Fuyixue Wang1, Zijing Dong1, Xiaodong Ma1, Erpeng Dai1, Zhe Zhang1, and Hua Guo1
1Center for Biomedical Imaging Research, Department of Biomedical Engineering, School of Medicine, Tsinghua University, Beijing, China, People's Republic of
Synopsis
Recently, several techniques
have been developed to be capable of correcting shot-to-shot phase variations of multi-shot acquisition in order to obtain
diffusion images with high spatial resolution. However, longer acquisition time
of multi-shot EPI makes these methods more sensitive to bulk motion. In this
work, we developed a novel k-space based motion corrected reconstruction method
for 2D navigated multi-shot DWI. Motion simulations and in-vivo head motion
experiments validated the effectiveness of the proposed method, which can
remove the ghosting artifacts from minuscule motion and the blurring from bulk
motion.Target Audience
Researchers and
clinicians interested in high resolution diffusion imaging.
Purpose
Multi-shot acquisition
strategies have been used to obtain images with high spatial resolution for
diffusion weighted imaging (DWI), but they are susceptible to motion-induced
phase variations among different shots
1. In recent years, several
techniques have been proposed to be capable of correcting shot-to-shot phase variations of multi-shot acquisition, including image
domain methods
2,3 and k-space domain methods
4,5. However, these approaches
result in blurred images and artifacts in presence of bulk motion
of the subject. To address this problem, AMUSE
6 based on MUSE
2, one of
typical image domain methods, has been developed. In this work, we describe a
new approach to reduce bulk motion induced errors as an extension of the SYnergistic
iMage reconstruction using PHase variatiOns and seNsitivitY (SYMPHONY)
3, a k-space
reconstruction method for 2D navigated multi-shot DWI, in order to obtain high
spatial resolution diffusion images in presence of bulk motion.
Methods
Theory The
large-scale motion assumedly is the in-plane rigid motion (translation and
rotation) occurred between interleaved acquisitions. The
proposed method is divided into three steps: motion parameter
estimation, motion correction and reconstruction as illustrated in Fig. 1. In
the first step, the rotation angle relative to a
reference shot is estimated by finding the angle with maximum correlation
between the reference and the target shot, using the circular k-space region of
the navigator center 7. Similarly, parameters of translation are also estimated
using the navigator. In the second step, the linear phase shifts in k-space due
to translation are directly removed. Since the rotation in the image
domain corresponds to the rotation in k-space, rotation of the k-space with
estimated angles is required to correct the errors. Instead
of direct rotation of the k-space data which will lose high frequency signals, we
choose to rotate the k-space sampling trajectory. In the third step, non-Cartesian
SPIRiT-based 8 SYMPHONY is implemented on the corrected k-space data and the sampling
trajectory. It extends the SPIRiT interpolation from coil dimension to
shot-coil dimension, based on the theory that the k-space of different shots are
encoded by phase variations 3. Finally, artifact-free images of all shots are
reconstructed and summed into a final diffusion image. The
original SYMPHONY is implemented for comparison with the proposed method.
Simulation
Motion simulations were designed to evaluate the proposed method. A 32-channel
non-diffusion weighted 8-shot EPI image was acquired from a healthy volunteer
on a Philips 3T scanner (Philips Healthcare, Best, The Netherlands). To
simulate large-scale motion, image of each shot was randomly rotated (-15~15°) and translated (-10~10 pixels)
in the x and y direction. Then, spatially random phases (third-order) were added to
the 8-shot
data respectively, to simulate motion-induced phase variations
in diffusion weighted images. The
matrix size of the data was 240×232, navigator size was 240×25. 32 channels
were compressed to 6 channels while 99% of information was preserved 9.
In-vivo
motion In-vivo head motion experiments were
performed to validate the effectiveness of the proposed method to correct rigid
motions. The volunteer rotated his head about ±8°
every 15s~25s during the acquisition. The multi-shot diffusion weighted images
were acquired with the following parameters: number of shot=8, FOV=240×240 mm2,
slice thickness=4 mm, TR/TE=3000/77 ms, in-plane image resolution=1×1 mm2,
the number of diffusion directions=3, b value=800 s/mm2, navigator
size is 89×29. Image coregistration between non-DW and DW images are used as
corrections for both methods.
Results
Fig. 2 shows the reconstructed
images by direct Fourier transform, the original SYMPHONY and the proposed
method in simulation studies. The original SYMPHONY reduced motion-induced
phase variations but resulted in severe blurring due
to large-scale motion. By contrast, both motion-induced phase variations and bulk motion-induced
blurring were removed by the proposed method. Fig. 3a shows the reconstructed 8-shot
diffusion images of two slices with one diffusion direction in the in-vivo
motion experiment, and Fig. 3b shows the corresponding averaged diffusion weighted
images (3 diffusion directions). The proposed method removed most artifacts
compared with the original SYMPHONY.
Discussion & Conclusion
The simulations and
in-vivo motion experiments validated the effectiveness of the proposed method
to remove both the ghosting artifacts from minuscule motion and the blurring
from macroscopic motion. It can provide high-resolution diffusion weighted images
with a large number of shots (8-shot in brain). The further development of the proposed
method to deal with more complicated motion such as through-plane motion will
be the focus of future research efforts.
Acknowledgements
Grant sponsor: This work was supported by National Natural Science Foundation of China (61271132, 61571258) and Beijing Natural Science Foundation (7142091).References
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