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Double-Tuned 31P/1H Human Head Array with High Performance at Both Frequencies for Chemical Shift Spectroscopic Imaging (CSI) at 9.4T.
Nikolai Avdievich1, Loreen Ruhm1, Johanna Dorst1, and Anke Henning1

1High-Field Magnetic Resonance, Max Planck Institute for Biological Cybernetics, Tübingen, Germany

Synopsis

SNR enhancement at ultra-high field (UHF, >7T) is very critical for X-nuclei imaging. X-nuclei CSI of a human brain is potentially valuable for diagnostics of many diseases. CSI benefits from a whole-brain coverage and a high transmit performance not only at X- but also at 1H-frequency. It is rather difficult to optimize the DT-array at both frequencies at the same time. Therefore, often the performance of the X-nuclei portion of the RF array coil is optimized while the 1H-array performance is compromised. In this work, we developed a novel DT-array, which provides good performance at both 31P and 1H frequencies.

Purpose

To develop a robust design of a human head double-tuned (DT) 31P/1H array, which provides good performance at both 31P and 1H frequencies for chemical shift spectroscopic imaging (CSI) at 9.4T.

Introduction

Imaging other than hydrogen nuclei, i.e. X-nuclei, is often difficult due to lower SNR. Therefore, an SNR enhancement at ultra-high field (UHF, >7T) is very critical for X-nuclei imaging. To provide both high-resolution anatomical human brain imaging and B0 shimming, double-tuning of the coil is necessary. X-nuclei CSI of a human brain is potentially valuable for diagnostics of many diseases. CSI benefits from a whole-brain coverage and a high transmit (Tx) performance not only at X- but also at 1H-frequency, which at UHF requires using a multi-element RF array (1-4). It is rather difficult to optimize the DT-array at both frequencies at the same time. Therefore, often the performance of the X-nuclei portion is optimized while the 1H-array performance can be compromised (2). In this work, we developed a novel DT-array design, which provides good performance at both 31P and 1H frequencies.

Methods

It is well known that increasing the number of surface loops in a human head array improves only the peripheral SNR, while the central SNR doesn’t substantially change (5-7). High peripheral SNR can be harmful for CSI due to contamination of near-cortical voxels by a strong fat (1H) or muscle PCr (31P) signal. To minimize this effect, we limited the number of loops in the 31P-array to 10, i.e 8 17-cm long transceiver (TxRx) surface loops circumscribing the head and 2 receive (Rx) “vertical” loops placed at the superior location of a head (Fig.1A). The 1H-portion of the array (Fig.1B) consists of 10 TxRx-elements, i.e. 8 11-cm long surface loops circumscribing the head and 2 “vertical” loops at the superior location. Both the 31P-array and 1H-array are placed in a single layer on the surface of the holder at the same distance to the load (Fig.1C), which provides high loading and, thus, a high Tx-performance for both arrays. Such arrangement is feasible because of the small number of elements in the 31P-array. With a higher element count, the 1H-array is commonly placed in the second layer at larger distance to the sample, which decreases the 1H Tx-efficiency (2). To minimize interaction between adjacent 31P and 1H surface loops, 1H-loops are shifted by half-loop size (Figs.1C,2A). Placements of 31P-traps into 1H-loops and 1H-traps into 31P-loops minimize residual interaction. During transmission both arrays are driven in the quadrature mode using two home-built Wilkinson splitters both placed in a single box (Fig.2B). We compared the new array to a single-tuned (ST) 1H-array (8) of similar size with 8 surface loops (10-cm long). Electromagnetic (EM) simulations of the transmit B1+ and local specific absorption rate (SAR) were performed using CST Studio Suite 2015 (CST, Darmstadt, Germany) and the time-domain solver based on the finite-integration technique. Three voxel models were used, i.e. a head/shoulder (HS) phantom (e =58.6, s=0.64S/m), and two virtual family multi-tissue models, “Duke” and “Ella”. Experimental B1+ maps at 1H-frequency (9) and 31P-frequency (10) were obtained as previously described (9,10). All data were acquired on a Siemens Magnetom 9.4T human imaging system.

