A recurring need in MRI and MRS is to acquire signals from multiple nuclei, 1H proton
The typical diameter/length of birdcage coils were simulated for sodium imaging of the head or the knee using 28/20 cm and 19.5/15 cm, respectively. These birdcage coils are usually a high-pass design with 8 rungs. A traveling-wave proton coil may be constructed from a pair of quadrature dipole antennas (length≈15cm) placed far away from a sodium coil (>30cm away, Figure 1a). We investigated how these pairs of coils interact at 7T, and also evaluated the combination of a local fractionated 1H-dipole array11 with a birdcage 23Na-coil (Figure 1b).
Simulations were performed using HFSS (Ansys HFSS, Canonsburg, PA, USA). Coil elements were tuned to the Larmor frequency of 7T (78.6MHz for sodium or 298MHz for protons) and matched to 50Ω. To make sure the birdcage coil resonates at the uniform mode, its distributed capacitor values were pre-calculated from Birdcage Builder12 and used as reference values in RF circuit optimizations. We calculated the B1 fields of each coil (driven in quadrature) and normalized results to 1-Watt input power.
The resonant frequency of a 23Na-coil is lower compared to the proton Larmor frequency (78.6MHz vs. 298MHz). For proton imaging with a separate traveling-wave coil, it exhibits a shielding effect which blocks the RF field of the traveling-wave and thus reduces the proton B1 efficiency, as shown in Figure 2a and Figure 3a. It may be noted that the shielding effect is mainly caused by the passive current on the end rings of the birdcage coil, rather than the rungs. For sodium imaging, the B1 field from the birdcage coil is not affected by the traveling-wave proton coil as it is >30cm away, as shown in Figure 2b and Figure 3b.
Figures 4 and 5 show the simulated B1 fields using the combination of a local birdcage coil with a local dipole array. Compared to the single-tuned coil, this combination has only a small B1 efficiency penalty for both sodium and proton imaging. As a local coil, the B1 efficiency of the dipole array is approximately 10 times compared to that of a traveling-wave coil (0.37uT/$$$\sqrt{W}$$$ vs 0.04uT/$$$\sqrt{W}$$$ in head imaging and 0.5uT/$$$\sqrt{W}$$$ vs 0.05uT/$$$\sqrt{W}$$$ for knee imaging).
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