Matthew R. Tarasek1, Benny Assif2, Eyal Zadicario2, and Desmond T.B. Yeo1
1MRI, GE Global Research, Niskayuna, NY, United States, 2Insightec Ltd., Tirat Carmel, Israel
Synopsis
Transcranial magnetic resonance (MR)-guided focused
ultrasound (tcMRgFUS) has gained prominence as a technology for treating several
brain pathologies. A typical FUS applicator has a large water bolus in direct
contact with the patient’s head to provide (i) acoustic coupling to the patient,
and (ii) a means to remove heat generated from acoustic absorption in the
skull. These water bolus structures can lead to significant image artefacts.
Here we use electromagnetic simulations to assess water bolus compartment designs
that have different electrical properties. The goal is to downselect a design
that produces improved B1+ homogeneity and SNR in a region of interest.
Purpose:
Thermotherapy-based interventional technologies have rapidly
developed as means for non-invasive direct- or adjuvant-treatment of several
pathologies. In particular, transcranial magnetic resonance (MR)-guided focused
ultrasound (tcMRgFUS) has gained prominence as a technology for treating several
brain pathologies.1,2 Treatment planning and monitoring for tcMRgFUS
is achieved by using MR imaging, and much recent work has gone into improving
ultrasound (US) transducer arrays to accommodate fast switching gradients.3
In addition to the US transducer elements, a typical focused ultrasound
applicator also has a large water bolus that is in direct contact with the
patient’s head. The water bolus provides (i) acoustic coupling to the patient,
and (ii) a means to remove heat generated from acoustic absorption in the
skull. These water bolus structures can lead to significant image shading due
to dielectric resonance effects that produce inhomogeneous B1+ fields. Here, we
use electromagnetic (EM) simulations to assess water bolus compartment designs that
have different electrical conductivity (δ) and permittivity (ε) configurations. The goal is to downselect a design
that produces improved B1+ homogeneity and SNR in a region of interest. The
improvements are defined with respect to (i) a reference design, and (ii) when the transcranial
setup is not present.Methods:
An EM model for a 3T 16-rung
whole body high-pass birdcage coil was developed using the EM simulation
package SEMCAD X (SPEAG, Zürich, Switzerland). Here, the coil was excited by
two edge sources (127MHz, quadrature mode) and the EM field distributions from
various simulations were extracted and post processed in Matlab (Mathworks,
Natick, MA). The Duke human body model4 (HBM) was used as the test phantom. Fig. 2a shows
the HBM head with a reference water bolus design. We investigated the influence of the water bolus on the B1+ field
distributions in the HBM brain in four scenarios: (1) HBM in birdcage coil (no water bolus), (2) HBM in coil with reference water bolus design (δ = 0 S/m, ε= 79), (3) HBM in coil with reference water
bolus design with various electrical properties (Δδ,Δε), and (4) HBM in coil with new
water bolus design (Fig. 2b) where the top portion of the bolus was assigned different
electrical properties (Δδ,Δε) and lower portion of the bolus was assigned nominal electrical
properties of DI water (δ = 0 S/m, ε= 79). We define B1+ homogeneity as HM
= (B1+avg)/(StDev B1+), averaged over the brain volume. Imaging SNR
was quantified by SNR = |B1-|× ρsin(|B1+|γτ) and also averaged over the brain volume. Experimental MRI data was
collected on a 3T GE MR750 scanner for
the reference bolus design (design scenario 2). A comparison was made between
the reference bolus simulation and
the experimental reference bolus results
for EM model validation. Additional results
are presented for different simulation designs.Results and Discussion:
Experimental data was
collected for the reference bolus (design scenario 2). Results show severe
magnitude intensity variation in the superior brain region (Fig. 1 bottom). EM
simulation results for design scenario 2 (shown in Fig. 2c) qualitatively
replicate the signal inhomogeneity pattern of Fig. 1b, and serve as a reference
for new design comparison. The computed values of HM and SNR are shown in
Fig. 3 for scenarios 1, 2, and 4
(scenario 4 is depicted in Fig. 2b). We see an approximate 4-fold improvement
in B1+ homogeneity with <3% loss in MR signal with the implementation of
this new bolus design. In addition, we see that there is an optimal electrical
conductivity (0.85 S/m) for the dark-colored region of design 4, which brings
our imaging metrics closest to the ideal scenario 1 (see “ideal line” on Fig.
3). A simulated MR image for design 4 is shown in Fig. 2d for direct improvement
visualization over design 2 (Fig. 2c).Conclusion:
Experiments done here
show that the high-ε (79), low-δ (0 S/m) of water bolus design 2 leads to severe image
intensity variation in the superior end of the brain (Fig. 1 - bottom). Simulation
results for design 2 closely resemble experimental results (Fig. 2c). Simulation results support the hypothesis that the presence
of the water bolus induced a focused high |B1+| above the head, which led to over-flipping of proton spins in that
region (darker image intensity). Finally, this work shows that there are
several water bolus design variations that can mitigate these imaging artefacts,
e.g., design 4 (Fig. 2b and d, and Fig. 3). Most notably in this case,
electrical conductivity had the most impact on B1+ homogeneity and SNR variations
among the EM parameters studied in this paper (see Fig. 3).Acknowledgements
No acknowledgement found.References
[1] Martin et al. Ann
Neurol. 2009; 66:858–61.
[2] McDannold et al. Neurosurgery. 2010; 66:323–32.
[3]
Lechner-Greite et al. J Ther Ultrasound 2016; 4:4
[4] Christ et al. Phys. Med.
Biol. 2010; 55: N23-38