Results and Discussion

Figs.3A and 3B show simulated and experimentally measured B1+ maps obtained using both the 1H and 31P portions of the new DT-array and phantoms. Simulated and experimental data match each other well. Figs.3C and 3D show SNR maps obtained using the 1H/31P-array at both frequencies. As seen from Fig.3 addition of “vertical” cross-loops (Fig.1) improves both B1+ and SNR distributions at the superior location of the head. Fig.4 shows in-vivo results obtained using both the new DT-array and the ST-array at 1H-frequency. Similar to the phantom data, addition of the cross-loops substantially improves the brain coverage. It is also of importance that the Tx-efficiency of the DT-array is very similar to that of the ST-array. Averaged over 120-mm transversal slab B1+ measured 9.3μT/√kW and 9.4μT/√kW for the DT and ST arrays, respectively (Figs.4B,D). Averaging over 40-mm slab produced higher B1+ for the ST-array, i.e. 11.8μT/√kW (ST array) versus 10.7μT/√kW (DT array). Finally, Fig.5 demonstrates CSI images obtained using the new DT-array.

Conclusion

We developed a novel 31P/1H DT-array for CSI of a human brain at 9.4T. Placing both 31P and 1H loops in a single layer at the same distance to the sample provides for high Tx-efficiency at both frequencies without compromising SNR near the brain center at the 31P-frequency. Addition of the cross-loops at the superior location of a head improves the brain coverage at both frequencies.

Acknowledgements

No acknowledgement found.

References

1) Adriany G, Van de Moortele P-F, Ritter J et al. Magn Reson Med 2008;59:590-597. 2) Avdievich NI. Appl Magn Reson 2011;41(2):483-506. 3) Gilbert KM, Belliveau JG, Curtis AT et al. Magn Reson Med 2012;67:1487–1496. 4) Shajan G, Kozlov M, Hoffmann J et al. Magn Reson Med 2014;71:870–879. 5) Wiggins GC et al. Magn Reson Med 2009;62:754–762. 6) Vaidya MV et al. Conc Magn Reson Part B 2014; 44B(3):53-65. 7) Lattanzi R, Wiggins GC, Zhang B, Duan Q et al. Magn Reson Med 2018;79(3):1789-1803. 8) Avdievich N.I., Giapitzakis I.A., and Henning A. NMR in BioMed 2018, 31(2):1-13. 9) Yarnykh VL. MRM 2007;57:192-200. 10) Allen SP, Morrell GR, Peterson B et al. Magn Reson Med 2011;65(4):1125–1130.

Figures

Figure 1. A) CST EM simulation model of the 31P part of the double-tuned 31P/1H array loaded by the elliptical phantom. B) CST EM simulation model of the 1H part of the double-tuned 31P/1H array loaded by the HS phantom. C) Photo of the double-tuned 31P/1H array. Cover is removed for better visualization. 1H loops are shown in red. 31P loops are shown in yellow.

Figure 2. A) Photo of the double-tuned 31P/1H array with the cover removed. B) Photo of the front side of the array showing Tx and Rx ODU connectors. C) Photo of the front side of the array with the cover removed to show “vertical” cross-loops. D) Photo of the phased array loaded by the HS phantom. E) Numbering of 31P and 1H loops.

Figure 3. A) Experimentally measured and simulated B1+ maps obtained using the 1H part of the 31P/1H array loaded by the HS phantom. B) Experimentally measured and simulated B1+ maps obtained using the 31P part of the array loaded by the elliptical phantom. C) SNR maps obtained using the 1H part of the 31P/1H array loaded by the HS phantom. D) SNR maps obtained using the 31P part of the array loaded by the elliptical phantom.

Figure 4. A) Central sagittal, coronal, and transversal in-vivo human brain GRE images obtained using the 1H part of the 31P/1H array. Central sagittal, coronal, and transversal in-vivo B1+ (B) and SNR (C) maps obtained using the 1H part of the 31P/1H array. D) Central GRE image and B1+ in-vivo maps obtained using 8-channel 1H array for the same subject as in Figs. 1A-C. Averaging ROIs, i.e. 120-mm and 40-mm transversal slabs is shown in Fig.4B and 4D, respectively.

Figure 5. A) Transversal GRE in-vivo image and 31P spectra obtained for two voxel positions shown in in the image. B) Central sagittal, coronal, and transversal in-vivo CSI 31P maps. Data are acquired using 5 averages over FOV: 240 mm x 240 mm x 200 mm. Nominal voxel size: 12 mm x 12 mm x 20 mm. Coronal and transversal CSI maps are masked to remove strong contribution from temporalis muscle PCr.

Proc. Intl. Soc. Mag. Reson. Med. 27 (2019)
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