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2
Sweep MRI with algebraic reconstruction.代数重建的扫 MRI。
Magn Reson Med. 2010 Dec;64(6):1685-95. doi: 10.1002/mrm.22516. Epub 2010 Oct 14.
3
Fast recovery, high sensitivity NMR probe and preamplifier for low frequencies.用于低频的快速恢复、高灵敏度核磁共振探头和前置放大器。
Rev Sci Instrum. 1979 Feb;50(2):193. doi: 10.1063/1.1135786.
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Gapped pulses for frequency-swept MRI.用于频率扫描磁共振成像的间隙脉冲。
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Multinuclear NMR investigation of probe construction materials at 9.4T.9.4T下探针构建材料的多核核磁共振研究。
Magn Reson Med. 2008 Apr;59(4):936-8. doi: 10.1002/mrm.21566.
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Selection of a convolution function for Fourier inversion using gridding [computerised tomography application].选择卷积函数进行傅里叶反演的网格化方法 [计算机层析成像应用]。
IEEE Trans Med Imaging. 1991;10(3):473-8. doi: 10.1109/42.97598.
7
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8
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9
Centering the projection reconstruction trajectory: reducing gradient delay errors.使投影重建轨迹居中:减少梯度延迟误差。
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Eliminating spurious lipid sidebands in 1H MRS of breast lesions.消除乳腺病变1H磁共振波谱中的伪脂质边带。
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用于SWIFT的间隙循环。

Gap cycling for SWIFT.

作者信息

Corum Curtis A, Idiyatullin Djaudat, Snyder Carl J, Garwood Michael

机构信息

Center for Magnetic Resonance Research, Department of Radiology, Medical School, University of Minnesota, Minneapolis, Minnesota, USA.

出版信息

Magn Reson Med. 2015 Feb;73(2):677-82. doi: 10.1002/mrm.25141. Epub 2014 Feb 24.

DOI:10.1002/mrm.25141
PMID:24604286
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC4143500/
Abstract

PURPOSE

SWIFT (SWeep Imaging with Fourier Transformation) is a non-Cartesian MRI method with unique features and capabilities. In SWIFT, radiofrequency (RF) excitation and reception are performed nearly simultaneously, by rapidly switching between transmit and receive during a frequency-swept RF pulse. Because both the transmitted pulse and data acquisition are simultaneously amplitude-modulated in SWIFT (in contrast to continuous RF excitation and uninterrupted data acquisition in more familiar MRI sequences), crosstalk between different frequency bands occurs in the data. This crosstalk leads to a "bulls-eye" artifact in SWIFT images. We present a method to cancel this interband crosstalk by cycling the pulse and receive gap positions relative to the un-gapped pulse shape. We call this strategy "gap cycling."

THEORY AND METHODS

We carry out theoretical analysis, simulation and experiments to characterize the signal chain, resulting artifacts, and their elimination for SWIFT.

RESULTS

Theoretical analysis reveals the mechanism for gap-cycling's effectiveness in canceling interband crosstalk in the received data. We show phantom and in vivo results demonstrating bulls-eye artifact free images.

CONCLUSION

Gap cycling is an effective method to remove bulls-eye artifact resulting from interband crosstalk in SWIFT data.

摘要

目的

SWIFT(傅里叶变换扫描成像)是一种具有独特特征和功能的非笛卡尔磁共振成像(MRI)方法。在SWIFT中,射频(RF)激发和接收几乎同时进行,通过在频率扫描RF脉冲期间在发射和接收之间快速切换来实现。由于在SWIFT中发射脉冲和数据采集都同时进行幅度调制(与更常见的MRI序列中连续RF激发和不间断数据采集形成对比),数据中会出现不同频段之间的串扰。这种串扰会导致SWIFT图像中出现“靶心”伪影。我们提出了一种通过循环脉冲和相对于无间隙脉冲形状的接收间隙位置来消除这种带间串扰的方法。我们将这种策略称为“间隙循环”。

理论与方法

我们进行理论分析、模拟和实验,以表征SWIFT的信号链、产生的伪影及其消除方法。

结果

理论分析揭示了间隙循环在消除接收数据中带间串扰方面有效性的机制。我们展示了体模和体内结果,证明了无靶心伪影的图像。

结论

间隙循环是一种有效方法,可消除SWIFT数据中带间串扰导致的靶心伪影。