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Physics of Nuclear Medicine,
SPECT and PET
Jerry Allison, Ph.D.
Department of Radiology
Medical College of Georgia
Augusta University
Outline
• Radionuclides in Nuclear Medicine
• Radiation Dose
• Gamma Camera Basics
• SPECT (Single Photon Emission Computed Tomography)
• PET (Positron Emission Tomography
3
Radionuclides used in nuclear
medicine
Less than 20 radionuclides but hundreds
of labeled compounds
© Physics in Nuclear Medicine: Cherry, Sorenson and Phelps, 4th edition, 2012
Effective dose of NM
procedures
4
5
Dose Definition
• Effective dose E (Sv): measure of absorbed
dose to whole body, the product of
equivalent dose and organ specific
weighting factors
 Whole body dose equivalent to the nonuniform
dose delivered
How to obtain a NM image?
• Administer radiopharmaceutical (a
radionuclide labeled to a pharmaceutical)
• The radiopharmaceutical concentrates in
the desired locations
• Nucleus of the radionuclide decays to emit
photons (g , x-ray)
• Detect the photons using a “gamma
camera”
Gamma Camera Basics
p a t i e n t
c o l l i m a t o r
d e t e c t o r
P M T
p r e - a m p
amplify & sum
position
analysis
Pulse Height
Analysis
c o m p u t e r
d i s p l a y
X Y Z
Photomultiplier tube (PMT)
• 40 to 100 PM tubes (d = 5 cm) in a modern
gamma camera
• photocathode directly coupled to detector
or connected using plastic light guides
• ultrasensitive to magnetic fields
Why collimator? – image formation
Image of a point source is the whole
detector.
detector
sources
images
Image of a point source is a point.
w/o collimator with collimator
image
collimator
Why collimator? – image formation
• to establish geometric
relationship between the
source and image
• The collimator has a major
affect on gamma camera
sensitivity (count rate) and
spatial resolution
parallel-hole collimator
Collimators
2015 Nuclear Medicine Physics for Radiology Residents Sameer Tipnis, PhD, DABR
• Most often used: parallel-hole collimator
• For thyroid and heart: pin-hole collimator
• For brain and heart: converging collimator
Collimator Summary
• Collimator must be matched to energy of
radionuclide
• Efficiency changes little with distance to
source (patient)
• Resolution falls off quickly with distance to
source (patient)
Energy spectrum of detector
energy
window
photopeak: all
energy of g
photons (E0)
deposited in
detector
Septal penetration &
scatter: energy
deposited in detector
is between 0 and E0.
Photopeak
All the energy of a g photon (E0) is
deposited in the detector
e.g. E0 = 140 keV for Tc-99m
14
p.e p.e
c.s
or
Septral penetration & scatter
spectrum
15
c.s
c.s
p.e
x-ray
p.e
p.e
30 keV x-ray
Some of the energy of a g photon (E0) is deposited in the detector
NOT USEFUL FOR IMAGING
Modern Camera Design
• Most cameras use
rectangular heads
• Most cameras are
designed to do SPECT
imaging
• The dual head is the most
common design
• Tomographic images can be produced by
acquiring conventional gamma camera
projection data at several angles around the
patient
 Similar to CT
SPECT (Single Photon Emission
Computed Tomography)
Sinogram
© Physics in Nuclear Medicine: Cherry, Sorenson and Phelps
© Physics in Nuclear Medicine: Cherry, Sorenson and Phelps
Filtered Back Projection
© Physics in Nuclear Medicine: Cherry, Sorenson and Phelps
• Attenuates streaks by filtering the projections
Iterative Reconstruction
• Quantitatively more accurate
 Can model various corrections
• Collimator
• Scatter
• System geometry
• Detector resolution
• Slow
• Being used increasingly in SPECT
Assume
Some Image (I)
Calculate
Projections (P’)
Calculation Includes
Attenuation
Scatter
Blur with depth
Compare to
Measured Projection (P)
Form New
Image (I’)
Use P’ & P
to form corrections
Is I-I’< *
Done
Data Collection
• Image matrix is
collected
 64 x 64 or 128 x 128
• Each image row
makes a slice
• Multiple slices can
be added to
reduce noise
Attenuation correction:
Chang Method
• Assume uniform attenuation
• m = linear attenuation coefficient of
soft tissue (0.15 per cm for Tc-99m)
• X is tissue thickness along projection
from emission data
I(x) = I0e-mx
Attenuation correction:
Transmission measurements
• X-ray source (SPECT/CT)
 Non-diagnostic CT
 Diagnostic CT
– Positron decay characteristics
– Coincidence and angular
correlation
– Time of flight
– PET detector/scanner design
– Data corrections
PET (Positron Emission Tomography)
Positron is an Anti-particle
• When a particle and and
antiparticle interact they
annihilate
 Both particles are
destroyed
 Two photons(Gamma-
rays) are created
 Two photons are emitted
in ~opposite directions (±
0.25 degrees for F-18)
+ -
Gamma 1
Gamma 2
Where was the event?
