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MDEIT中电流密度成像替代电导率成像的可行性分析
引用本文:李刚,郝丽玲,陈瑞娟,林凌.MDEIT中电流密度成像替代电导率成像的可行性分析[J].天津大学学报(自然科学与工程技术版),2012(5):417-422.
作者姓名:李刚  郝丽玲  陈瑞娟  林凌
作者单位:天津大学精密仪器与光电子工程学院
基金项目:国家自然科学基金资助项目(60674111)
摘    要:针对新型磁探测电阻抗成像技术的正问题,利用有限元方法求解得到目标体内部的电压和电流密度分布,然后根据Biot-Savart定律获得目标体外部的磁感应强度数据,并且分析了有限元方法计算正问题的精度.结果表明,其足以用于磁探测电阻抗成像的电导率图像重建.在此基础上,通过仿真实验发现环形电极模式避免了电流的扩散效应,远离电极部分的z方向电流密度图像与电导率图像一致,以电流密度成像替代电导率成像,使得磁探测电阻抗成像简化为磁探测电流密度成像,缩短了数据测量时间和图像重建时间,为快速成像奠定了基础.

关 键 词:磁探测电阻抗成像  正问题  有限元方法  环形电极  电流密度成像

Feasibility Analysis on Current Density Imaging in Place of Conductivity Imaging for MDEIT
LI Gang,HAO Li-ling,CHEN Rui-juan,LIN Ling.Feasibility Analysis on Current Density Imaging in Place of Conductivity Imaging for MDEIT[J].Journal of Tianjin University(Science and Technology),2012(5):417-422.
Authors:LI Gang  HAO Li-ling  CHEN Rui-juan  LIN Ling
Institution:(School of Precision Instrument and Opto-Electronics Engineering,Tianjin University,Tianjin 300072,China)
Abstract:With regard to the forward problem of magnetic detection electrical impedance tomography (MDEIT), voltage and current density distributions inside the object were computed using the finite element method(FEM). Then, the magnetic flux density around the object was calculated using the Biot-Savart law. The performance of the forward solver was analyzed. Results show that it meets the demand of conductivity image reconstruction in MDEIT. Based on the forward solver, the simulation experiments' results indicate that the toroidal electrodes can avoid the current spreading effect near electrodes. Consequently, the z direction current density image is the same as the con- ductivity image for the section far away from the electrodes. The conductivity imaging is replaced with current density imaging and the MDEIT is simplified to magnetic detection current density imaging (MDCDI), which shortens the data measurement time and image reconstruction time. This method can provide a new way for the rapid imaging.
Keywords:magnetic detection electrical impedance toroidal electrode  current density imaging tomography  forward problem  finite element method
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