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通过仿真评估信号空间分离。

Evaluation of signal space separation via simulation.

作者信息

Song Tao, Gaa Kathleen, Cui Li, Feffer Lori, Lee Roland R, Huang Mingxiong

机构信息

Radiology Department, University of California, San Diego, CA, USA.

出版信息

Med Biol Eng Comput. 2008 Sep;46(9):923-32. doi: 10.1007/s11517-007-0290-y. Epub 2008 Jan 10.

Abstract

Signal space separation (SSS) method is an advanced signal-processing approach that can be used to recover bio-magnetic signal and remove external disturbance in empirical magnetoencephalography (MEG) measurements. SSS is based on the solution of the quasi-static approximation of Maxwell equations (i.e., Laplace's equation) which can be expressed as linear combinations of spherical harmonic functions. In applying SSS, MEG measurements can be split into two parts: brain signals and external interferences. In this paper, after a brief review of the basics of SSS, we evaluate SSS systematically via computer simulation and real MEG data. In the simulations of this paper, two types of interference sources with magnetic and electric current dipoles are used. The interference suppression effects and the quality of the reconstruction of the interested signal are investigated. Also, the degree of spherical harmonic functions and its relationship with signal reconstruction and interference suppression are studied thoroughly. Finally, we provide objective assessments of the advantages and limitations of the SSS approach, and its practical value in MEG measurements.

摘要

信号空间分离(SSS)方法是一种先进的信号处理方法,可用于在经验性脑磁图(MEG)测量中恢复生物磁信号并去除外部干扰。SSS基于麦克斯韦方程组的准静态近似(即拉普拉斯方程)的解,该解可以表示为球谐函数的线性组合。在应用SSS时,MEG测量可分为两部分:脑信号和外部干扰。在本文中,在简要回顾SSS的基础知识之后,我们通过计算机模拟和实际MEG数据对SSS进行了系统评估。在本文的模拟中,使用了具有磁偶极子和电流偶极子的两种干扰源。研究了干扰抑制效果和感兴趣信号的重建质量。此外,还深入研究了球谐函数的阶数及其与信号重建和干扰抑制的关系。最后,我们对SSS方法的优点和局限性及其在MEG测量中的实际价值进行了客观评估。

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