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Background and Research Goal (Pub. 1) |
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Cardiovascular disease remains the leading cause of death in the
western world, placing an ever-increasing burden on both private and
public health services. The electrocardiogram (ECG)-gated cardiac CT
imaging is a promising non-invasive technique for early detection of
fatty vulnerable plaque in coronary arteries. However, there are two
major problems with the current technique: large patient radiation
dose and insufficient temporal resolution (TR). Currently, the typical
radiation dose is 10-15 mSv, which is 3-5 times as large as a standard
chest CT scan. The current TR is merely 80-165 ms in contrast to the
minimum requirement of 10-30 ms to observe the beating heart motion
without motion artifact.
Current
technique (Fig. 2.1) uses the ECG-signals to select projection data
acquired in a time window that is placed within the “quiet” portion of
the cardiac cycle (e.g., mid-diastole). Then, images are reconstructed
by neglecting the cardiac motion within the time window resulting in
blurring and artifacts in the reconstructed images. Also, this
technique uses only 10-30% of the acquired data and throws away the
rest of “off-phase” data, resulting in unnecessary radiation dose to
the patient.
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Figure 2.1: The current cardiac CT imaging method
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The long-term goal of this research
is to develop the time resolved, low dose cardiac CT imaging (e.g.,
Fig. 2.2).
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Figure 2.2: “Time-resolved” cardiac CT image from Ref. (1).
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Methods |
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We will develop
algorithms that estimate the time-dependent motion vector field of the
heart from the measured data and integrate it into the image
reconstruction process. We will develop motion estimation methods
based on image-to-image matching (Pub. 2) or projection-to-projection
matching. We will also develop motion compensation methods based on
image processing schemes (Pub. 3) or a novel reconstruction process
(Pub. 4).
In the final form, the motion will be estimated by maximizing the
agreement between the acquired 4D projection data and the
reconstructed time-resolved 4D images (Fig. 2.3).
The quality of the image will be significantly improved since the
motion is compensated. In addition, lower tube current could be
utilized since all of the acquired data will be used to reconstruct
any cardiac phase of interest. We estimate the radiation dose to the
patient will be reduced to 25-50% of the current level (Ref. 2).
We will then conduct the quantitative and qualitative evaluation of
the performance of the new algorithms with various factors with
patients and parameters used in the algorithms.
The proposed methods will not only solve the current problems of
motion blur and excessive radiation dose, but also enable future
cardiac applications (e.g., correlation between the motion, perfusion
and stenosis) that are not possible with the current techniques.
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Figure 2.3: The current cardiac CT imaging method
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| Representative
Result |
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Figure 2.4 shows estimated motion vector field; and
Fig. 2.5 shows image-based compensation.
We recently derived a novel reconstruction formula which provides very
good approximation to non-rigid deformation problem (Pub. 4). Figure
2.6 shows an example of images reconstructed by the proposed method.

Figure 2.4: Image based motion estimation from
end-systole to mid-diastole separated by 400 ms.

Figure 2.5: Image based motion compensation. (Left)
An image at end-systole (ES); (middle) an image at 200 ms from ES;
(right) a pseudo image created with a estimated motion vector field
and the image at ES (left) which would be obtained at 200 ms with
superior temporal resolution.

Figure 2.6: (a) Projection data with motion; (b) a
reconstructed image by Parker weighting with ramp filtering (Refs.
3-4); (c) a reconstructed image by the proposed DAxBPF algorithm (Pub.
4).
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| Research
Team |
Katsuyuki Taguchi, Ph.D. (P.I.)
Zhihui Sun, M.S.
Mengxi Zhang, B.S.
Elliot K. Fishman, M.D.
Jeffrey A. Brinker, M.D.
W. Paul Segars, Ph.D. (Duke University, NC)
Hiroyuki Kudo, Ph.D. (University of Tsukuba, Japan)
To-be-named postdocs and/or students
(Applicants
should send the CV, brief descriptions of research projects and their
contribution to the projects.)
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| Supporting
Grant |
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The work is funded in part by the Research Agreement with the Siemens
Medical Solutions (Forchheim, Germany) and in part by the start-up
fund of the Division of Medical Imaging Physics in The Russell H.
Morgan Department of Radiology and Radiological Science at Johns
Hopkins Medical Institutions. We are seeking for an NIH grant for this
project. |
| Publication |
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Taguchi K,
Segars WP, Fung GSK, and Tsui BMW, “Toward time resolved 4D cardiac CT
imaging with patient dose reduction: estimating the global heart
motion”, SPIE Medical Imaging 2006, 6142-19, San Diego, CA, U.S.A.
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Taguchi K,
Segars WP, Kudo H, Frey EC, Fishman EK, and Tsui BMW, “Toward time
resolved 4D cardiac CT imaging with patient dose reduction: image-based
motion estimation”, IEEE Nuclear Science Symp. and Medical Imaging
Conference 2006 (San Diego) (New York: IEEE) M06-233.
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Taguchi K,
Segars WP, Fishman EK, and Tsui BMW, “Image-based motion compensated
time resolved 4D cardiac CT,” SPIE Medical Imaging 2007, 6510-16, San
Diego, CA, U.S.A.
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Taguchi K and
Kudo H, “Motion compensated fan-beam reconstruction for computed
tomography using derivative backprojection filtering approach,” In:
Kachelriess M and Beekman F, editors. The 9th international conference
on fully three-dimensional reconstruction in radiology and nuclear
medicine, July 9-13, 2007, pp. 433-436 (Lindau, Germany).
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References
1. Knollmann F, Pfoh A.
Coronary Artery Imaging With Flat-Panel Computed Tomography. Circulation.
2003 March 4, 2003;107(8):1209.
2. Taguchi K,
Segars WP, Fung GSK, and Tsui BMW, “Toward time resolved 4D cardiac CT
imaging with patient dose reduction: estimating the global heart motion”,
SPIE Medical Imaging 2006, 6142-19, San Diego, CA, U.S.A.
3. Taguchi K and
Anno H, “High temporal resolution for multi-slice helical computed
tomography,” Medical Physics, Vol. 27, No. 5, May 2000, pp.
861-872.
4. Parker D, “Optimal short scan
convolution reconstruction for fanbeam CT,” Medical Physics, Vol.
9, No. 2, 1982, pp. 254-257.
5. Zamyatin AA,
Taguchi K, and Silver MD, “Practical hybrid convolution algorithm for
CT reconstruction,” IEEE Trans. Nuclear Science, Vol. 53, February
2006, pp. 167-174.
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