Yi Sui1, Kevin J. Glaser1, Ziying Yin1, Joshua D. Trzasko1, Jun Chen1, Richard L. Ehman1, and John Huston III1
1Radiology, Mayo Clinic, Rochester, MN, United States
Synopsis
We propose a novel approach to motion encoding for spin-echo-based MR elastography called quadrature motion encoding (QuME) in which the second motion-encoding gradient (MEG) after the refocusing pulse is used to measure the quadrature component of the in vivo harmonic motion induced by an external mechanical vibration. Unlike the conventional encoding method that shifts the temporal relation between the motion and MEGs, QuME alters the amplitudes of MEGs from one time step to the next. This concept was implemented on a 3T GE scanner and demonstrated the ability to shorten the echo time of SLIM-MRE for human brain MRE.
Introduction
MR elastography
(MRE) is an emerging imaging technique that quantitatively measures the
stiffness of soft tissues (e.g., liver, brain, and heart) from images of shear
wave propagation in the tissue1-4. In a typical MRE
acquisition, the shear wave is encoded
into the phase of the MR signal by additional motion-encoding gradients (MEGs) that
are present during the tissue vibration, and 3–8 phase offsets between the
motion and MEGs are acquired to temporally
sample one motion period. Such phase offsets often can be introduced by
a variable delay between the start of the motion and the MEG. This may cause a motion discontinuity when
transitioning between phase offsets and require additional discarded
acquisitions to ensure the motion has returned to a steady state, leading to an
increased scan time. Moreover, the delay method may constrain the efficiency of
certain advanced MRE encoding schemes. For example, in SLIM-MRE, where the scan
time can be accelerated by encoding three
components of motion simultaneously, the echo time typically has to be
increased by 25% of the motion period at a minimum due to its particular MEG-shifting
scheme, resulting in a SNR loss5. Here we propose a new approach to motion encoding
for spin-echo sequences called quadrature
motion encoding (QuME), in which the second
MEG after the refocusing pulse is used to record the quadrature phase of the
harmonic motion. Unlike the conventional encoding method that shifts the
temporal relation between the motion and MEGs, QuME alters the amplitudes of
MEGs from one time step to the next. This technique was implemented on a 3T GE scanner to demonstrate its ability to shorten
the echo time of SLIM-MRE for human brain. Theory
The accumulated phase of an MR image φ at the nth motion-encoding step can be written as Eq.(1). Recombining the phase offset term with G(t) gives Eq.(2), indicating that we can separate two MEGs by an odd integer multiple of 1/4 motion period to be sensitive to the in-phase and the quadrature components of the motion. Different phase offsets can be achieved solely by modulating the two MEG amplitudes using Eq.(3). See Figure 1 for details.Method
Human volunteer scans were conducted on a GE 3T scanner with an 8-channel head coil and a soft pillow-like head driver. The QuME scheme was implemented into a spin-echo EPI MRE sequence, and a SLIM scheme was used for demonstration. Unlike the conventional SLIM-MRE technique that changes the MEG locations and polarities to obtain different phase offsets5,6, QuME achieved multiple phase offsets by varying the MEG amplitudes without moving them in time, leading to a shorter echo time. As illustrated in Fig.2, MEGs in QuME are moment nulled with amplitudes specified by Eq. (3) varying at each phase offset (N=8). Both conventional and QuME methods were performed with: 60-Hz mechanical motion, TR=3000 ms, TE=86 ms (conv.) vs. 65.1 ms (QuME), FOV=24x24cm2, slice thickness=3mm, and acquisition matrix=72x72. For each motion-encoding step, two acquisitions with opposite MEG polarities were used for phase-difference calculation to remove the background phase and double the motion sensitivity. To match the encoding efficiency, the maximum MEG amplitudes were 40 mT/m and 20 mT/m for QuME and conventional encoding, respectively. The shear wave images were calculated from the harmonic components of the Fourier transform of the 8 time steps. The stiffness maps were then calculated by a direct inversion algorithm described elsewhere7.Results
Figure 3 shows the magnitude images, the shear wave images of three directional
components, and the stiffness maps comparing conventional
motion encoding and QuME. The overall magnitude SNR using QuME
is 33% higher due to the shorter TE.Discussion
Our
preliminary results demonstrated the feasibility of the QuME scheme and showed its
ability to decrease the TE for the SLIM-MRE by removing the time-shifting
aspect of the technique. Compared with another recent MRE study using MEGs with
varying initial phases to avoid the temporal shifting8, the QuME method does
not change the MEGs’ moment nulling characteristics between encoding
steps, making it immune to the phase errors that arise from the involuntary
movement of human subjects. Though the encoding efficiency of QuME is 50% of
the conventional encoding technique for the same maximum MEG strength, the SNR
gain due to the shorter TE can be very helpful in situations where T2 is critically
short (e.g., liver with iron overload).Conclusion
We proposed a novel quadrature motion-encoding scheme for MRE
that modulates MEG amplitudes instead of shifting the motion and the MEGs in
time and we
demonstrated its ability to reduce the echo time of SLIM-MRE.Acknowledgements
No acknowledgement found.References
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