摘要
本文提出的伪测量值法是利用EIT测量的有限离散数据相互间的位置关联信息,应用数据插值或曲线拟合等计算方法,求得边界更多位置的数据或连续分布的解析式。将计算数据作为测量值应用到图像重建中,相当于在不改变现有硬件电路和测量方法的情况下,增加了测量电极的数量,理论上可以提供足够的数据满足各种算法对数据量的要求,解决了因电极数量的限制导致的测量信息不足的问题,为解决在求解逆问题时因测量数据不足而导致的欠定问题提供了一个切实可行的方法,同时也为提高成像质量创造了条件。
The Pseudo Measured Value Method is put forward on Electrical Impedance Tomography (EIT) to find out more data or the polynomial function of boundary, potential distribution according to the measured data in this paper. The potential values calculated I+MO the polynomial function can be regarded as measured data. So enough data can be provided to satisfy the requirements of varions algorithms. Without adding the electrode number and changing data collection strategy, more data can be obtained by using such as Interpolation or the Polynomial Curve Fitting Method. The ill-posedness caused by lack of data in solving inverse problem is overcome and the reconstructed image is improved obviously.
出处
《微计算机信息》
2009年第31期26-27,25,共3页
Control & Automation
基金
天津市应用基础研究计划面上项目
项目名称:基于EIT技术的人体胸腔电阻抗信息检测与功能成像
基金颁发部门:天津市科委(06YFJMJC11000)
关键词
阻抗成像
图像重构
数据拟合
伪测量值法
逆问题
Electrical Impedance Tomography
EIT
Image Reconstruction
Polynomial Curve Fitting
Pseudo Measured Value Method
Inverse Problem