津大学学报:自然科学与工程技术版, 2012, 45(8):729-734.
[23]  Wang Huaxiang, Huang Wenrui, Fan Wenru. Measurement pattern for 3D electrical impedance tomography [J]. <i>Journal of Tianjin University</i>:<i>Science and Technology</i>, 2012, 45(8):729-734(in Chinese).
[24]  陈晓艳, 杨永政, 杜萌. 无解调电阻抗成像方法研究[J]. 传感技术学报, 2015, 28(6):870-875.
[25]  Chen Xiaoyan, Yang Yongzheng, Du Meng. Non-demodulation method study for electrical impedance tomography[J]. <i>Chinese Journal of Sensors and Actuators</i>, 2015, 28(6):870-875(in Chinese).
[26]  Liu Ze, Xue Fangqi, Yang Guoyin, et al. Experim-ental measurement method of sensitivity matrix for electromagnetic tomography[J]. <i>Chinese Journal of Scientific Instrument</i>, 2013, 34(9):1982-1988(in Chinese).
[27]  Chen Guimin, Jia Jianyuan, Han Qi. Study on the strategy of decreasing inertia weight in particle swarm optimization algorithm[J]. <i>Journal of Xi’an Jiaotong University</i>, 2006, 40(1):53-56(in Chinese).
[28]  肖理庆, 王化祥, 厉丹. 改进Landweber预迭代ERT图像重建算法[J]. 中国电机工程学报, 2013, 33(23):118-125.
[29]  Guo Zhiheng, Lü Decai, Shao Fuqun. Image reconstruction method for electrical capacitance tomography based on the difference sensitivity model[J]. <i>Proceedings of the CSEE</i>, 2012, 32(23):75-82(in Chinese).
[30]  Yin Wuliang, Wang Ben, Wang Huaxiang. Digital demodulation based on half-period sampling in electrom-agnetic tomography[J]. <i>Journal of Tianjin University</i>, 2011, 44(12):1118-1123(in Chinese).
[31]  刘泽, 薛芳其, 杨国银, 等. 电磁层析成像灵敏度矩阵实验测试方法[J]. 仪器仪表学报, 2013, 34(9):1982-1988.
[32]  张立峰. 电学层析成像激励测量模式及图像重建算法研究[D]. 天津:天津大学电气与自动化工程学院, 2010.
[33]  Zhang Lifeng. Research on Exciting-Measuring Modes and Image Reconstruction Algorithms for Electrical Tomography[D]. Tianjin:School of Electrical Engineering and Automation, Tianjin University, 2010(in Chinese).
[34]  李守晓, 王化祥, 范文茹, 等. 基于三维模型的改进正则化ERT成像算法[J]. 天津大学学报, 2012, 45(3):215-220.
[35]  Li Shouxiao, Wang Huaxiang, Fan Wenru, et al. Improved regularization reconstruction algorithm based on 3D model for ERT system[J]. <i>Journal of Tianjin University</i>, 2012, 45(3):215-220(in Chinese).
[36]  魏颖, 赵进创, 王师, 等. 基于RBF神经网络的电阻层析成像算法的研究[J]. 仪器仪表学报, 2001, 22(4):369-371.
[37]  郭志恒, 律德才, 邵富群. 基于差分灵敏度模型的电容层析成像图像重建方法[J]. 中国电机工程学报, 2012, 32(23):75-82.
[38]  汪剑鸣, 李文聪, 张荣华, 等. 基于最大期望算法的电阻抗成像系统的图像重建[J]. 传感技术学报, 2015, 28(11):1652-1658.
[39]  Wang Jianming, Li Wencong, Zhang Ronghua, et al. The images reconstruction of electrical impedance tomography by EM method[J]. <i>Chinese Journal of Sensors and Actuators</i>, 2015, 28(11):1652-1658(in Chinese).
[40]  Wang Yan, Sha Hong, Ren Chaoshi. Optimum design of electrode structure and parameters in electrical impedance tomography[J]. <i>Physiological Measurement</i>, 2006, 27(3):291-306.
[41]  Polydorides N, Lionheart W R B. A Matlab toolkit for three-dimensional electrical impedance tomography:A contribution to the electrical impedance and diffuse optical reconstruction software project[J]. <i>Measurement Science and Technology</i>, 2002, 13(12):1871-1883.
[42]  董峰, 赵佳, 许燕斌, 等. 用于电阻层析成像的快速自适应硬阈值算法[J]. 天津大学学报:自然科学与工程技术版, 2015, 48(4):305-310.
[43]  Dong Feng, Zhao Jia, Xu Yanbin, et al. A fast adaptive iterative hard threshold algorithm for electrical resistance tomography[J]. <i>Journal of Tianjin University</i>:<i>Science and Technology</i>, 2015, 48(4):305-310(in Chinese).
[44]  Dong Feng, Xu Yanbin. Application of electrical resistance tomography in two-phase flow measurement[J]. <i>Journal of Engineering Thermophysics</i>, 2006, 27(5):791-794.
[45]  Daily W, Ramirez A. Electrical resistance tomography [J]. <i>Society of Exploration Geophysicists</i>, 2004, 23(5):438-442.
[46]  赵倩, 郝建娜, 尹武良. 电磁层析成像系统中标量磁势的数值解法[J]. 天津大学学报:自然科学与工程技术版, 2014, 47(7):613-618.
[47]  Ma X, Peyton A J, Higson S R, et al. Hardware and software design for an electromagnetic induction tomography(EMT)system for high contrast metal process applications[J]. <i>Measurement Science & Technology</i>, 2006, 17(1):111-118.
[48]  Yin W, Peyton A J. A planar EMT system for the detection of faults on thin metallic plates[J]. <i>Measurement Science & Technology</i>, 2006, 17(8):2130-2135.
[49]  尹武良, 王奔, 王化祥. 电磁层析成像中基于半周期采样的数字解调方法[J]. 天津大学学报, 2011, 44(12):1118-1123.
[50]  Griffiths H. Magnetic induction tomography[J]. <i>Measurement Science and Technology</i>, 2001, 12:1126-1131.
[51]  Wei Ying, Zhao Jinchuang, Wang Shi, et al. Research of the image reconstruction algorithm for electrical tomography based on RBF neural network[J]. <i>Chinese Journal of Scientific Instrument</i>, 2001, 22(4):369-371(in Chinese).

Full-Text

comments powered by Disqus

Contact Us

service@oalib.com

QQ:3279437679

WhatsApp +8615387084133