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Functional Magnetic Resonance Imaging

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Functional Magnetic Resonance Imaging Albert Parker February 26, 2002 Sources Functional Magnetic Resonance Imaging Mark S. Cohen, Ph.D Susan Y. Bookheimer, Ph.D ... – PowerPoint PPT presentation

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Title: Functional Magnetic Resonance Imaging


1
Functional Magnetic Resonance Imaging
Albert Parker February 26, 2002
2
Sources
  • Functional Magnetic Resonance Imaging
  • Mark S. Cohen, Ph.D
  • Susan Y. Bookheimer, Ph.D.
  • UCLA Brain Mapping Division
  • Trends in Neurooscience
  • http//spinwarp.ucsd.edu/fmri/FMRI-TINS.html)
  • Journey to the Center of My Mind
  • Stephen S. Hall
  • The New York Times, 6/1999
  • http//www.fmri.org/jounrey.html
  • Basics of NMR
  • Joseph P. Hornak
  • Department of Chemistry and Imaging Science
  • Rochester Institute of Technology
  • http//www.cis.rit.edu/htbooks/nmr/bnmr.htm

3
  • How does fMRI form an image of Neural Activity in
    the brain??
  • Overview of the Physics
  • Encoding of spatial location
  • Encoding of neural activity
  • Experimental procedure

4
fMRI technology is based on
  • Nuclear Magnetic Resonance (NMR) phenomenon
    (1946, 1950)
  • high concentration of hydrogen nuclei in
    biological systems and its high sensitivity to
    NMR signals.
  • magnetic susceptibility of oxyhemoglobin and
    deoxyhemoglobin (1936)

5
The Physics of NMRBloch (1946) and Hahn (1950)
  • 1. Atomic nuclei with an odd number of neurons
    and/or protons have
  • a small magnetic moment.
  • an angular momentum called nuclear spin

6
The Physics of NMRBloch (1946) and Hahn (1950)
  • 2. Magnetic moments will align (anti) parallel
    to an applied static magnetic fields.
  • 3. Random atomic collisions and other
    perturbations allow the system to reach an
    equilibrium with an excess of protons aligned
    with the static magnetic field.

7
The Physics of NMRBloch (1946) and Hahn (1950)
  • 4. If one applies a static magnetic field to
    nuclei with spin, the magnetization of each
    nucleus has a resonance (or Larmor) frequency f
    defined by
  • f ? B0

proportionality constant for specific nuclear
species (MHz/Tesla)
strength of static magnetic field (typically
about 1.5 Tesla)
8
The Physics of NMRBloch (1946) and Hahn (1950)
  • 5. Excitation If an oscillating magnetic field
    (called a radio frequency pulse) is applied to
    nuclei at their resonance frequency, their spins
    absorb energy, causing the magnetization of the
    nuclei to precess in phase about the static
    magnetic field.

The precessing magnetization can be measured by a
nearby coil.
9
The Physics of NMRBloch (1946) and Hahn (1950)
  • 6. Decay Following excitation, the precessing
    magnetization returns to equilibrium according to
    exponential decay.
  • s(t) be an magnetic resonance (MR) signal
  • T2 is the MR signal decay rate (from a few to
    tens of ms)
  • The T2 rates are different for different
    biological tissues!
  • (in particular, for oxyhemoglobin and
    deoxyhemoglobin!!)

10
How does fMRI form an image of neural
activity?How to form an image of neural
activity using NMR? Need to measure1.
Spatial Location2. Neural Activity Magnitude
11
Spatial Location in 1-D
  • Frequency Encoding (Lauterbur 1973)
  • relate frequency linearly to spatial location by
  • B(x) B0 Gx x

gradient strength of the static magnetic static
field strength
location in 1-D
base strength of the static magnetic field
  • So the resonance frequency of the nuclei at
    location x is given by
  • f(x) ? B(x) ?(B0 Gx x)

