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首页> 外文期刊>Magma: Magnetic resonance materials in physics, biology, and medicine >Improved compressed sensing reconstruction for 19 F magnetic resonance imaging
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Improved compressed sensing reconstruction for 19 F magnetic resonance imaging

机译:改进了19 F磁共振成像的压缩传感重建

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摘要

Objective In magnetic resonance imaging (MRI), compressed sensing (CS) enables the reconstruction of undersampled sparse data sets. Thus, partial acquisition of the underlying k-space data is sufficient, which significantly reduces measurement time. While ~(19)F MRI data sets are spatially sparse, they often suffer from low SNR. This can lead to artifacts in CS reconstructions that reduce the image quality. We present a method to improve the image quality of undersampled, reconstructed CS data sets. Materials and methods Two resampling strategies in combination with CS reconstructions are presented. Numerical simulations are performed for low-SNR spatially sparse data obtained from ~(19)F chemical-shift imaging measurements. Different parameter settings for undersampling factors and SNR values are tested and the error is quantified in terms of the root-meansquare error. Results An improvement in overall image quality compared to conventional CS reconstructions was observed for both strategies. Specifically spike artifacts in the background were suppressed, while the changes in signal pixels remained small. Discussion The proposed methods improve the quality of CS reconstructions. Furthermore, because resampling is applied during post-processing, no additional measurement time is required. This allows easy incorporation into existing protocols and application to already measured data.
机译:磁共振成像(MRI)的目的,压缩感测(CS)使得能够重建向下采样的稀疏数据集。因此,部分获取底层的k空间数据是足够的,这显着降低了测量时间。虽然〜(19)F MRI数据集是空间稀疏的,但它们经常遭受低SNR。这可以导致CS重建中的伪像,从而降低图像质量。我们介绍了一种提高Under采样的图像质量的方法,重建的CS数据集。提出了材料和方法两种重采样策略与CS重建组合。对从〜(19)F化学移植物测量测量的低SNR空间稀疏数据执行数值模拟。测试下采样因子和SNR值的不同参数设置,并在根径错误方面进行错误。结果对于两种策略,观察到与传统CS重建相比的整体图像质量的改善。特别抑制了背景中的尖峰伪像,而信号像素的变化仍然很小。讨论提出的方法改善了CS重建的质量。此外,因为在后处理期间应用重采样,所以不需要额外的测量时间。这允许将现有协议和应用程序简单地结合到已经测量的数据。

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