Diffusion MRI. Outline. Biology: The Neuron. Brain connectivity. Biology: Brain Organization. Brain connections and fibers
|
|
- Lambert Perkins
- 5 years ago
- Views:
Transcription
1 Outline Diffusion MRI Alfred Anwander Download of Slides: teaching/brainsignals1112 password: mpi-brain CBSWIKI: Cornet/DiffusionMRI Neuroanatomy Diffusion MRI Diffusion Tensor Imaging Quantitative analysis Net lecture: Deterministic and probabilistic Tractography Ma Planck Institute for Human Cognitive and Brain Sciences Leipzig, Germany Brain connectivity Why is it so important to know about connections in the human brain? The functions of a cortical area are determined by its etrinsic connections and intrinsic properties Biology: The Neuron The building block of the brain 100 Billion neurons in human brain Information flows from dendrites to synaptic terminals Aons are 2-20 µm in diameter and can be several inches long e.g. primary visual system Brain connections and fibers Biology: Brain Organization Brodmann, 1909 Corte White matter 1
2 Regional connectivity Assembling connectivity matrices: non-human primates (invasive) connections between segregated brain regions tract tracing long distance connections vast range of substances taken up by neurons and spread along their projections applied etracellularly to the living tissue by pressure injection Source: Schmahmann 07 Interregional connectivity Tract tracing in rats, cats monkeys Eample cocomac.org database (Stephan et al 2001, Kötter et al 2004) Knowledge about connectivity and location of fiber tracts Quantitative data rare no 3D representation not for humans Humans Isotropic diffusion of water Post-mortem dissection of fiber bundles qualitative data ( Ludwig & Klingler 1956) Polarized-light microscopy mean orientation of fibers in small regions (Aer 2007) In vivo: Diffusion MR can image the anisotropic microstructure of brain tissue regional connectivity indirect measurement indicating anatomical connections Brownian motion (Albert Einstein, 1905) Anisotropic diffusion of water in brain tissue Tissue Microstructure - Water diffusion Motion of water molecules White matter fiber bundles Water diffusion is sensitive to the underlying tissue microstructure and provides a unique method to assess its orientation Image from [Poupon PhD 1999] 2
3 How can we measure diffusion with MRI? Main magnetic field and field gradients Gradient orientation and brain anatomy Strong weak and negative gradient Eample of a gradient diagram Field homogeneity and signal frequency Dephase-rephase eperiment 3
4 Molecular motions: Diffusion process MRI: Signal sensitive to Diffusion Start Dephasing Stop Rephasing Diffusion Time Summary: Diffusion MRI Measuring diffusion with MR z Probes material microstructure, which determines particle mobility. A probability density p describes the displacement after time t. We use the shape of pto infer the microstructure of the material The Diffusion Tensor model Signal generation log(s 1 / s 0 ) = b 1 T D 1 log(s 2 / s 0 ) = b 2 T D 2... log(s m / s 0 ) = b m T D m Signal (distribution) Log(s/s 0 ) s = s 0 ep( b 1 T D 1 ) Distribution of the diffusion signal 4
5 Diffusion Tensor Imaging - DTI Gaussian water diffusion modeled with a diffusion tensor (Baser 1994) Diffusion tensor is aligned with the orientation of white matter fiber bundles. Maps of the diffusion tensor eleme The diffusion tensor describes boththe amount of diffusion, as well as the directions in which this diffusion is occurring. What is a tensor? A tensor is composed of three vectors. Think of a vector like an arrow in 3D space it points in a direction and has a length. The first vector is the longest it points along the principle ais. The second and third vectors are orthogonal to the first. Sphere: V1=V2=V3 Football: V1>V2 V1>V3 V3 = V2???: V1>V2>V3 Eigenvector analysis of the Diffusion Tensor Diagonalized Apparent Diffusion Coefficient / Mean Diffusivity The amount of diffusion occurring in one piel of a MR image is termed the Apparent Diffusion Coefficient (ADC) or Mean Diffusivity (MD). MD = (λ1 + λ2 + λ3 )/3 Different Parts of the brain have different diffusion characteristics Parallel diffusivity λ = λ1 Radial diffusivity λ = (λ2 + λ3 )/2 Fractional Anisotropy The non-uniformity of diffusion with direction is usual described by the term Fractional Anisotropy (FA). FA encodes how strongly directional diffusion is (derived from diffusion tensor eigenvalues) Hence good marker for WM integrity i.e., good marker for disease, development, etc. Range: 0 (isotropic) to 1 (fully anisotropic) 5
