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基于背景信息的磁共振成像尖峰噪声消除
引用本文:陈华莉,张成秀,奚伟,姜小平,杨光.基于背景信息的磁共振成像尖峰噪声消除[J].波谱学杂志,2012,29(4):537-545.
作者姓名:陈华莉  张成秀  奚伟  姜小平  杨光
作者单位:华东师范大学 物理系,上海市磁共振重点实验室,上海 200062;上海卡勒幅磁共振技术有限公司,上海,201614
基金项目:上海市科委资助项目,上海市磁共振重点实验室开放基金
摘    要:磁共振成像扫描过程中如果在K空间中出现尖峰噪声,将会严重影响图像质量. 该文提出了一种利用磁共振图像背景信息来定位并修复尖峰噪声的方法. 首先将K空间数据沿着频率编码kx和相位编码ky 2个方向分别进行一维傅立叶变换,然后在获得的2个中间域数据中,分别截取出背景区域, 进行一维反傅立叶变换得到与背景对应的频率域数据,通过对背景频率域数据的分析,获得尖峰噪声的kx和ky坐标,最后对异常点进行修复. 该算法可以很好地消除各种模式的尖峰噪声,与已有的算法相比,能够更好地处理K空间中连续多个相位编码行上出现尖峰噪声的情况,有效地消除图像伪影.

关 键 词:磁共振成像(MRI)  尖峰噪声  傅立叶变换  图像伪影
收稿时间:2012-03-09

Spike Noise Removal for Magnetic Resonance Imaging Based on the Information in the Background Region
CHEN Hua-li , ZAHNG Cheng-xiu , XI Wei , JIANG Xiao-ping , YANG Guang.Spike Noise Removal for Magnetic Resonance Imaging Based on the Information in the Background Region[J].Chinese Journal of Magnetic Resonance,2012,29(4):537-545.
Authors:CHEN Hua-li  ZAHNG Cheng-xiu  XI Wei  JIANG Xiao-ping  YANG Guang
Institution:1. Shanghai key Laboratory of Magnetic Resonance, Department of Physics, East China Normal University, Shanghai 200062, China;; 2. Shanghai COLORFUL Magnetic Resonance Technology Corporation Limited, Shanghai 201614, China
Abstract:In magnetic resonance imaging, spike noise in the K-space will degrade the quality of the reconstructed images severely. We proposed a new approach to locate and remove spike noises based on the information in the background region. Firstly, one-dimensional discrete Fourier transform (DFT) is applied to K-space data along the kx and ky direction respectively to acquire two half transformed datasets. Then background in these two datasets are extracted and analyzed to locate and remove the spike noise. By experiments on simulated and real data, the proposed approach was proven to be able to remove certain kinds of spike noises effectively. Compared with the previous algorithms, this approach has the unique advantage in that it can deal with the cases in which consecutive rows of K-space data are contaminated with spike noises.
Keywords:MRI  spike noise  Fourier transform  image artifacts  
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