Dreher Wolfgang, Geppert Christian, Althaus Matthias, Leibfritz Dieter
Universität Bremen, Fachbereich 2 (Chemie), Bremen, Germany.
Magn Reson Med. 2003 Sep;50(3):453-60. doi: 10.1002/mrm.10548.
Various pulse sequences for fast proton spectroscopic imaging (SI) using the steady-state free precession (SSFP) condition are proposed. The sequences use either only the FID-like signal S(1), only the echo-like signal S(2), or both signals in separate but adjacent acquisition windows. As in SSFP imaging, S(1) and S(2) are separated by spoiler gradients. RF excitation is performed by slice-selective or chemical shift-selective pulses. The signals are detected in absence of a B(0) gradient. Spatial localization is achieved by phase-encoding gradients which are applied prior to and rewound after each signal acquisition. Measurements with 2D or 3D spatial resolution were performed at 4.7 T on phantoms and healthy rat brain in vivo allowing the detection of uncoupled and J-coupled spins. The main advantages of SSFP based SI are the short minimum total measurement time (T(min)) and the high signal-to-noise ratio per unit measurement time (SNR(t)). The methods are of particular interest at higher magnetic field strength B(0), as TR can be reduced with increasing B(0) leading to a reduced T(min) and an increased SNR(t). Drawbacks consist of the limited spectral resolution, particularly at lower B(0), and the dependence of the signal intensities on T(1) and T(2). Further improvements are discussed including optimized data processing and signal detection under oscillating B(0) gradients leading to a further reduction in T(min).
提出了各种利用稳态自由进动(SSFP)条件进行快速质子光谱成像(SI)的脉冲序列。这些序列要么仅使用类似FID的信号S(1),要么仅使用类似回波的信号S(2),或者在单独但相邻的采集窗口中同时使用这两种信号。与SSFP成像一样,S(1)和S(2)由扰相梯度分开。射频激发通过切片选择性或化学位移选择性脉冲进行。在没有B(0)梯度的情况下检测信号。通过在每次信号采集之前施加并在采集后重绕的相位编码梯度来实现空间定位。在4.7T下对体模和健康大鼠脑进行了具有二维或三维空间分辨率的测量,从而能够检测未耦合和J耦合的自旋。基于SSFP的SI的主要优点是最短总测量时间(T(min))短以及每单位测量时间的高信噪比(SNR(t))。这些方法在较高磁场强度B(0)下特别受关注,因为随着B(0)的增加,重复时间(TR)可以缩短,从而导致T(min)减小且SNR(t)增加。缺点包括有限的光谱分辨率,特别是在较低的B(0)下,以及信号强度对T(1)和T(2)的依赖性。讨论了进一步的改进措施,包括优化数据处理以及在振荡B(0)梯度下的信号检测,这将导致T(min)进一步降低。