Coincidence
?
PET Imaging Concepts
Where was the event?
Annihilation Detection
Coincidence
In coincidence counting an event is ONLY registered
if a signal is received from two detectors within a
narrow window of time.
A few nanoseconds is usually used.
Time-of-Flight PET
Coincidence
In “Time-of-Flight” pet, use of a very small time window
(<100 picoseconds) can localize an annihilation event to
within a few cm along the line of coincidence.
Time-of-Flight PET can improve SNR.
PET Scanner
• Ring (multiple rings) with lots of little
detectors (up to 23,040)
• Rings have axial coverage of up to 26cm.
• Detectors must have good stopping power
• Detector must be fast for accurate
coincidence measurements
• Lutecium silicate LSO (LYSO) is commonly
used (&BGO)
PET scanner
• PET scanners lack conventional
collimation so they have a high
geometric efficiency
• Some had septal rings to reduce
cross talk from ring to ring
 When rings in 2D
 When rings out 3D
Septa
Septa
Detector Needs
• High Stopping Power
 Much higher gamma ray energy (511 keV)
• Light Output
 Not as important because each gamma ray
leaves a lot of energy in the crystal
• Short Decay Time
 Very important because of high count rate
 Limits activity given to patient
Events in PET Scanners
Trues
Trues Rtrue = AO g2 gACDe-mT
gACD~ h/2D for ring(s)
Where Rtrue = true coincidence rate
Ao = Administered activity
g = intrinsic efficiency
gACD = geometric efficiency
e-mT = object attenuation
h = detector thickness
D = detector diameter
Scatter
Scatter-to-True Ratio
• .2 - .5 brain
• .4 -2 body
• Scatter (and Trues) are proportional to
administered activity
Random
RRnd = CTW Rtrue Rtrue
CTW = timing window
Random-to-True Ratio
• .1 – 2 brain
• .1 -1 body
• Random-to-True Ratio high near high
activity (Bladder)
Corrections
• PET scanners use energy
discrimination (pulse height analysis)
system like the gamma camera to help
eliminate scatter
• Randoms are corrected for by
measuring coincidence rates with a
delay of time between 511 keV photon
arrivals (so there are no trues).
Attenuation Correction
• Like all radionuclide imaging
there is a problem due to
attenuation.
• It is much less for PET than for
Tc-99m imaging
• Correction is important for
quantifying the metabolic
activity of lesions (SUVs)
Attenuation Correction
• CT data reconstructed to
make a attenuation map
of the body
 Attenuation map
information is used in
image reconstruction
PET: CT Based Attenuation Correction
© Nuclear medicine physics : a handbook for students and
teachers, International Atomic Energy Agency, 2014
SPECT vs PET
SPECT PET
(Step-and-shoot acquisition) (Simultaneous acquisition)
2015 Nuclear Medicine Physics for Radiology Residents Sameer Tipnis, PhD, DABR
SPECT & PET
• SPECT – 2 views from opposite sides
 Res. ~ collimator res., which degrades rapidly with
increasing distance from collimator face
• PET – Simultaneous acquisition
 Res. ~ detector width; is max in center of ring
• SPECT sensitivity ~ 0.02%
 Huge losses due to absorptive collimators
• PET sensitivity- 2D ~ 0.2%; 3D ~ 2% or higher
 High sensitivity due to ACD (electronic collimation)
 Allows higher frequency filters / higher spatial resolution
2015 Nuclear Medicine Physics for Radiology Residents Sameer Tipnis, PhD, DABR
51
• October 7, 2015 -- Researchers at the University of California,
Davis (UC Davis) have received a five-year, $15.5 million grant to
develop what they are calling the world's first total-body PET
scanner.
