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Poster Sessions<br />

1633. Measuring Isotropic Diffusion with Rotating Diffusion Gradients<br />

Irvin Teh 1,2 , Xavier Golay 1,3 , David Larkman 2<br />

1 Lab of Molecular Imaging, Singapore Bioimaging Consortium, Singapore, Singapore; 2 Imaging Sciences Department, Imperial<br />

College London, London, United Kingdom; 3 Institute of Neurology, University College London, London, United Kingdom<br />

A diffusion-weighted fast spin echo periodically rotated overlapping parallel lines with enhanced reconstruction (DW-FSE-PROPELLER) sequence was<br />

combined with a multiple axis Stejskal-Tanner diffusion weighting scheme that rotated and alternated across blades. This reduced the number of DW<br />

acquisitions needed to acquire the mean apparent diffusion coefficient from three to one, halving the total acquisition time. This motion and distortion robust<br />

method was tested in the in-vivo mouse brain and compared to previously proposed rotating DW strategies.<br />

1634. Novel Diffusion-Diffraction Patterns in Double-PFG NMR Afford Accurate Microstructural<br />

Information in Size Distribution Phantoms<br />

Noam Shemesh 1 , Evren Özarslan 2 , Peter J. Basser 2 , Yoram Cohen 1<br />

1 School of Chemistry, Tel Aviv University, Tel Aviv, Israel; 2 Section on Tissue Biophysics and Biomimetics, NICHD, National<br />

Institutes of Health, Bethesda, MD, United States<br />

Diffusion-diffraction minima, which convey important microstructural information, vanish from the signal decay in single-pulsed-field-gradient (s-PFG)<br />

experiments conducted on specimens characterized by size distributions. The double-PFG (d-PFG) methodology, an extension of s-PFG, was recently<br />

predicted to exhibit zero-crossings (analogous to s-PFG diffusion-diffraction minima) that would persist even when the specimen is characterized by a broad<br />

size-distribution. We therefore studied the signal decay in both s- and d-PFG in size-distribution phantoms consisting of water-filled microcapillaries of<br />

various sizes. We find that the diffusion-diffraction minima in s-PFG indeed vanish, while the zero-crossings in d-PFG indeed persist, allowing to extract<br />

important microstructural information.<br />

1635. Metrics for Distinguishing Axon Disorder from Demyelination in Regions of Decreased Fractional<br />

Anisotropy<br />

Christine Marie Zwart 1 , David H. Frakes 1,2 , Josef P. Debbins 3<br />

1 School of Biological and Health Systems Engineering, Arizona State University, Tempe, AZ, United States; 2 School of Electrical,<br />

Computer, and Energy Engineering, Arizona State University, Tempe, AZ, United States; 3 Keller Center for Imaging Innovation, St.<br />

Joseph's Hospital and Medical Center, Phoenix, AZ, United States<br />

Many diseases of the white matter are accompanied by an observable decrease in fractional anisotropy as measured with Diffusion Tensor Imaging. This<br />

decrease can be attributable to a general increase in extracellular space or an absence of collinearity with respect to axon orientations. For studying the<br />

progression of diseases such as multiple sclerosis (demyelination) and epilepsy (disorder) we have developed a correlation based metric that distinguishes<br />

between these processes.<br />

Diffusion Artifacts & Reproducibility<br />

Hall B Thursday 13:30-15:30<br />

1636. Enhanced ICBM Diffusion Tensor Template of the Human Brain<br />

Shengwei Zhang 1 , Huiling Peng 1 , Robert Dawe 1 , Konstantinos Arfanakis 1<br />

1 Biomedical Engineering, Illinois Institute of Technology, Chicago, IL, United States<br />

The purpose of this study was to develop a diffusion tensor (DT) template that is more representative of the microstructure of the human brain, and more<br />

accurately matches ICBM space than existing templates. This was achieved by normalizing 67 DT datasets with minimal artifacts using high-dimensional<br />

non-linear registration. The normalization accuracy achieved for the 67 datasets was evaluated. The properties of the resulting template were compared to<br />

those of the current state of the art. The new template was shown to be more representative of single-subject human brain diffusion characteristics, and more<br />

accurately matches ICBM space than previously published templates.<br />

1637. Variability of Diffusion Tensor Characteristics in Human Brain Templates: Effect of the Number of<br />

Subjects Used for the Development of the Templates<br />

Shengwei Zhang 1 , John D. Carew 2 , Konstantinos Arfanakis 1<br />

1 Biomedical Engineering, Illinois Institute of Technology, Chicago, IL, United States; 2 Dickson Institute for Health Studies, Carolinas<br />

Healthcare System, Charlotte, NC, United States<br />

Development of a diffusion tensor (DT) brain template that is not biased by the properties of a single subject requires averaging of the DT information from<br />

multiple subjects. The purpose of this study was to investigate the variability of DT characteristics in templates developed using different numbers of<br />

subjects. The variability of template DT properties decreased as the number of subjects increased. Furthermore, DT templates constructed from 30 subjects<br />

demonstrated high stability in tensor properties of voxels with FA=(0.6,1]. When considering voxels with FA=(0.2-1], more than 60 subjects were necessary<br />

in order to achieve sufficiently high stability in tensor properties.<br />

1638. Assessing the Accuracy of Spatial Normalization of Diffusion Tensor Imaging Data in the Presence of<br />

Image Artifacts<br />

Anton Orlichenko 1 , Robert J. Dawe 2 , Huiling Peng 2 , Konstantinos Arfanakis 2<br />

1 Electrical and Computer Engineering, Illinois Institute of Technology, Chicago, IL, United States; 2 Biomedical Engineering, Illinois<br />

Institute of Technology, Chicago, IL, United States<br />

Use of diffusion tensor imaging (DTI) data with minimal image artifacts may enhance the accuracy of inter-subject spatial normalization. This effect was<br />

investigated by comparing the coherence of primary eigenvectors after normalizing separately a) data with minimal artifacts, and b) data with typical field

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