Skip to main content
Taylor & Francis Group Logo
Advanced Search

Click here to search books using title name,author name and keywords.

  • Login
  • Hi, User  
    • Your Account
    • Logout
Advanced Search

Click here to search books using title name,author name and keywords.

Breadcrumbs Section. Click here to navigate to respective pages.

Chapter

DiffusionWeighted Magnetic Resonance Microscopy

Chapter

DiffusionWeighted Magnetic Resonance Microscopy

DOI link for DiffusionWeighted Magnetic Resonance Microscopy

DiffusionWeighted Magnetic Resonance Microscopy book

DiffusionWeighted Magnetic Resonance Microscopy

DOI link for DiffusionWeighted Magnetic Resonance Microscopy

DiffusionWeighted Magnetic Resonance Microscopy book

ByLuisa Ciobanu
BookMicroscopic Magnetic Resonance Imaging

Click here to navigate to parent product.

Edition 1st Edition
First Published 2017
Imprint Jenny Stanford Publishing
Pages 7
eBook ISBN 9781315107325

ABSTRACT

At small scales, magnetic resonance microscopy investigations have an important role in understanding how the diffusion MR signal is related to tissue microstructure and in developing realistic models. Since its introduction in the mid-1980s, diffusion-weighted magnetic resonance imaging has become one of the main tools of modern neuroimaging studies. By providing data at microscopic scales, diffusion MR microscopy has the potential uncover the biophysical mechanisms underlying neuronal activation. Unlike the diffusion signal decay in a homogeneous medium, the diffusion signal behavior in tissues is not monoexponential. Instead, biexponential functions where empirically found to provide good fits. Studies performed on other large cells also confirmed that the presence of the extracellular space is not necessary to observe the multi-exponential diffusion behavior. Tissue geometrical parameters can be obtained by comparing numerical simulations of simple tissue models with experimental data. Numerous biophysical models have been proposed assuming that the tissue is composed of an extracellular space and spherical, ellipsoidal or cylindrical cellular components.

T&F logoTaylor & Francis Group logo
  • Policies
    • Privacy Policy
    • Terms & Conditions
    • Cookie Policy
    • Privacy Policy
    • Terms & Conditions
    • Cookie Policy
  • Journals
    • Taylor & Francis Online
    • CogentOA
    • Taylor & Francis Online
    • CogentOA
  • Corporate
    • Taylor & Francis Group
    • Taylor & Francis Group
    • Taylor & Francis Group
    • Taylor & Francis Group
  • Help & Contact
    • Students/Researchers
    • Librarians/Institutions
    • Students/Researchers
    • Librarians/Institutions
  • Connect with us

Connect with us

Registered in England & Wales No. 3099067
5 Howick Place | London | SW1P 1WG © 2021 Informa UK Limited