6 Factors affecting FA values The Diffusion Tensor Water diffusion parallel to the fiber orientation Fiberorientation in every voel Basser et al, J Magn Reson 1994 Summary: Diffusion Tensor model Visualization: Glyphs For each point visualize diffusion through shape Anisotropy through colour Good shape, bad feature definition Heavy render workload Basser et al, J Magn Reson 1994 Orthogonal Tensor Invariants (Kindlmann, TMI 2007) Brain: A Network System Nice to have 3 orthogonal (independent) tensor-derived measures: MD, FA & Mode Mode: is the tensor tubular (one strong fiber) or flat-cylindrical (two strong fibers)? MD differs FA differs It s all about the flow of information. The first question is: How is everything wired up? How is information processed as it flows from point to point in the wiring diagram? Dynamic modeling using functional data 6
7 The Tractographic Problem Investigating human brain connectivity Fibre architecture water diffusion diffusion weighted MRI Diffusion-weighted MR imaging Fractional anisotropy Principal diffusion direction Local modelling of tissue directions Tractography DTI Fiber Tracking Stopping criteria Xue et al. MRM (1999) Fiber Assignment by Continuous Tracking (FACT) Vector directions of largest principal aes Tracking is started from the center of a selected voel Line is propagated by observing the vector direction of each voel fractional anisotropy angle both Mori et al. Introduction to Diffusion Tensor, Tractography Investigating human brain connectivity SHORT DTI can be used for tractography. This can identify whether pathways are abnormal. FRONTAL FIBRES FIBRES PARIETAL FIBRES OCCIPITA LONG FIBRES L FIBRES TEMPORAL FIBRES Inferior frontal occipital tract Cingulum Catani et al, Neuroimage,
8 Fiber tracts match prior dissection results Streamlines integration and interpolation Created by integratingan approimate path through the field Tensor interpolation Need a continuous tensor field Different methods Component-wise interpolation Eigenvector interpolation Mori et al. Introduction to Diffusion Tensor, Tracking tensors or vectors? Tensor contains more information Main direction Shape Tensor Line Approach Use not only the main direction, but the whole tensor Deflect the incoming direction by the tensor Anisotropic tensor deflects the streamline more than an isotropic tensor Isotropic tensor ( random main direction) has no influence v out =D*v in Whole Brain Tractography Fiber selection In vivo DWI with high spatial and angular resolution White matter fiber tracking: Tracks Visualization as lines or tubes together with anatomical slices Mori et al. Introduction to Diffusion Tensor,
9 Interactive Fiber Selection Selected Tracks Interactive placement of navigation tools Efficient robust fiber bundle selection Combination AND NOT Selection of bundle sub-components T1 MRT DTI MRT Selection and quantitative analysis of all major bundles Eact anatomical contet not visible Only a small part of all brain fibers selected : Large part of the white matter not analyzed Identification of Bundle Subcomponents Superior longitudinal fasciculus / Acruate fasciculus can be further subdivided Direct connection Indirect connection via the parietal lobe Different roles in functional processing of language DWI data and preprocessing 3 Tesla TIM TRIO/VERIO Scanner with 12/32 channel array coil. ma. gradient strength 40 mt/m. Min. 72 slices, TE 120 ms, mm. b-value = 1000, 60 dir. 1/3 ac., 15/45 min. Registration on 3D T1 via T2 images. Catani et al. Ann Neurol, Registration of b0 images Acquisition and motion correction Long acquisition time: 60 directions*72 slices*(3 av) -> 15/45 min: motion correction unavoidable. MPIL sequence with interspersed high contrast images Use of non diffusion weighted images for motion correction: Interpolation of reg. param. Reg. param forall images Registration: alignment to standard space 3D T1 images in AC-PC orientation from our database Linear registration of b0 to T1 images Registration matri is combined with the MoCo matri and applied to the gradient images. Gradient directions are rotated corresponding to the registration matri. AC DTI T2 T1 9
10 Eample: preprocessing Copy data: /bin/tar vfz /a/probands/bdb/ / _090223_s6_ep2d_diff.tar.gz mv DICOMDIR _090223_S6_ep2d_diff Convert DICOM data /a/sw/misc/linu/diffusion/dictov _090223_S6_ep2d_diff/DICOMDIR _dmri.v Fit diffusion tensor /a/sw/misc/linu/diffusion/vdtensor _dmri.v fa_rgb.v vlv fa_rgb.v Check data quality /a/sw/misc/linu/diffusion/vimage2nifti _dmri.v _dmri.nii fslview _dmri.nii Automatic pre-processing mkdir mv _090223_S6_ep2d_diff/ / _ep2d_diff cp /home/newbdb/1014/mr1014_t1_*p*.v /a/sw/misc/linu/diffusion/dti_prepro_no_t1.sh Net Lectures Deterministic and probabilistic tractography: Crossing fibers in the brain Quantify brain connectivity Corte parcellation Literature Cbswiki: DiffusionMRI S. Mori "Introduction to Diffusion Tensor Imaging" H. Johansen-Berg and T. E.J. Behrens: Diffusion MRI" 10
A Neurosurgeon s Perspectives of Diffusion Tensor Imaging(DTI) Diffusion Tensor MRI (DTI) Background and Relevant Physics.
A Neurosurgeon s Perspectives of Diffusion Tensor Imaging(DTI) Kalai Arasu Muthusamy, D.Phil(Oxon) Senior Lecturer & Consultant Neurosurgeon. Division of Neurosurgery. University Malaya Medical Centre.
