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Basic MRI I

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Basic MRI I Chapter 3 Notes Terms to know Resonant Characteristic-- able to have resonance Magnetized makes a net magnetization vector in a magnetic field ... – PowerPoint PPT presentation

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Title: Basic MRI I


1
Basic MRI I
  • Chapter 3 Notes

2
Terms to know
  • Resonant Characteristic-- able to have resonance
  • Magnetizedmakes a net magnetization vector in a
    magnetic field
  • Magnetizationprocess of forming a net
    magnetization vector
  • Resonancecapacity to absorb and re-radiate
    radiofrequency energy

3
Two ways to display MR signals
  • MR images
  • MR spectra

4
Magnetic nuclei
  • Have magnetic moment
  • Act like small magnets
  • Have an odd number of protons and neutrons
  • Have the quantum property of spin
  • Are sometimes called spins

5
Magnetic or non-Magnetic?
Magnetic Magnetic Non-Magnetic
H-1 C-13 C-12
F-19 0-15 O-16
Na-23 N-15
P-31
6
RF signal strength
  • Most significant factor in determining image
    quality and the time it takes to acquire an image

7
Relative signal strength
  1. Tissue concentration of the element
  2. Isotopic abundance
  3. Sensitivity of the specific nuclide

8
Tissue concentration
  • For hydrogen nuclei, or protons, this is the
    proton density or PD
  • For other nuclei, referred to as spin density

9
Isotopic abundance
  • H-1 99.985
  • H-2 0.015 deuterium
  • H-3 -- lt0.0011 tritium

10
Sensitivity
  • Signal strength produced by an equal number of
    nuclei
  • H-1 is the strongest, considered 1.0 or 100
  • See table 3 in your book.

11
Why proton imaging is so good
  • High tissue concentration
  • Most abundant magnetic isotope of hydrogen (H-1)
    is magnetic!

12
RF energy
  • RF pulses (transmitted) usually 90 degrees or
    180 degrees, but can be of any angle
  • RF signal (received) received by coils that act
    as antennae
  • Stored in k-space
  • Fourier transform (FT) to make images
  • Received as echoes

13
Nuclear magnetic interactions
  • Nuclear alignmentonly a few of every million
    nuclei align with the magnet, but this is enough
    to form a net magnetization vector
  • The rest are tumbling randomly, due to thermal
    activity.

14
Precession and resonance
  • The rate of precession is the same as the
    resonant frequency, called the Larmor Frequency

15
Excitation
  • Tip the net magnetization vector away from the z
    directionany component in the x-y plane
    generates a signal that can be detected.

16
Relaxation
  • The net magnetization vector re-forms, lines up
    with the z direction, and the individual spins
    dephase.

17
Frequency is proportional to field strength
  • Freq gyromagnetic ratio x field strength
  • Freq gamma x B-naught
  • Freq ?HB0
  • Gyromagnetic ratio ?H 43.58 MHz/T
  • Field strength B0
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