 National Cancer Institute and will fund the Explorer project, led by Simon
Cherry, PhD, distinguished professor of biomedical engineering and Ramsey
Badawi, PhD, a professor of radiology.
 The total-body PET scanner would image an entire body all at once, and it
would acquire images much faster or at a much lower radiation dose by
capturing almost all of the available signal from radiopharmaceuticals. … the
design would line the entire inside of the PET camera bore with multiple rings of
PET detectors.
 … such a total-body PET design could reduce radiation dose by a factor of 40 or
decrease scanning time from 20 minutes to 30 seconds
http://www.auntminnie.com/index.aspx?sec=s
up&sub=mol&pag=dis&ItemID=112051
References
• Physics in Nuclear Medicine: Simon Cherry, James Sorenson
and Michael Phelps, 4th Edition, Elsevier, 2012
• International Atomic Energy Agency, SPECT/CT TECHNOLOGY
& FACILITY DESIGN, https://rpop.iaea.org/
• SPECT Single Photon Emission Computed Tomography, David
S. Graff PhD, http://www.slideshare.net/david.s.graff/spect-
presentation
• Quantitative capabilities of four state-of-the-art SPECT-CT
cameras; Alain Seret, Daniel Nguyen and Claire Bernard,
EJNMMI Research 2012, 2:45
• Characterization of the count rate performance of modern gamma
cameras, M. Silosky, V. Johnson, C. Beasley, and S. Cheenu
Kappadath, Medical Physics 40, 032502 (2013)
• Nuclear medicine physics : a handbook for students and
teachers, International Atomic Energy Agency, 2014
References
• Physics in Nuclear Medicine: Simon Cherry, James Sorenson
and Michael Phelps, 4th Edition, Elsevier, 2012
• Physics of PET-CT, David S. Graff PhD,
http://www.slideshare.net/david.s.graff/pet-ct-presentation
• The Challenge of Detector Designs for PET, Thomas K.
Lewellen, AJR:195, August 2010
• Basics of PET Imaging; Physics, Chemistry, and Regulations,
Gopal B. Saha, Springer, 2005

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Physics of Nuclear Medicine, SPECT and PET.ppt

  • 1. Physics of Nuclear Medicine, SPECT and PET Jerry Allison, Ph.D. Department of Radiology Medical College of Georgia Augusta University
  • 2. Outline • Radionuclides in Nuclear Medicine • Radiation Dose • Gamma Camera Basics • SPECT (Single Photon Emission Computed Tomography) • PET (Positron Emission Tomography
  • 3. 3 Radionuclides used in nuclear medicine Less than 20 radionuclides but hundreds of labeled compounds © Physics in Nuclear Medicine: Cherry, Sorenson and Phelps, 4th edition, 2012
  • 4. Effective dose of NM procedures 4
  • 5. 5 Dose Definition • Effective dose E (Sv): measure of absorbed dose to whole body, the product of equivalent dose and organ specific weighting factors  Whole body dose equivalent to the nonuniform dose delivered
  • 6. How to obtain a NM image? • Administer radiopharmaceutical (a radionuclide labeled to a pharmaceutical) • The radiopharmaceutical concentrates in the desired locations • Nucleus of the radionuclide decays to emit photons (g , x-ray) • Detect the photons using a “gamma camera”
  • 7. Gamma Camera Basics p a t i e n t c o l l i m a t o r d e t e c t o r P M T p r e - a m p amplify & sum position analysis Pulse Height Analysis c o m p u t e r d i s p l a y X Y Z
  • 8. Photomultiplier tube (PMT) • 40 to 100 PM tubes (d = 5 cm) in a modern gamma camera • photocathode directly coupled to detector or connected using plastic light guides • ultrasensitive to magnetic fields
  • 9. Why collimator? – image formation Image of a point source is the whole detector. detector sources images Image of a point source is a point. w/o collimator with collimator image collimator
  • 10. Why collimator? – image formation • to establish geometric relationship between the source and image • The collimator has a major affect on gamma camera sensitivity (count rate) and spatial resolution parallel-hole collimator
  • 11. Collimators 2015 Nuclear Medicine Physics for Radiology Residents Sameer Tipnis, PhD, DABR • Most often used: parallel-hole collimator • For thyroid and heart: pin-hole collimator • For brain and heart: converging collimator
  • 12. Collimator Summary • Collimator must be matched to energy of radionuclide • Efficiency changes little with distance to source (patient) • Resolution falls off quickly with distance to source (patient)
  • 13. Energy spectrum of detector energy window photopeak: all energy of g photons (E0) deposited in detector Septal penetration & scatter: energy deposited in detector is between 0 and E0.
