Li Xin, Pan Jullie W, Avdievich Nikolai I, Hetherington Hoby P, Rispoli Joseph V
Weldon School of Biomedical Engineering, Purdue University, West Lafayette, Indiana, USA.
Department of Radiology, University of Pittsburgh, Pittsburgh, Pennsylvania, USA.
Magn Reson Med. 2021 Jun;85(6):3463-3478. doi: 10.1002/mrm.28672. Epub 2021 Feb 3.
With increased interest in parallel transmission in ultrahigh-field MRI, methods are needed to correctly calculate the S-parameters and complex field maps of the parallel transmission coil. We present S-parameters paired with spatial field optimization to fully simulate a double-row 16-element transceiver array for brain MRI at 7 T.
We implemented a closed-form equation of the coil S-parameters and overall spatial field. We minimized a cost function, consisting of coil S-parameters and the homogeneity in brain tissue, by optimizing transceiver components, including matching, decoupling circuits, and lumped capacitors. With this, we are able to compare the in silico results determined with and without homogeneity weighting. Using the known voltage range from the host console, we reconstructed the maps of the array and performed RF shimming with four realistic head models.
As performed with homogeneity weighting, the optimized coil circuit components were highly consistent over the four heads, producing well-tuned, matched, and decoupled coils. The mean peak forward powers and statistics for the head models are consistent with in vivo human results (N = 8). There are systematic differences in the transceiver components as optimized with or without homogeneity weighting, resulting in an improvement of 28.4 ± 7.5% in homogeneity with a small 1.9 ± 1.5% decline in power efficiency.
This co-simulation methodology accurately simulates the transceiver, predicting consistent S-parameters, component values, and field. The RF shimming of the calculated field maps match the in vivo performance.
随着超高场磁共振成像(MRI)中对并行传输的兴趣增加,需要一些方法来正确计算并行传输线圈的S参数和复场图。我们提出将S参数与空间场优化相结合,以全面模拟用于7T脑MRI的双排16元件收发阵列。
我们实现了线圈S参数和整体空间场的闭式方程。通过优化收发器组件,包括匹配、去耦电路和集总电容,我们最小化了一个由线圈S参数和脑组织均匀性组成的成本函数。由此,我们能够比较有无均匀性加权时确定的计算机模拟结果。利用主机控制台已知的电压范围,我们重建了阵列的图谱,并使用四个真实头部模型进行了射频匀场。
在进行均匀性加权时,优化后的线圈电路组件在四个头部上高度一致,产生了调谐良好、匹配且去耦的线圈。头部模型的平均峰值前向功率和统计数据与体内人体结果(N = 8)一致。在有无均匀性加权情况下优化的收发器组件存在系统差异,导致均匀性提高了28.4±7.5%,而功率效率略有下降,为1.9±1.5%。
这种联合模拟方法准确地模拟了收发器,预测了一致的S参数、组件值和场。计算出的场图的射频匀场与体内性能相匹配。