Haiwei Chen1, Lei Guo1, Mingyan Li1, Chunyi Liu1, Shanshan Shan1, Yaohui Wang2, Ewald Weber1, Feng Liu1, and Stuart Crozier 1
1the University of Queensland, Brisbane, Australia, 2South China University of Technology, Guangzhou, China
Synopsis
A novel RF shield using metamaterial absorber was designed
for 9.4 T MRI. This new design focuses on improving the transmit efficiency of RF
coils and reducing the Specific Absorption Rate (SAR) in the subject. A new
layered unit cell structure of metamaterial absorber was used for constructing
the RF shield. Full-wave simulation results were presented and compared with a
conventional copper RF shield; the results suggest that the proposed structure could
achieve improved imaging performance.
Introduction
An RF shield is essential to prevent the RF field
interfering with other system components during image acquisition1.
Conventional RF shields are normally made of slotted copper sheets; the induced
surface currents on the shield can reduce the efficiency of RF coils. In recent
years, metamaterials have been intensively studied and applied to various areas
because of their exotic electromagnetic properties, such as negative
permeability and permittivity, which cannot be achieved by natural materials2.
One class of metamaterials, the metamaterial perfect absorber (MPA) is capable
of achieving near unity absorbance for the incident electromagnetic (EM) waves3.
This unique property makes the MPA a perfect candidate for use in an RF
shield. In this work, an MPA RF shield
is designed for a 9.4 Tesla pre-clinical MRI system. The proposed shield design
concentrates not only on a better shielding effect, but also the improvement of
Transmit (B1+) Efficiency and the reduction of SAR, which are
critical for ultra-high field MRI applications4.
Methods
The proposed metamaterial RF shield was designed for a 9.4 T
MRI scanner (Bruker Biospin, Ettlingen, Germany) with B-GA20S gradient system
($$$\phi_{inner}$$$ = 200.5 mm). Full-wave simulations were conducted with the
finite-difference time domain (FDTD) method using CST Microwave Studio
(Darmstadt, Germany). The unit cell consists of a patterned front copper layer,
a dielectric substrate layer, a continuous copper back layer and four via copper
cylinders in corners (Fig.1). FR-4 board was chosen as the substrate layer, with
dielectric constant of 4.3 and loss tangent of 0.03. Perfect absorption can be achieved by simultaneously
eliminating EM radiation’s reflection and transmission from MPA5. Since the back of the designed MPA is a
continuous copper sheet, only the reflection was considered. The reflection can
be minimized by impedance matching. The patterned front copper layer in Fig.1 was developed in order to obtain an effective impedance that perfectly matches
the impedance of the propagation medium. As shown in Fig.2(a), 3×12
MPA plates were used to build a dodecagon-cylinder metamaterial shield, with
the inner radius of 90 mm. A surface loop coil was placed 10 mm away from a
cylindrical phantom. The phantom was designed with radius of 65 mm, height of
120 mm and filled with brain-equivalent material ($$$\epsilon_{r}$$$ = 58.1 and $$$\sigma$$$ =
0.5368 S/m). For comparison purpose, a conventional copper shield (thickness of
17 µm)
with the same dimensions was also simulated (Fig.2(b)).Results
H-field
distributions outside MPA shield and copper shield were shown in Fig.3(a) and
(b), indicating that both shields provided good shielding effects with little
EM leakage (at most 0.035 A/m) outside the shield. The transmit efficiency was
normalized by the maximum SAR as: $$$ B^{eff}_{1}=\frac{|B_1 |}{\sqrt{Max(SAR)}}$$$. The
transmit efficiency of metamaterial shield and copper shield in the transverse
and sagittal planes were shown in Fig.4(a)-(d). It was observed that the MPA
shield can improve the transmit efficiency significantly when compared with the
copper shield. To quantitatively analyse the transmit efficiency performance,
the variations of $$$B^{eff}_{1}$$$ along
the black dotted line were shown in Fig.4(e) and (f). The transmit efficiency
using the MPA shield was improved by 60.4% when compared with the copper
shield. Additionally, the maximum SAR reduced considerably when the MPA shield
was used. The simulation results showed that the peak SAR was 3.57 W/Kg when
the MPA shield was used; whereas the peak SAR increased to 5.02W/Kg with the
copper shield. Results were normalized to the accepted power of 1W in
simulation.Discussion
To understand the mechanism of transmit efficiency enhancement
with the proposed MPA shield, the induced surface currents on both MPA shield
and copper shield were simulated and shown in Fig.5(a) and (b). It is clear that
the current induced on the copper shield (Fig.5(b)) has opposite direction to
the current flowing on the coil (Fig.5(c)). Therefore, the induced surface
current on copper shield undermines the performance of the RF coil by generating
opposing EM fields. In comparison, the induced surface currents on each of the
unit cell in MPA shield are cancelled out by the current generated on adjacent
cells, so that destructive formation of RF field is minimized or prevented
(Fig.5(a)).Conclusion
A new design of an RF shield using the MPA was theoretically
studied in this work. The proposed MPA RF shield is capable of preventing RF
interference between the RF coil and surrounding system components, improving
the transmit efficiency and reducing the SAR for 9.4 T MRI system. In the
future, the MPA shield will be prototyped and tested on the 9.4T pre-clinical
MRI scanner.Acknowledgements
No acknowledgement found.References
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