More information醫用磁振學 MRM 擴散張量影像 擴散張量影像原理. 本週課程內容 MR Diffusion 擴散張量造影原理 擴散張量造影應用 盧家鋒助理教授國立陽明大學生物醫學影像暨放射科學系
本週課程內容 http://www.ym.edu.tw/~cflu 擴散張量造影原理 擴散張量造影應用 醫用磁振學 MRM 擴散張量影像 盧家鋒助理教授國立陽明大學生物醫學影像暨放射科學系 alvin4016@ym.edu.tw MRI The Basics (3rd edition) Chapter 22: Echo Planar Imaging MRI in Practice, (4th edition)
More informationMedical Visualization - Tensor Visualization. J.-Prof. Dr. Kai Lawonn
Medical Visualization - Tensor Visualization J.-Prof. Dr. Kai Lawonn Lecture is partially based on the lecture by Prof. Thomas Schultz 2 What is a Tensor? A tensor is a multilinear transformation that
More informationDiffusion Tensor Imaging I: The basics. Jennifer Campbell
Diffusion Tensor Imaging I: The basics Jennifer Campbell Diffusion Tensor Imaging I: The basics Jennifer Campbell Diffusion Imaging MRI: many different sources of contrast T1W T2W PDW Perfusion BOLD DW
More informationDiffusion Tensor Imaging (DTI): An overview of key concepts
Diffusion Tensor Imaging (DTI): An overview of key concepts (Supplemental material for presentation) Prepared by: Nadia Barakat BMB 601 Chris Conklin Thursday, April 8 th 2010 Diffusion Concept [1,2]:
More informationAnisotropy of HARDI Diffusion Profiles Based on the L 2 -Norm
Anisotropy of HARDI Diffusion Profiles Based on the L 2 -Norm Philipp Landgraf 1, Dorit Merhof 1, Mirco Richter 1 1 Institute of Computer Science, Visual Computing Group, University of Konstanz philipp.landgraf@uni-konstanz.de
More information1 Diffusion Tensor. x 1, , x n
Tensor Field Visualization Tensor is the extension of concept of scalar and vector, it is the language of mechanics. Therefore, tensor field visualization is a challenging issue for scientific visualization.
More informationAdvanced Topics and Diffusion MRI
Advanced Topics and Diffusion MRI Slides originally by Karla Miller, FMRIB Centre Modified by Mark Chiew (mark.chiew@ndcn.ox.ac.uk) Slides available at: http://users.fmrib.ox.ac.uk/~mchiew/teaching/ MRI
More informationDIFFUSION MAGNETIC RESONANCE IMAGING
DIFFUSION MAGNETIC RESONANCE IMAGING from spectroscopy to imaging apparent diffusion coefficient ADC-Map anisotropy diffusion tensor (imaging) DIFFUSION NMR - FROM SPECTROSCOPY TO IMAGING Combining Diffusion
More informationTensor Visualization. CSC 7443: Scientific Information Visualization
Tensor Visualization Tensor data A tensor is a multivariate quantity Scalar is a tensor of rank zero s = s(x,y,z) Vector is a tensor of rank one v = (v x,v y,v z ) For a symmetric tensor of rank 2, its
More informationConnectomics analysis and parcellation of the brain based on diffusion-weighted fiber tractography
Connectomics analysis and parcellation of the brain based on diffusion-weighted fiber tractography Alfred Anwander Max Planck Institute for Human Cognitive and Brain Sciences Leipzig, Germany What is the
More informationApplication of diffusion MRI to cancer, heart and brain connectome imaging
Colloquium @ Department of Physics, NTU Application of diffusion MRI to cancer, heart and brain connectome imaging March 11, 2014 Wen-Yih Isaac Tseng MD, PhD Advanced Biomedical MRI Lab Center for Optoelectronic
More informationHigher Order Cartesian Tensor Representation of Orientation Distribution Functions (ODFs)
Higher Order Cartesian Tensor Representation of Orientation Distribution Functions (ODFs) Yonas T. Weldeselassie (Ph.D. Candidate) Medical Image Computing and Analysis Lab, CS, SFU DT-MR Imaging Introduction
More informationCortical diffusion imaging
Cortical diffusion imaging Alard Roebroeck Maastricht Brain Imaging Center (MBIC) Dept. of Cognitive Neuroscience Faculty of Psychology & Neuroscience Maastricht University Diffusion MRI In vivo & Ex vivo
More informationBasics of Diffusion Tensor Imaging and DtiStudio
Basics of Diffusion Tensor Imaging and DtiStudio DTI Basics 1 DTI reveals White matter anatomy Gray matter White matter DTI uses water diffusion as a probe for white matter anatomy Isotropic diffusion
More informationDiffusion Tensor Imaging I. Jennifer Campbell
Diffusion Tensor Imaging I Jennifer Campbell Diffusion Imaging Molecular diffusion The diffusion tensor Diffusion weighting in MRI Alternatives to the tensor Overview of applications Diffusion Imaging
More informationQuantitative Metrics for White Matter Integrity Based on Diffusion Tensor MRI Data. Stephanie Lee
Quantitative Metrics for White Matter Integrity Based on Diffusion Tensor MRI Data Stephanie Lee May 5, 2005 Quantitative Metrics for White Matter Integrity Based on Diffusion Tensor MRI Data ABSTRACT
More informationTensor Field Visualization. Ronald Peikert SciVis Tensor Fields 9-1
Tensor Field Visualization Ronald Peikert SciVis 2007 - Tensor Fields 9-1 Tensors "Tensors are the language of mechanics" Tensor of order (rank) 0: scalar 1: vector 2: matrix (example: stress tensor) Tensors
More informationDiffusion imaging of the brain: technical considerations and practical applications
Diffusion imaging of the brain: technical considerations and practical applications David G. Norris FC Donders Centre for Cognitive Neuroimaging Nijmegen Sustaining the physiologist in measuring the atomic
More informationDiffusion Tensor Imaging tutorial
NA-MIC http://na-mic.org Diffusion Tensor Imaging tutorial Sonia Pujol, PhD Surgical Planning Laboratory Harvard University DTI tutorial This tutorial is an introduction to the advanced Diffusion MR capabilities
More informationDiffusion Tensor Imaging (DTI) e Neurite Orientation Dispersion and Density Imaging (NODDI)
Diffusion Tensor Imaging (DTI) e Neurite Orientation Dispersion and Density Imaging (NODDI) Claudia AM Gandini Wheeler-Kingshott, PhD Prof. of MRI Physics Overview Diffusion and microstructure NODDI theoretical
More informationDiffusion Tensor Imaging in Humans: Practical Implications for Neuroanatomy
Diffusion Tensor Imaging in Humans: Practical Implications for Neuroanatomy Collaborators Center for Morphometric Analysis: Nikos Makris Andy Worth Verne S. Caviness George Papadimitriou MGH-NMR Center
More informationDiffusion-Weighted MRI may be used to measure the apparent diffusion coefficient of water in tissue.