  • 14. Photopeak All the energy of a g photon (E0) is deposited in the detector e.g. E0 = 140 keV for Tc-99m 14 p.e p.e c.s or
  • 15. Septral penetration & scatter spectrum 15 c.s c.s p.e x-ray p.e p.e 30 keV x-ray Some of the energy of a g photon (E0) is deposited in the detector NOT USEFUL FOR IMAGING
  • 16. Modern Camera Design • Most cameras use rectangular heads • Most cameras are designed to do SPECT imaging • The dual head is the most common design
  • 17. • Tomographic images can be produced by acquiring conventional gamma camera projection data at several angles around the patient  Similar to CT SPECT (Single Photon Emission Computed Tomography)
  • 18. Sinogram © Physics in Nuclear Medicine: Cherry, Sorenson and Phelps
  • 19. © Physics in Nuclear Medicine: Cherry, Sorenson and Phelps
  • 20. Filtered Back Projection © Physics in Nuclear Medicine: Cherry, Sorenson and Phelps • Attenuates streaks by filtering the projections
  • 21. Iterative Reconstruction • Quantitatively more accurate  Can model various corrections • Collimator • Scatter • System geometry • Detector resolution • Slow • Being used increasingly in SPECT
  • 22. Assume Some Image (I) Calculate Projections (P’) Calculation Includes Attenuation Scatter Blur with depth Compare to Measured Projection (P) Form New Image (I’) Use P’ & P to form corrections Is I-I’< * Done
  • 23. Data Collection • Image matrix is collected  64 x 64 or 128 x 128 • Each image row makes a slice • Multiple slices can be added to reduce noise
  • 24. Attenuation correction: Chang Method • Assume uniform attenuation • m = linear attenuation coefficient of soft tissue (0.15 per cm for Tc-99m) • X is tissue thickness along projection from emission data I(x) = I0e-mx
  • 25. Attenuation correction: Transmission measurements • X-ray source (SPECT/CT)  Non-diagnostic CT  Diagnostic CT
  • 26. – Positron decay characteristics – Coincidence and angular correlation – Time of flight – PET detector/scanner design – Data corrections PET (Positron Emission Tomography)
  • 27. Positron is an Anti-particle • When a particle and and antiparticle interact they annihilate  Both particles are destroyed  Two photons(Gamma- rays) are created  Two photons are emitted in ~opposite directions (± 0.25 degrees for F-18) + - Gamma 1 Gamma 2
  • 28. Where was the event? Coincidence ? PET Imaging Concepts
  • 29. Where was the event?
  • 30. Annihilation Detection Coincidence In coincidence counting an event is ONLY registered if a signal is received from two detectors within a narrow window of time. A few nanoseconds is usually used.
  • 31. Time-of-Flight PET Coincidence In “Time-of-Flight” pet, use of a very small time window (<100 picoseconds) can localize an annihilation event to within a few cm along the line of coincidence. Time-of-Flight PET can improve SNR.
  • 32. PET Scanner • Ring (multiple rings) with lots of little detectors (up to 23,040) • Rings have axial coverage of up to 26cm. • Detectors must have good stopping power • Detector must be fast for accurate coincidence measurements • Lutecium silicate LSO (LYSO) is commonly used (&BGO)
  • 33.
  • 34. PET scanner • PET scanners lack conventional collimation so they have a high geometric efficiency • Some had septal rings to reduce cross talk from ring to ring  When rings in 2D  When rings out 3D Septa Septa
  • 35. Detector Needs • High Stopping Power  Much higher gamma ray energy (511 keV) • Light Output  Not as important because each gamma ray leaves a lot of energy in the crystal • Short Decay Time  Very important because of high count rate  Limits activity given to patient
  • 36.
  • 37. Events in PET Scanners
  • 38.
