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磁共振梯度系统特性分析及 K 空间轨迹估计的简易方法

Simple method for MR gradient system characterization and k-space trajectory estimation.

机构信息

Magnetic Resonance Systems Research Laboratory, Department of Electrical Engineering, Stanford University, Stanford, California, USA.

出版信息

Magn Reson Med. 2012 Jul;68(1):120-9. doi: 10.1002/mrm.23217. Epub 2011 Dec 21.

Abstract

Fast imaging trajectories are used in MRI to speed up the acquisition process, but imperfections in the gradient system create artifacts in the reconstructed images. Artifacts result from the deviation between k-space trajectories achieved on the scanner and their original prescription. Measuring or approximating actual k-space trajectories with predetermined gradient timing delays reduces the artifacts, but are generally based on a specific trajectory and scan orientation. A single linear time-invariant characterization of the gradient system provides a method to predict k-space trajectories scanned in arbitrary orientations through convolution. This is done efficiently, by comparing the Fourier transforms of the input and measured waveforms of a single high-bandwidth test gradient waveform. This new method is tested for spiral, interleaved echo-planar, and three-dimensional cones imaging, demonstrating its ability to reduce reconstructed image artifacts for various k-space trajectories.

摘要

快速成像轨迹用于 MRI 以加速采集过程,但梯度系统的不完美会在重建图像中产生伪影。伪影是由扫描仪上实现的 k 空间轨迹与其原始处方之间的偏差引起的。通过使用预定的梯度定时延迟来测量或近似实际的 k 空间轨迹,可以减少伪影,但通常基于特定的轨迹和扫描方向。梯度系统的单一线性时不变特性提供了一种通过卷积预测任意方向扫描的 k 空间轨迹的方法。通过比较单个高带宽测试梯度波形的输入和测量波形的傅里叶变换,可以有效地完成此操作。该新方法经过螺旋、交错回波平面和三维锥成像测试,证明了它能够减少各种 k 空间轨迹的重建图像伪影的能力。

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