lecture 5: tomographic nuclear systems: spect · project groups 1.rodriguez, dones 2.romig,...

23
Lecture 5: Tomographic nuclear systems: SPECT Field trip this saturday at 11 AM at UWMC meet in main hospital lobby at 11 AM if you miss the 'boat', page me at 540-4950 should take ~1 to 1.5 hours, depending No class next week Exam will will be emailed to class email list Wednesday afternoon Submit to class website - closes at 10 PM Nov 1st. Next homework Read chp 7 Seutens Find 2 medical images of abnormal anatomy or physiology (pathology) formed using ultrasound (AKA 'sonography'). Place these images in a document. Write 1-2 brief sentences describing each image. Write 1-2 brief sentences describing differences between the images. Write 1-2 sentence what the image values represent physically.

Upload: others

Post on 27-Jul-2020

1 views

Category:

Documents


0 download

TRANSCRIPT

Page 1: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Lecture 5: Tomographic nuclear systems: SPECT

Field trip this saturday at 11 AM at UWMC– meet in main hospital lobby at 11 AM– if you miss the 'boat', page me at 540-4950– should take ~1 to 1.5 hours, depending

No class next weekExam will will be emailed to class email list Wednesday afternoonSubmit to class website - closes at 10 PM Nov 1st.Next homework

– Read chp 7 Seutens– Find 2 medical images of abnormal anatomy or physiology

(pathology) formed using ultrasound (AKA 'sonography'). Placethese images in a document. Write 1-2 brief sentences describingeach image. Write 1-2 brief sentences describing differencesbetween the images. Write 1-2 sentence what the image valuesrepresent physically.

Page 2: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Project Groups

1. Rodriguez, Dones2. Romig, Martinez, Sung, Harmelin3. Pham, Wong, Legesse4. Braddock, Mauro5. Jeddi, Miller, Zhang6. Morrow, Dahl, Clayton7. Rundgren, Lam

Deadlines:Nov 1: Outline due 30% of mark for projectNov 29: Final report due 50% of mark for projectDec 6: Class presentation 20% of mark for project

Page 3: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

X-ray Projection Imaging

yx z

source

detector

f(x,y,z)

p(x,z) = ∫ f(x,y,z) dyx

z

‘overlay’ of all information (nonquantitative)

Page 4: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

X-ray Tomographic Imaging

orbiting source + detectordata for all angles

f(x,y,z)

true cross-sectional image

‘Tomo’ + ‘graphy’ = Greek: ‘slice’ + ‘picture’

Page 5: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Nuclear Medicine Tomographic Imaging:single photon emission computed tomography (SPECT)

Underlying Principles of SPECT

Scintillation site for !-ray

parallel to collimator holes

Rotating NaI(Tl) Detector Module with Pb/W Collimator in Front

Patient

Radioisotope decay

by ! emission

+ !Tc99m

Tc99

tracer tracer

Absorbed in collimator

Emitted !-rays

Direction of Rotation

Signals to electronics

Page 6: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Nuclear Medicine Imaging

Projection Images

Tomographic Images

Page 7: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Basic SPECT

2D planarprojection

Sinogram

Axial level of sinogram

Angle of above projection

Page 8: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Early Clinical SPECT

GE 400T Rotating Anger Camera (ca. 1981)

Page 9: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Modern Clinical Systems

GE Millenium VG Philips Cardio 60 Siemens e.camVariable Angle

Page 10: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Conventional Anger Camera

PMTs coupled to large, continuousNaI(Tl) crystal

Spatial resolution 3–4 mm FWHM

Energy resolution 8–10% FWHM

Mature technology (DoB ~1957)

Large-area, >40cm x 40cm typical

Simple and cost-effective

SPRINT II camera module

Page 11: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Ideal Photon Detection

Absorbed Photon

Photon Absorption

NOTE: at 30cm cylinder centerSPECT (µ=0.153/cm): I/Io = 0.10

Page 12: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Attenuation Effects

Attenuation 0.15/cm (140 keV photons in water)Reconstructions of disks should be uniform

Attenuation causes a distortion that increases with object size

5 cm dia.

20 cm

10 cm

30 cm

Page 13: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Possible Attenuation Artifacts

Breast Attenuation

Diaphragmatic Attenuation

Tc-99m Sestimibi Myocardial Perfusion Images

Activity in myocardium should be uniform but isn’tCould be interpreted as abnormal

Shouldbe

uniformintensit

y

Page 14: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

TCT/ECT Acquisition Geometry

Detector 1 - Transmission and emission 65cm focal distance fanbeam

collimator

Detectors 2&3 - Emission onlyParallel hole collimator

Transmission SourceAm-241 (60 keV photons)#1

#2#3

Transmission line source

This is one configuration; Many others are in use

Page 15: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Photon Scatter

NOTES:-Additive-Loss in resolution and contrast-Typical scatter fractions. Tl:1.0, Tc:0.3-0.4, PET: 0.15-0.40

Ideal Photon Detection

Scattered Photon

Page 16: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Camera Energy Spectrum140 keV

Typical Anger camera has from 8–10% FWHM energyresolution at 140 keV

15–20%Energywindow

Page 17: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Collimation Systems

The collimation system is the heart of the SPECT instrument – it’s the front-endand has the biggest impact on SNR

Its function is to form an image by determining the direction along whichgamma-rays propagate

Ideally, a lens similar to that used for visible photon wavelengths would be usedfor high efficiency – not feasible at gamma-ray wavelengths

Absorbing collimation typically used

Page 18: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Parallel Hole Collimation

Photon absorbed bycollimator channel

Photon reachesdetector

Detector

Collimator

Source

h

L

Page 19: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Typical Parallel Hole Collimator

Page 20: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Parallel Hole Collimation

FL

h!"

2

2

16#

Efficiency Intrinsic Resolution (FWHM)

dL

hhR !+"

Essentially solid-angleefficiency of single channel

Single collimator channel

Response is trapezoidalbecoming triangular at largerdistances

Response

X distance

Page 21: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Resolution vs. Depth

h = 1mm

h = 2mm

L = 30mm L = 20mm L = 10mm

Point source depths: 10, 15, 20, 25, 30, 35 cm

Parallel Hole Collimator

Page 22: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Sad Facts About Absorbing Collimation

In the best case efficiency is only a few photons detected for 10,000 emitted

Performance of absorbing collimation decreases rapidly with increasing energyPhotoelectric absorption coefficient changes as ~ Z4 / E3

Typical collimator for 140 keV Tc-99m – 9mm FHWM @ 10cm, 2.3e-4

Typical for 364 keV (I-131) – 12mm FWHM @ 10cm, 1e-4

Radionuclides with even a small fraction of higher energy radiation will result in severelycompromised imaging performance

Page 23: Lecture 5: Tomographic nuclear systems: SPECT · Project Groups 1.Rodriguez, Dones 2.Romig, Martinez, Sung, Harmelin 3.Pham, Wong, Legesse 4.Braddock, Mauro 5.Jeddi, Miller, Zhang

Alternatives for Increasing Efficiency

• Surround patient with morecameras

• Use fan-beam or cone-beamcollimation to trade FOV size forefficiency at given resolution