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Presented by
Sehrish Inam
Interactions of Radiation
with Matter
Pair Production
Presented by
Sehrish Inam Course Title :
Medical Radiation
Contents
Introduction
Rayleigh scattering
Photoelectric effect
Pair production
3
Introduction
Radiations
 Continuous emission of energy from a source in
the form of subatomic particles or
electromagnetic radiation.
 Example
 Electron
 Proton
 Neutron
 Gamma rays
 X rays
4
Classification of Radiation
Radiations can be classified on the
basis of
 Origin (nucleus/orbital electron)
 Nature of radiation (particle/wave)
 Source (natural/artificial)
 Chagres (+ve / -ve / no)
 Ionization potential (uv /x /gamma)
5
Interacting modes of Radiation
Depends upon
 Atomic no. Z
 Energy of radiation
Modes are
 Scattering
 Absorption
 Mass energy conversion
6
Rayleigh scattering
& Photoelectric
effect
7
Rayleigh Scattering(Coherent Scattering)
Incident radiation is considered as classical
EM wave
No loss of energy
No phase difference only momentum
transfers.
Probability increase with low energy EMR
and high Z target
8
9
Rayleigh Scattering(Coherent Scattering)
10
Rayleigh Scattering(Coherent Scattering)
11
Rayleigh Scattering(Coherent Scattering)
12
Photoelectric Effect
Photoelectric Effect
13
Use
 Diagnostic radiology energy range up to
150kev
 Absorption in bones P.E.E occur in high Z
 Differential absorption gives better information
regarding various structures in human body.
14
Photoelectric Effect
15
Photoelectric Effect
Post Photoelectric Effects
 Characteristic radiation
 Absorb in same atom & gives auger electron
 Auger electron
 Due to local absorption of characteristic x-ray
 Disturbs image quality of Xray
Pair Production
16
Presented by Sehrish Inam
Materialization of EM radiation
Energy threshold is 2m0c2 = 1.022 MeV
Generates electron and positron pair.
Due to nucleus (e-, e+)
Due to atomic electron (e- e+, e-)
17
Pair Production
Pair
Triplet
Pair & Triplet Production
18
Pair Production
19
Probability depends upon
 Energy of incoming photons
 Z2 of target material
 π = k Z2 log (E)
Pair Production
20
Pair Production
21
Pair Production
22
Conclusion
23
24

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