Specialty Area: MR Physics for Physicists Speaker: Jennifer A. McNab, Ph.D. Assistant Professor, Radiology, Stanford University () Highlights The Bloch-Torrey equation is a generalization of the Bloch
More informationThe effect of different number of diffusion gradients on SNR of diffusion tensor-derived measurement maps
J. Biomedical Science and Engineering, 009,, 96-101 The effect of different number of diffusion gradients on SNR of diffusion tensor-derived measurement maps Na Zhang 1, Zhen-Sheng Deng 1*, Fang Wang 1,
More informationBayesian multi-tensor diffusion MRI and tractography
Bayesian multi-tensor diffusion MRI and tractography Diwei Zhou 1, Ian L. Dryden 1, Alexey Koloydenko 1, & Li Bai 2 1 School of Mathematical Sciences, Univ. of Nottingham 2 School of Computer Science and
More informationDiffusion Tensor Processing and Visualization
NA-MIC National Alliance for Medical Image Computing http://na-mic.org Diffusion Tensor Processing and Visualization Guido Gerig University of Utah NAMIC: National Alliance for Medical Image Computing
More informationDiffusion Weighted MRI. Zanqi Liang & Hendrik Poernama
Diffusion Weighted MRI Zanqi Liang & Hendrik Poernama 1 Outline MRI Quick Review What is Diffusion MRI? Detecting Diffusion Stroke and Tumor Detection Presenting Diffusion Anisotropy and Diffusion Tensor
More informationDiffusion tensor imaging (DTI):
Diffusion tensor imaging (DTI): A basic introduction to data acquisition and analysis Matthew Cykowski, MD Postdoctoral fellow Research Imaging Center UTHSCSA Room 2.320 cykowski@uthscsa.edu PART I: Acquiring
More informationFrom Diffusion Data to Bundle Analysis
From Diffusion Data to Bundle Analysis Gabriel Girard gabriel.girard@epfl.ch Computational Brain Connectivity Mapping Juan-les-Pins, France 20 November 2017 Gabriel Girard gabriel.girard@epfl.ch CoBCoM2017
More informationHST.583 Functional Magnetic Resonance Imaging: Data Acquisition and Analysis Fall 2006
MIT OpenCourseWare http://ocw.mit.edu HST.583 Functional Magnetic Resonance Imaging: Data Acquisition and Analysis Fall 2006 For information about citing these materials or our Terms of Use, visit: http://ocw.mit.edu/terms.
More informationDiffusion tensor imaging: brain pathway reconstruction
Neda Sepasian, Jan ten Thije Boonkkamp, Anna Vilanova Diffusion tensor imaging: brain pathway reconstruction NAW 5/6 nr. 4 december 205 259 Neda Sepasian Department of Biomedical Engineering Eindhoven
More informationContrast Mechanisms in MRI. Michael Jay Schillaci
Contrast Mechanisms in MRI Michael Jay Schillaci Overview Image Acquisition Basic Pulse Sequences Unwrapping K-Space Image Optimization Contrast Mechanisms Static and Motion Contrasts T1 & T2 Weighting,
More informationNew developments in Magnetic Resonance Spectrocopy and Diffusion MRI. Els Fieremans Steven Delputte Mahir Ozdemir
New developments in Magnetic Resonance Spectrocopy and Diffusion MRI Els Fieremans Steven Delputte Mahir Ozdemir Overview Magnetic Resonance Spectroscopy (MRS) Basic physics of MRS Quantitative MRS Pitfalls
More informationCIND Pre-Processing Pipeline For Diffusion Tensor Imaging. Overview
CIND Pre-Processing Pipeline For Diffusion Tensor Imaging Overview The preprocessing pipeline of the Center for Imaging of Neurodegenerative Diseases (CIND) prepares diffusion weighted images (DWI) and
More informationApplications of Spin Echo and Gradient Echo: Diffusion and Susceptibility Contrast
Applications of Spin Echo and Gradient Echo: Diffusion and Susceptibility Contrast Chunlei Liu, PhD Department of Electrical Engineering & Computer Sciences and Helen Wills Neuroscience Institute University
More informationDWI acquisition schemes and Diffusion Tensor estimation
DWI acquisition schemes and Diffusion Tensor estimation A simulation based study Santiago Aja-Fernández, Antonio Tristán-Vega, Pablo Casaseca-de-la-Higuera Laboratory of Image Processing L A B O R A T
More informationTensor Visualisation
Tensor Visualisation Computer Animation and Visualisation Lecture 18 tkomura@ed.ac.uk Institute for Perception, Action & Behaviour School of Informatics Tensors 1 Reminder : Attribute Data Types Scalar
More informationDiffusion k-tensor Estimation from Q-ball Imaging Using Discretized Principal Axes
Diffusion k-tensor Estimation from Q-ball Imaging Using Discretized Principal Aes Ørjan Bergmann 1,2, Gordon Kindlmann 1, Arvid Lundervold 2, and Carl-Fredrik Westin 1 1 Laborator of Mathematics in Imaging,
More informationDiffusion Imaging II. By: Osama Abdullah
iffusion Imaging II By: Osama Abdullah Review Introduction. What is diffusion? iffusion and signal attenuation. iffusion imaging. How to capture diffusion? iffusion sensitizing gradients. Spin Echo. Gradient
