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海波加速稳态自由进动成像。

CAIPIRINHA accelerated SSFP imaging.

机构信息

Institute of Radiology, University of Würzburg, Würzburg, Germany.

出版信息

Magn Reson Med. 2011 Jan;65(1):157-64. doi: 10.1002/mrm.22600.

Abstract

Exciting multiple slices at the same time, "controlled aliasing in parallel imaging results in higher acceleration" (CAIPIRINHA) and "phase-offset multiplanar" have shown to be very effective techniques in 2D multislice imaging. Being provided with individual rf phase cycles, the simultaneously excited slices are shifted with respect to each other in the FOV and, thus, can be easily separated. For SSFP sequences, however, similar rf phase cycles are required to maintain the steady state, impeding a straightforward application of phase-offset multiplanar or controlled aliasing in parallel imaging results in higher acceleration. In this work, a new flexible concept for applying the two multislice imaging techniques to SSFP sequences is presented. Linear rf phase cycles are introduced providing both in one, the required shift between the slices and steady state in each slice throughout the whole measurement. Consequently, the concept is also appropriate for real-time and magnetization prepared imaging. Steady state properties and shifted banding behavior of the new phase cycles were investigated using simulations and phantom experiments. Moreover, the concept was applied to perform whole heart myocardial perfusion SSFP imaging as well as real-time and cine SSFP imaging with increased coverage. Showing no significant penalties in SNR or image quality, the results successfully demonstrate the general applicability of the concept.

摘要

同时激发多个切片,“并行成像中的受控混杂导致更高的加速”(CAIPIRINHA)和“相位偏移多平面”在二维多切片成像中已被证明是非常有效的技术。由于提供了单独的射频相位周期,同时激发的切片在视场中彼此移位,因此可以轻松分离。然而,对于 SSFP 序列,需要类似的射频相位周期来维持稳态,这阻碍了相位偏移多平面或并行成像中受控混杂导致更高加速的直接应用。在这项工作中,提出了一种将这两种多切片成像技术应用于 SSFP 序列的新的灵活概念。引入了线性射频相位周期,在每个切片中提供了所需的切片之间的移位和整个测量过程中的稳态。因此,该概念也适用于实时和磁化准备成像。使用模拟和体模实验研究了新相位周期的稳态特性和移位带行为。此外,该概念还应用于进行全心心肌灌注 SSFP 成像以及实时和电影 SSFP 成像,覆盖范围增加。结果显示,在 SNR 或图像质量方面没有显著的损失,成功地证明了该概念的通用性。

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