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Lesson 15. Interaction of Radiation with Matter Charged Particles. Basic Ideas. For charged particles and photons, the interaction is between the radiation and the atomic electrons . Nine orders of magnitude more probable than interaction with nucleus.
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Lesson 15 Interaction of Radiation with Matter Charged Particles
Basic Ideas • For charged particles and photons, the interaction is between the radiation and the atomic electrons. Nine orders of magnitude more probable than interaction with nucleus. • For neutrons, the story is different and interactions are with nuclei.
Basic Ideas • Divide subject (and lectures) into interactions of charged particles (alpha, electrons, heavy ions) and uncharged particles (photons, neutrons).. Another way of saying this is short range particles and long range particles
Areal Density • One does not usually speak of thickness in terms of a linear dimensions (nm, microns, cm, meters, etc) but in terms of areal density (mg/cm2, g/cm2, etc.) • The conversion is trivial, i.e., Linear thickness = areal density/density • Original motivation for this unit is operational.
Heavy Charged Particles(particles like protons or heavier) • Straight line tracks in matter • Concept of range
Stopping power • Stopping power = Formally
Bethe-Bloch equation Converting to a differential Substituting
Evaluating bmin and bmax When b=min, get max Etransfer Note the expressions are relativistic Similarly
Back to the Bethe-Bloch equation Substituting Making this qm correct
How to use this Z<13 Z13 See p. 503 of LSM for example
General conclusions for E/A < 10 MeV/A Bragg peak
dE/dx for compounds, mixtures Note this relation is an approximate relation
Practical approaches to ranges and dE/dx • SRIM (http://www.srim.org) • OSU variant (Range)-See class website • ORNL--STOPX
Ranges in air • Ranges of -particles in air
Interaction of electrons with matter • In addition to electron-electron interactions, have the possibility of radiative processes such as bremsstrahlung
Formalism Sradiative important only for Z=80-90 and E=10-100 MeV
Practical aspects • Concept of “range” is problematic
“Range” of -particles • When monoenergetic electrons interact with matter, there is a distribution of stopping distances • -particles emitted in -decay have a range of energies, from 0 to Emax • Get exponential attenuation Nt = N0e-t
Practical aspects of beta-counting • Backscattering • Bremsstrahlung • Cerenkov radiation