More informationTensor Visualisation
Tensor Visualisation Computer Animation and Visualisation Lecture 16 Taku Komura tkomura@ed.ac.uk Institute for Perception, Action & Behaviour School of Informatics 1 Tensor Visualisation What is tensor
More informationRobust estimator framework in diffusion tensor imaging
The Open-Access Journal for the Basic Principles of Diffusion Theory, Experiment and Application Robust estimator framework in diffusion tensor imaging Ivan I. Maximov 1,*, Farida Grinberg 1, and N. Jon
More informationImproved Correspondence for DTI Population Studies via Unbiased Atlas Building
Improved Correspondence for DTI Population Studies via Unbiased Atlas Building Casey Goodlett 1, Brad Davis 1,2, Remi Jean 3, John Gilmore 3, and Guido Gerig 1,3 1 Department of Computer Science, University
More informationA Riemannian Framework for Denoising Diffusion Tensor Images
A Riemannian Framework for Denoising Diffusion Tensor Images Manasi Datar No Institute Given Abstract. Diffusion Tensor Imaging (DTI) is a relatively new imaging modality that has been extensively used
More informationH. Salehian, G. Cheng, J. Sun, B. C. Vemuri Department of CISE University of Florida
Tractography in the CST using an Intrinsic Unscented Kalman Filter H. Salehian, G. Cheng, J. Sun, B. C. Vemuri Department of CISE University of Florida Outline Introduction Method Pre-processing Fiber
More informationThe Diffusion Tensor Imaging Toolbox
7418 The Journal of Neuroscience, May 30, 2012 32(22):7418 7428 Toolbox Editor s Note: Toolboxes are intended to describe and evaluate methods that are becoming widely relevant to the neuroscience community
More informationA Kernel-Based Approach for User-Guided Fiber Bundling using Diffusion Tensor Data
A Kernel-Based Approach for User-Guided Fiber Bundling using Diffusion Tensor Data The Harvard community has made this article openly available. Please share how this access benefits you. Your story matters
More informationShape Anisotropy: Tensor Distance to Anisotropy Measure
Shape Anisotropy: Tensor Distance to Anisotropy Measure Yonas T. Weldeselassie, Saba El-Hilo and M. Stella Atkins Medical Image Analysis Lab, School of Computing Science, Simon Fraser University ABSTRACT
More informationD-eigenvalues of diffusion kurtosis tensors
Journal of Computational and Applied Mathematics 221 (2008) 150 157 www.elsevier.com/locate/cam D-eigenvalues of diffusion kurtosis tensors Liqun Qi a,, Yiju Wang b, Ed X. Wu c a Department of Applied
More informationUsing Eigenvalue Derivatives for Edge Detection in DT-MRI Data
Using Eigenvalue Derivatives for Edge Detection in DT-MRI Data Thomas Schultz and Hans-Peter Seidel MPI Informatik, Campus E 1.4, 66123 Saarbrücken, Germany, Email: schultz@mpi-inf.mpg.de Abstract. This
More informationOrdinary Least Squares and its applications
Ordinary Least Squares and its applications Dr. Mauro Zucchelli University Of Verona December 5, 2016 Dr. Mauro Zucchelli Ordinary Least Squares and its applications December 5, 2016 1 / 48 Contents 1
More informationTract-Specific Analysis for DTI of Brain White Matter
Tract-Specific Analysis for DTI of Brain White Matter Paul Yushkevich, Hui Zhang, James Gee Penn Image Computing & Science Lab Department of Radiology University of Pennsylvania IPAM Summer School July
More informationQuantitative Susceptibility Mapping and Susceptibility Tensor Imaging. Magnetization and Susceptibility
Quantitative Susceptibility Mapping and Susceptibility Tensor Imaging 1, Chunlei Liu, Ph.D. 1 Brain Imaging and Analysis Center Department of Radiology Duke University, Durham, NC, USA 1 Magnetization
More informationImproving White Matter Tractography by Resolving the Challenges of Edema
Improving White Matter Tractography by Resolving the Challenges of Edema Jérémy Lecoeur, Emmanuel Caruyer, Luke Macyszyn, Ragini Verma To cite this version: Jérémy Lecoeur, Emmanuel Caruyer, Luke Macyszyn,
More informationTensor Visualisation
Tensor Visualisation Computer Animation and Visualisation Lecture 15 Taku Komura tkomura@ed.ac.uk Institute for Perception, Action & Behaviour School of Informatics 1 Overview Tensor Visualisation What
More informationDeformation Morphometry: Basics and Applications
Deformation Morphometry: Basics and Applications Valerie Cardenas Nicolson, Ph.D. Assistant Adjunct Professor NCIRE, UCSF, SFVA Center for Imaging of Neurodegenerative Diseases VA Challenge Clinical studies
More informationDiffusion MRI for Brain Connectivity Mapping and Analysis
Diffusion MRI for Brain Connectivity Mapping and Analysis Brian G. Booth and Ghassan Hamarneh Contents 1 Diffusion Weighted Image Acquision 2 1.1 Biological Basis for Diffusion MRI..........................