  • 39. Trues
  • 40. Trues Rtrue = AO g2 gACDe-mT gACD~ h/2D for ring(s) Where Rtrue = true coincidence rate Ao = Administered activity g = intrinsic efficiency gACD = geometric efficiency e-mT = object attenuation h = detector thickness D = detector diameter
  • 42. Scatter-to-True Ratio • .2 - .5 brain • .4 -2 body • Scatter (and Trues) are proportional to administered activity
  • 43. Random RRnd = CTW Rtrue Rtrue CTW = timing window
  • 44. Random-to-True Ratio • .1 – 2 brain • .1 -1 body • Random-to-True Ratio high near high activity (Bladder)
  • 45. Corrections • PET scanners use energy discrimination (pulse height analysis) system like the gamma camera to help eliminate scatter • Randoms are corrected for by measuring coincidence rates with a delay of time between 511 keV photon arrivals (so there are no trues).
  • 46. Attenuation Correction • Like all radionuclide imaging there is a problem due to attenuation. • It is much less for PET than for Tc-99m imaging • Correction is important for quantifying the metabolic activity of lesions (SUVs)
  • 47. Attenuation Correction • CT data reconstructed to make a attenuation map of the body  Attenuation map information is used in image reconstruction
  • 48. PET: CT Based Attenuation Correction © Nuclear medicine physics : a handbook for students and teachers, International Atomic Energy Agency, 2014
  • 49. SPECT vs PET SPECT PET (Step-and-shoot acquisition) (Simultaneous acquisition) 2015 Nuclear Medicine Physics for Radiology Residents Sameer Tipnis, PhD, DABR
  • 50. SPECT & PET • SPECT – 2 views from opposite sides  Res. ~ collimator res., which degrades rapidly with increasing distance from collimator face • PET – Simultaneous acquisition  Res. ~ detector width; is max in center of ring • SPECT sensitivity ~ 0.02%  Huge losses due to absorptive collimators • PET sensitivity- 2D ~ 0.2%; 3D ~ 2% or higher  High sensitivity due to ACD (electronic collimation)  Allows higher frequency filters / higher spatial resolution 2015 Nuclear Medicine Physics for Radiology Residents Sameer Tipnis, PhD, DABR
  • 51. 51 • October 7, 2015 -- Researchers at the University of California, Davis (UC Davis) have received a five-year, $15.5 million grant to develop what they are calling the world's first total-body PET scanner.  National Cancer Institute and will fund the Explorer project, led by Simon Cherry, PhD, distinguished professor of biomedical engineering and Ramsey Badawi, PhD, a professor of radiology.  The total-body PET scanner would image an entire body all at once, and it would acquire images much faster or at a much lower radiation dose by capturing almost all of the available signal from radiopharmaceuticals. … the design would line the entire inside of the PET camera bore with multiple rings of PET detectors.  … such a total-body PET design could reduce radiation dose by a factor of 40 or decrease scanning time from 20 minutes to 30 seconds http://www.auntminnie.com/index.aspx?sec=s up&sub=mol&pag=dis&ItemID=112051
  • 52. References • Physics in Nuclear Medicine: Simon Cherry, James Sorenson and Michael Phelps, 4th Edition, Elsevier, 2012 • International Atomic Energy Agency, SPECT/CT TECHNOLOGY & FACILITY DESIGN, https://rpop.iaea.org/ • SPECT Single Photon Emission Computed Tomography, David S. Graff PhD, http://www.slideshare.net/david.s.graff/spect- presentation • Quantitative capabilities of four state-of-the-art SPECT-CT cameras; Alain Seret, Daniel Nguyen and Claire Bernard, EJNMMI Research 2012, 2:45 • Characterization of the count rate performance of modern gamma cameras, M. Silosky, V. Johnson, C. Beasley, and S. Cheenu Kappadath, Medical Physics 40, 032502 (2013) • Nuclear medicine physics : a handbook for students and teachers, International Atomic Energy Agency, 2014
  • 53. References • Physics in Nuclear Medicine: Simon Cherry, James Sorenson and Michael Phelps, 4th Edition, Elsevier, 2012 • Physics of PET-CT, David S. Graff PhD, http://www.slideshare.net/david.s.graff/pet-ct-presentation • The Challenge of Detector Designs for PET, Thomas K. Lewellen, AJR:195, August 2010 • Basics of PET Imaging; Physics, Chemistry, and Regulations, Gopal B. Saha, Springer, 2005