Volumetric
X-ray CT
Tomographic
imaging is of vital importance to modern medicine, as it provides a safe and
non-invasive method to see inside the human body. We are working to improve the
mathematical techniques on which tomography is based, with the aims of
increasing image contrast and minimizing artefacts. A range of algebraic
iterative methods have been developed for cone beam CT. A dual modality EIT/CT has been
developed. Return to main
page.
Improving medical imaging algorithms
A
problem frequency encountered in medical imaging is that different tissues can
appear very similar, making it difficult to interpret an image. One solution is
for the patient to ingest, to inhale, or to be injected with a contrast medium,
which highlights certain tissues, allowing greater detail to be seen. This,
however, is often unpleasant for the patient, and in very rare cases has proven
dangerous. Furthermore, for many applications, there is no known contrast
medium capable of differentiating between the relevant tissue types. For these
reasons, it is highly desirable to enhance contrast using mathematics rather
than chemicals.


Image of a human head, taken with
cone-beam tomography.
Contrast
enhancement is also important for methods which trade resolution for high
imaging speed. (An example is helical cone-beam tomography. In most
Tomographic
images often contain artefacts (i.e. the impression of features which aren't
actually there). In the case of
Motion
of the structures being imaged will also cause artefacts. To prevent this,
patients are usually required to remain extremely still for long periods of
time. This is often difficult and uncomfortable, and in the case of involuntary
movement (such as the heart beating) becomes impossible. Therefore, we are
developing tomographic algorithms which account for movement. In the longer
term, motion-tolerating techniques could be used in portable hand-held
tomographic devices.
X-ray CT publications
Journal papers:
1. Qiu Wei, Pengpan T, Smith ND, Soleimani M, 2012, Evaluating iterative algebraic algorithms in
terms of convergence and image quality for cone beam CT, Computer Methods and Programs in Biomedicine.
2.
Pengpan,
T., Smith, N. D., Qiu, W., Yao, A., Mitchell, C. N. and Soleimani, M., 2011. A motion-compensated cone-beam CT using electrical impedance tomography
imaging. Physiological
Measurement,
32 (1), pp. 19-34.
3. Greco, M. K., Tong, J., Soleimani, M.,
4.
Pengpan, T., Qiu, W., Smith, N. and Soleimani, M., 2012. Cone-beam CT using motion-compensated algebraic reconstruction methods
with limited data. Computer Methods and Programs in Biomedicine,
Volume 105, Issue 3, March 2012, Pages 246–256.
5.
Pengpan,
T. and Soleimani, M., 2012. Electrical impedance tomography guided motion-compensated cone beam CT
using a conjugate gradient least squares Algorithm. submitted
6.
Pengpan,
T., Mitchell , C.N. and Soleimani, M., 2010. A dual modality of cone beam CT and electrical impedance tomography for
lung imaging. Journal of Physics: Conference Series, 224 (1), 012026.
7.
Qiu,
W., Titley-Peloquin , D. and Soleimani, M., 2012. Blockwise conjugate gradient methods for
image reconstruction in volumetric X-Ray CT. In press Computer Methods and Programs in
Biomedicine
8.
Qiu,
W., Tong, J., Mitchell, C., Marchant, T., Spencer, P.,
Conference papers:
9.
Qiu,
W., Soleimani, M., Mitchell, C.N., Marchant, T. and
Moore, C.J., 2010. Iterative image reconstruction methods in Cone Beam CT applied to
phantom and clinical data. In: International
Conference on Computer Vision: Theory and Applications (VISAPP 2010),
17-21 May 2010,
10.
Pengpan,
T.,
Mitchell, C. N. and Soleimani, M., 2010. Compensating for motion artefacts in x-ray CT using electrical impedance
tomography data. In: 6th
World Congress on Industrial Process Tomography (WCIPT6), 6-9
September 2010,
11.
Pengpan , T. and Soleimani, M., 2010. Data fusion of combined high spatial resolution x-ray CT and high
temporal resolution electrical impedance tomography imaging. In:
12.
Soleimani, M., Qiu, W. and Mitchell, C., 2010. A Modular tomography software for soft field and hard
field tomography. In: 6th
World Congress on Industrial Process Tomography (WCIPT6), 6-9
September 2010,