More informationHow does this work? How does this method differ from ordinary MRI?
361-Lec41 Tue 18nov14 How does this work? How does this method differ from ordinary MRI? NEW kinds of MRI (magnetic resononance imaging (MRI) Diffusion Magnetic Resonance Imaging Tractographic reconstruction
More informationHow Many Gradients are Sufficient in High-Angular Resolution Diffusion Imaging (HARDI)?
How Many Gradients are Sufficient in High-Angular Resolution Diffusion Imaging (HARDI)? Liang Zhan 1, Ming-Chang Chiang 1, Alex D. Leow 1, Siwei Zhu 2, Marina Barysheva 1, Arthur W. Toga 1, Katie L. McMahon
More informationQuantitative Analysis of Diffusion Tensor Orientation: Theoretical Framework
Quantitative Analysis of Diffusion Tensor Orientation: Theoretical Framework Yu-Chien Wu, 1,2 Aaron S. Field, 3 Moo K. Chung, 2,4,5 Benham Badie, 6 and Andrew L. Alexander 1,2,7 * Magnetic Resonance in
More informationFrom Pixels to Brain Networks: Modeling Brain Connectivity and Its Changes in Disease. Polina Golland
From Pixels to Brain Networks: Modeling Brain Connectivity and Its Changes in Disease Polina Golland MIT Computer Science and Artificial Intelligence Laboratory Joint work with Archana Venkataraman C.-F.
More informationRician Noise Removal in Diffusion Tensor MRI
Rician Noise Removal in Diffusion Tensor MRI Saurav Basu, Thomas Fletcher, and Ross Whitaker University of Utah, School of Computing, Salt Lake City, UT 84112, USA Abstract. Rician noise introduces a bias
More informationDiffusion Tensor Imaging quality control : artifacts assessment and correction. A. Coste, S. Gouttard, C. Vachet, G. Gerig. Medical Imaging Seminar
Diffusion Tensor Imaging quality control : artifacts assessment and correction A. Coste, S. Gouttard, C. Vachet, G. Gerig Medical Imaging Seminar Overview Introduction DWI DTI Artifact Assessment Artifact
More informationTensor fields. Tensor fields: Outline. Chantal Oberson Ausoni
Tensor fields Chantal Oberson Ausoni 7.8.2014 ICS Summer school Roscoff - Visualization at the interfaces 28.7-8.8, 2014 1 Tensor fields: Outline 1. TENSOR FIELDS: DEFINITION 2. PROPERTIES OF SECOND-ORDER
More informationCorrection Gradients. Nov7, Reference: Handbook of pulse sequence
Correction Gradients Nov7, 2005 Reference: Handbook of pulse sequence Correction Gradients 1. Concomitant-Field Correction Gradients 2. Crusher Gradients 3. Eddy-Current Compensation 4. Spoiler Gradients
More informationIntroduction to Biomedical Imaging
Alejandro Frangi, PhD Computational Imaging Lab Department of Information & Communication Technology Pompeu Fabra University www.cilab.upf.edu MRI advantages Superior soft-tissue contrast Depends on among
More informationTensorlines: Advection-Diffusion based Propagation through Diffusion Tensor Fields
Tensorlines: Advection-Diffusion based Propagation through Diffusion Tensor Fields David Weinstein, Gordon Kindlmann, Eric Lundberg Center for Scientific Computing and Imaging Department of Computer Science
More informationThe Measure of Diffusion Skewness and Kurtosis in Magnetic Resonance Imaging
The Measure of Diffusion Skewness and Kurtosis in Magnetic Resonance Imaging Xinzhen Zhang, Chen Ling, Liqun Qi, and Ed Xuekui Wu April 19, 008, Revised on September 4, 008 This paper is dedicated to the
More informationSpatial normalization of diffusion models and tensor analysis
University of Iowa Iowa Research Online Theses and Dissertations Summer 2009 Spatial normalization of diffusion models and tensor analysis Madhura Aditya Ingalhalikar University of Iowa Copyright 2009
More informationLecture k-space. k-space illustrations. Zeugmatography 3/7/2011. Use of gradients to make an image echo. K-space Intro to k-space sampling
Lecture 21-3-16 K-space Intro to k-space sampling (chap 3) Frequenc encoding and Discrete sampling (chap 2) Point Spread Function K-space properties K-space sampling principles (chap 3) Basic Contrast
More informationPhD THESIS. prepared at INRIA Sophia Antipolis
PhD THESIS prepared at INRIA Sophia Antipolis and presented at the University of Nice-Sophia Antipolis Graduate School of Information and Communication Sciences A dissertation submitted in partial satisfaction
More informationCSE 554 Lecture 7: Alignment
CSE 554 Lecture 7: Alignment Fall 2012 CSE554 Alignment Slide 1 Review Fairing (smoothing) Relocating vertices to achieve a smoother appearance Method: centroid averaging Simplification Reducing vertex
More informationWhat Visualization Researchers Should Know About HARDI Models
What Visualization Researchers Should Know About HARDI Models Thomas Schultz October 26, 2010 The Diffusion MRI (dmri) Signal ADC Modeling Diffusion Propagator Fiber Models Diffusion
More informationMaster of Science Thesis. Using q-space Diffusion MRI for Structural Studies of a Biological Phantom at a 3T Clinical Scanner
Master of Science Thesis Using q-space Diffusion MRI for Structural Studies of a Biological Phantom at a 3T Clinical Scanner Anna Rydhög Supervisor: Sara Brockstedt, Jimmy Lätt Medical Radiation Physics
More informationSegmenting Thalamic Nuclei: What Can We Gain From HARDI?