12
Spatial Location in 1-D
  • Take the Fourier transform of the MR signal s(t),
    Fs(t), to decompose s(t) into its power
    spectrum (a signals frequencies and associated
    amplitudes).
  • In the case of an object composed of a particular
    medium, we get an image of that object at a
    particular instant in time a 1-D distribution of
    the magnetization intensity at location x

measure s(t)
F s(t)
13
Spatial Location in 1-D
Frequency Encoding in practice
Phase Encoding
14
Spatial Location in 2-D
Echo Planar Imaging (Mansfield 1977) use
frequency encoding to determine the x
direction and echo encoding to determine the y
direction.
sampling windows
15
Spatial Location in 3-D
  • Since most humans are 3-D, the third dimension is
    incorporated into the procedure by performing
    slice-selective excitation apply the RF pulse
    as a function of position in the 3rd dimension
    (or by moving the static magnetic field along the
    3rd dimension).

16
How to measure neural activity?
  • The physiology of neural activity involves many
    complex processes.
  • MR has the capability to measure parameters
    related to several neural physiological
    functions, including
  • changes in phosphorus metabolism and metabolic
    byproducts
  • blood flow
  • blood volume
  • blood oxygenation

17
Blood oxygen level dependent contrast
(BOLD)(Ogawa et al. 1990)
  • The most common technique used in fMRI.
  • Takes advantage of the magnetic susceptibility of
    oxyhemoglobin and deoxyhemoglobin (Pauling 1936).
    Deoxy Hb has a higher precess magnitization
    decay rate than does oxy Hb. (They have
    different T2 rates!)

During periods of neuronal activity, local blood
flow and volume increase with little or no
change in oxygen consumption. As a
consequence, the oxygen content of the venous
blood is elevated, resulting in an increase in
the MR signal.
18
Experimental Procedure
19
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21
so fMRI works like this
  • Use EPI and slice selective excitation
  • Apply a static magnetic field with intensity B0.
  • Use an RF pulse with frequency matching resonance
    frequency of the desired medium (e.g. hydrogen
    nuclei) for the given static magnetic field
    intensity B0.
  • Apply magnetic field gradients in x and y
    directions.
  • Use coils to measure the MR signal s(t).
  • Calculate Fs(t) over each sampling window to
    determine MR signal location in the 2-D slice we
    have selected.
  • Take into account how fast the signal has decayed
    since the RF pulse (T2 decay) when interpreting
    MR signal strength at each location.
  • Give image intensity

22
Issues!
There is not a one-to-one correspondence between
T2 and the neural activity that we are trying to
measure. There are pathways that might decrease
the decay rate and hence results in a decreased
MR signal!
23
Issues!
  • Small size in of activation related response
    leaves it susceptible to noise (low SNR) from
  • thermal and electromagnetic noise from the
    subject
  • reception coil, preamps and other electronics
  • quantization noise from analog to digital
    conversion
  • cardiac and respiratory cycles
  • head movement (problem especially for speech
    tasks)
  • uncontrolled neuronal events
  • differences in the manner in which a task is
    performed
  • neuronal events associated with behavior
    unrelated to the task
  • spontaneous firing of networks
  • MRI response is delayed and relatively slow
    compared to brain activity

24
Dealing with the issues!
  • rapid data acquisition techniques
  • special reception coils
  • increasing static magnetic field intensity
  • SNR depends on temporal resolution - lower
    temporal resolution
  • post-processing techniques, movement correction
    algorithms,
  • different gradient systems
  • multi-shot techniques
  • head restraints and bite bars
  • use cortical landmarks

25
Comparison temporal and spatial resolution and
invasiveness
This figure relates the temporal and spatial
resolution of methods for the study of brain
function to the size scale of neuronal features
and to the invasiveness of the methods.
26
How fMRI stacks up
  • temporal resolution seconds
  • spatial resolution cortical columns
  • invasiveness apparently completely safe, barring
    pacemakers
  • Though few Neuroscientists will be able to
    afford MR devices of their own with fMRI it
    will be possible to perform longitudinal studies
    on individual subjects advancing the practical
    spatial resolution of functional imaging and
    enabling vastly more complex experimental designs
    - Mark Cohen
  • fMRI will not map the cortical and subcortical
    functions of the human brain, but it has moved us
    closer to the ideal.
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