Myung Kyun Woo1,2, Uk-Su Choi3, Lance DelaBarre2, Matt Waks2, Russell Lagore2, Steve Jungst2, Yigitcan Eryaman2, Kamil Ugurbil2, and Gregor Adriany2
1Hankuk University of Foreign Studies, Yongin, Korea, Republic of, 2Center for Magnetic Resonance Research, Minneapolis, MN, United States, 3Medical Device Development Center, Daegu-Gyeongbuk Medical Innovation Foundation, Daegu, Korea, Republic of
Synopsis
Keywords: RF Arrays & Systems, RF Arrays & Systems
Motivation: To explore the SNR performance of Loop and Sleeve antennas for multi-channel human head imaging at 10.5T.
Goal(s): Validation of achievable receive performance of loop and sleeve antennas with same number of channels.
Approach: Simulation based analysis of SNR between loop and sleeve antennas with same channels.
Results: We obtained and compared simulated SNR data of loop and sleeve antennas. For the same number of channels (1, 3, 5, and 32-channels), each SNR map was compared with similar imaging coverage. Our experimental data indicates an enhancement of SNR achieved with the 32-channel sleeve antenna array compared to the 32-channel loop array.
Impact: Our simulations indicate
that a high-density sleeve antenna array compared to a classical loop array can
achieve enhancement of SNR for human head imaging at 10.5T.
Introduction
Naturally, radiative antenna arrays
present greater challenges in minimizing the mutual coupling between
neighboring elements and consequently for high channel count arrays more robust
decoupling approaches need to be developed. However, radiative antenna arrays
with curl-free current modes make significant and dominant contributions to the
ultimate intrinsic signal-to-noise ratio (UISNR) compared to loop arrays in the
center of larger object at ultra-high frequencies (UHF) [1-2]. In our previous studies,
the sleeve antenna concept with the associated end-fed structure showed a
practical advantage due to the sleeve antennas collinearly aligned coaxial feed
cable position [3-5]. Recently coaxial dipoles [6] were introduced by Budé et al
as an elegant alternative to the fractionated dipole and similar benefits can
be expected. Since the
coaxial feed structure of a sleeve antenna receiver array can be outside the
transmitter field, this arrangement has the potential to significantly reduce
the interaction between the coaxial feed cables and the transmitter. To further
reduce interaction in our previous work [3-5], we designed a sleeve antenna to utilize
classical preamplifier decoupling techniques. With these prior established base
technologies, we here attempt to further validate the achievable receive
performance of loops compare to sleeve antennas for UHF MRI applications. For
this, we arranged loops and sleeves
to achieve similar imaging coverage and simulated for arrangements with the same number of channels (1, 3 &5)
and evaluated the associated SNR maps. Then, we also experimentally compared
intrinsic signal-to-noise ratio (iSNR) of the sleeve antenna array to those of
a 32-channel loop receive array with a similar housing dimension at 10.5 T [5].Methods
Simulated SNR maps were calculated
using XFdtd (REMCOM, State College, PA) with 2 x 2 x 2 mm3
resolution. As shown in Fig. 1-3, 3D CAD renderings of the loop and sleeve
antennas with 1, 3, 5-channels were evaluated, respectively. Each loop coil had
the dimension of 35 × 50 mm2 [7] and the length of the individual
sleeves was 180 mm with additional 70 mm for the required coaxial sleeve balun
and detune structure. All SNR maps were calculated in MATLAB (Mathworks, Inc.,
Natick, MA, USA). These base elements were than evaluated in three loop
configuration aligned in the z-direction and compared with the same number of
the sleeve antenna arrays spaced 15 mm apart to achieve similar coverage. This
was further extended to the five-channel case both for loops and sleeve
antennas again in an arrangement which can achieve similar overall imaging
coverage. Finally, to validate these simulation results we included the previous
published experimental data of the 32-channel loop and sleeve antenna arrays
from Woo et al. [5] as shown in Fig. 4.
For SNR
calculation, a proton-density gradient echo (GRE) sequence (TR: 4000 ms, TE: 3
ms, TA: 7:48 ms, nominal flip angle: 60◦ , FOV: 354 × 354, and resolution: 1.5
mm × 1.5 mm × 3 mm) was obtained to calculate the iSNR (Fig. 4) with the human
shaped phantom at the isocenter of the magnet. The experimental iSNR maps were
calculated with the 32-channel loop (Fig. 4a) and sleeve antenna (Fig. 4b)
arrays using MATLAB. To calculate the SNR that would be produced by a
homogenous 90 degree excitation, the iSNR maps were calculated from the GRE images
by reconstructing the relaxed images in SNR units and correcting for locally
varying excitation as measured by a flip angle map. For quantitative
comparisons, the ratio of SNR of the 32-channel loop array over the 32-channel
sleeve antenna array were calculated by MATLAB. The profiles of the ratio at
the isocenter were drawn in Fig. 4c. FSL (FMRIB Software
Library, Oxford, UK) was used for the proper registration.Results and Discussion
As shown in Fig.1., a single sleeve antenna shows 17% higher SNR in
close proximity to the conductor compared to a loop. A boost in SNR performance
was also observed with 3- and 5-channel sleeve antennas with an close gap (15
mm) between elements as is indicated in Figs. 2 and 3. As shown in Fig.2c and 3c,
substantial SNR improvements are mostly associated with peripheral gains achievable
with such closely coupled sleeve antennas in a higher density array arrangement.
Our previously reported experimental data was included in Fig. 4 and similar shows
peripheral SNR enhancement with a 32-channel sleeve antenna array compared to a
32-channel loop array.Conclusion
The sleeve antenna concept
supports high-density receive antenna arrays and due to the higher conductor
density this can result in a significant peripheral SNR gains. Acknowledgements
P41 EB027061, S10
RR029672, KMEDI hub
under a Research
grant Creative KMEDI hub in 2022 [No. B-C-N-22-10];
and in part by the
Hankuk University of Foreign Studies Research Fund
(of 2023)References
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Approaching ultimate intrinsic signal‐to‐noise ratio with loop and dipole
antennas. Magnetic resonance in medicine 79, 1789-1803 (2018).
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Henning, A. The ultimate intrinsic signal‐to‐noise ratio of loop‐and
dipole‐like current patterns in a realistic human head model. Magn Reson Med
80, 2122-2138 (2018).
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novel 16-channel transmitter/32-channel receiver combined sleeve antenna and
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