Segmenting Thalamic Nuclei: What Can We Gain From HARDI? Thomas Schultz Computation Institute, University of Chicago, Chicago IL, USA Abstract. The contrast provided by diffusion MRI has been exploited
More informationCambridge University Press MRI from A to Z: A Definitive Guide for Medical Professionals Gary Liney Excerpt More information
Main glossary Aa AB systems Referring to molecules exhibiting multiply split MRS peaks due to spin-spin interactions. In an AB system, the chemical shift between the spins is of similar magnitude to the
More informationTensor Field Reconstruction Based on Eigenvector and Eigenvalue Interpolation
Tensor Field Reconstruction Based on Eigenvector and Eigenvalue Interpolation Ingrid Hotz 1, Jaya Sreevalsan Nair 1, and Bernd Hamann 1 Institute for Data Analysis and Visualization, (IDAV), Department
More informationExtracting Quantitative Measures from EAP: A Small Clinical Study using BFOR
Extracting Quantitative Measures from EAP: A Small Clinical Study using BFOR A. Pasha Hosseinbor, Moo K. Chung, Yu-Chien Wu, John O. Fleming, Aaron S. Field, and Andrew L. Alexander University of Wisconsin-Madison,
More informationNonlinear Registration of Diffusion MR Images Based on Fiber Bundles
Nonlinear Registration of Diffusion MR Images Based on Fiber Bundles Ulas Ziyan 1, Mert R. Sabuncu 1, Lauren J. O Donnell 2,3, and Carl-Fredrik Westin 1,3 1 MIT Computer Science and Artificial Intelligence
More informationAn Analytical Model of Water Diffusion and Exchange in White Matter from Diffusion MRI and Its Application in Measuring Axon Radii
An Analytical Model of Water Diffusion and Exchange in White Matter from Diffusion MRI and Its Application in Measuring Axon Radii Wenjin Zhou, Student Member, IEEE, and David H. Laidlaw, Senior Member,
More informationIMPROVED IMAGING OF BRAIN WHITE MATTER USING DIFFUSION WEIGHTED MAGNETIC RESONANCE IMAGING HA-KYU JEONG. Dissertation. Submitted to the Faculty of the
IMPROVED IMAGING OF BRAIN WHITE MATTER USING DIFFUSION WEIGHTED MAGNETIC RESONANCE IMAGING By HA-KYU JEONG Dissertation Submitted to the Faculty of the Graduate School of Vanderbilt University in partial
More informationHuman Brain Networks. Aivoaakkoset BECS-C3001"
Human Brain Networks Aivoaakkoset BECS-C3001" Enrico Glerean (MSc), Brain & Mind Lab, BECS, Aalto University" www.glerean.com @eglerean becs.aalto.fi/bml enrico.glerean@aalto.fi" Why?" 1. WHY BRAIN NETWORKS?"
More informationThe line, the circle, and the ray. R + x r. Science is linear, is nt? But behaviors take place in nonlinear spaces. The line The circle The ray
Science is linear, is nt The line, the circle, and the ray Nonlinear spaces with efficient linearizations R. Sepulchre -- University of Cambridge Francqui Chair UCL, 05 Page rank algorithm Consensus algorithms
More informationBuilding connectomes using diffusion MRI: Why, how and but
Building connectomes using diffusion MRI: Why, how and but Stamatios N Sotiropoulos 1,2 & Andrew Zalesky 3 1 Centre for Functional MRI of the Brain (FMRIB), Nuffield Department of Clinical Neurosciences,
More informationSupplementary Material & Data. Younger vs. Older Subjects. For further analysis, subjects were split into a younger adult or older adult group.
1 1 Supplementary Material & Data 2 Supplemental Methods 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 Younger vs. Older Subjects For further analysis, subjects were split into a younger adult
More informationMeasuring the invisible using Quantitative Magnetic Resonance Imaging
Measuring the invisible using Quantitative Magnetic Resonance Imaging Paul Tofts Emeritus Professor University of Sussex, Brighton, UK Formerly Chair in Imaging Physics, Brighton and Sussex Medical School,
More informationAnisotropic Interpolation of DT-MRI
Anisotropic Interpolation of DT-MRI Carlos A. Castaño-Moraga 1, Miguel A. Rodriguez-Florido 1, Luis Alvarez 2, Carl-Fredrik Westin 3, and Juan Ruiz-Alzola 1,3 1 Medical Technology Center, Signals & Communications
More informationMagnetic Resonance Imaging. Pål Erik Goa Associate Professor in Medical Imaging Dept. of Physics
Magnetic Resonance Imaging Pål Erik Goa Associate Professor in Medical Imaging Dept. of Physics pal.e.goa@ntnu.no 1 Why MRI? X-ray/CT: Great for bone structures and high spatial resolution Not so great
More informationBasic MRI physics and Functional MRI
Basic MRI physics and Functional MRI Gregory R. Lee, Ph.D Assistant Professor, Department of Radiology June 24, 2013 Pediatric Neuroimaging Research Consortium Objectives Neuroimaging Overview MR Physics
More informationHST.583 Functional Magnetic Resonance Imaging: Data Acquisition and Analysis Fall 2008
MIT OpenCourseWare http://ocw.mit.edu HST.583 Functional Magnetic Resonance Imaging: Data Acquisition and Analsis Fall 2008 For information about citing these materials or our Terms of Use, visit: http://ocw.mit.edu/terms.
More informationRegularization of Diffusion Tensor Field Using Coupled Robust Anisotropic Diffusion Filters
Regularization of Diffusion Tensor Field Using Coupled Robust Anisotropic Diffusion Filters Songyuan Tang a, Yong Fan a, Hongtu Zhu b, Pew-Thian Yap a Wei Gao a, Weili Lin a, and Dinggang Shen a a Department
More informationNeural Network. Eung Je Woo Department of Biomedical Engineering Impedance Imaging Research Center (IIRC) Kyung Hee University Korea
Neural Network Eung Je Woo Department of Biomedical Engineering Impedance Imaging Research Center (IIRC) Kyung Hee University Korea ejwoo@khu.ac.kr Neuron and Nervous System 2 Neuron (Excitable Cell) and
More information3D Bayesian Regularization of Diffusion Tensor MRI Using Multivariate Gaussian Markov Random Fields
3D Bayesian Regularization of Diffusion Tensor MRI Using Multivariate Gaussian Markov Random Fields Marcos Martín-Fernández 1,2, Carl-Fredrik Westin 2, and Carlos Alberola-López 1 1 Image Processing Lab.
More informationAn Anisotropic Material Model for Image Guided Neurosurgery
An Anisotropic Material Model for Image Guided Neurosurgery Corey A. Kemper 1, Ion-Florin Talos 2, Alexandra Golby 2, Peter M. Black 2, Ron Kikinis 2, W. Eric L. Grimson 1, and Simon K. Warfield 2 1 Massachusetts
More informationResearch Article Thalamus Segmentation from Diffusion Tensor Magnetic Resonance Imaging
Biomedical Imaging Volume 2007, Article ID 90216, 5 pages doi:10.1155/2007/90216 Research Article Thalamus Segmentation from Diffusion Tensor Magnetic Resonance Imaging Ye Duan, Xiaoling Li, and Yongjian
More informationImproved Correspondence for DTI Population Studies Via Unbiased Atlas Building
Improved Correspondence for DTI Population Studies Via Unbiased Atlas Building Casey Goodlett 1,BradDavis 1,2,RemiJean 3, John Gilmore 3, and Guido Gerig 1,3 1 Department of Computer Science, University
More informationTwo-tensor streamline tractography through white matter intra-voxel fiber crossings: assessed by fmri
Two-tensor streamline tractography through white matter intra-voxel fiber crossings: assessed by fmri Arish A.Qazi 1,2, Gordon Kindlmann 1, Lauren O Donnell 1, Sharon Peled 1, Alireza Radmanesh 1, Stephen
More informationSymmetric Positive-Definite Cartesian Tensor Orientation Distribution Functions (CT-ODF)
Symmetric Positive-Definite Cartesian Tensor Orientation Distribution Functions (CT-ODF) Yonas T. Weldeselassie 1, Angelos Barmpoutis 2, and M. Stella Atkins 1 1 School of Computing Science, Simon Fraser
More informationParcellation of the Thalamus Using Diffusion Tensor Images and a Multi-object Geometric Deformable Model
Parcellation of the Thalamus Using Diffusion Tensor Images and a Multi-object Geometric Deformable Model Chuyang Ye a, John A. Bogovic a, Sarah H. Ying b, and Jerry L. Prince a a Department of Electrical
More informationLongitudinal growth analysis of early childhood brain using deformation based morphometry
Longitudinal growth analysis of early childhood brain using deformation based morphometry Junki Lee 1, Yasser Ad-Dab'bagh 2, Vladimir Fonov 1, Alan C. Evans 1 and the Brain Development Cooperative Group
More informationNoise considerations in the determination of diffusion tensor anisotropy
Magnetic Resonance Imaging () 659 669 Noise considerations in the determination of diffusion tensor anisotropy Stefan Skare a,b, *, Tie-Qiang Li c, Bo Nordell a,b, Martin Ingvar a a MR Center, Karolinska
More information