PENELOPE 2003 - OECD Nuclear Energy Agency
PENELOPE 2003 - OECD Nuclear Energy Agency
PENELOPE 2003 - OECD Nuclear Energy Agency
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2.6. Atomic relaxation 65<br />
2.6 Atomic relaxation<br />
Atoms are primarily ionized by photon interactions and by electron or positron impact.<br />
There is a fundamental difference between the ionizing effects of photons and of charged<br />
particles. A photon is only able to directly ionize a few atoms. In the case of photoabsorption,<br />
when the photon energy is larger than the K-shell binding energy, about<br />
80% of photoabsorptions occur in the K shell, i.e. the resulting ion with a vacancy in<br />
the K shell is highly excited. Incoherent scattering is not as highly preferential, but<br />
still the probability that an inner shell is ionized is nearly proportional to the number<br />
of electrons in the shell. Conversely, fast electrons and positrons (and other charged<br />
particles) ionize many atoms along their paths; the ionizations occur preferentially in<br />
the less tightly bound atomic shells, or the conduction band in the case of metals (see<br />
section 3.2), so that most of the produced ions are only weakly excited.<br />
Excited ions with a vacancy in an inner shell relax to their ground state through a<br />
sequence of radiative and non-radiative transitions. In a radiative transition, the vacancy<br />
is filled by an electron from an outer shell and an x ray with characteristic energy is<br />
emitted. In a non-radiative transition, the vacancy is filled by an outer electron and<br />
the excess energy is released through emission of an electron from a shell that is farther<br />
out (Auger effect). Each non-radiative transition generates an additional vacancy that,<br />
in turn, migrates “outwards”. The production of vacancies in inner shells and their<br />
subsequent relaxation must be simulated in detail, since the energetic x rays and/or<br />
electrons emitted during the process may transport energy quite a distance from the<br />
excited ion.<br />
1.000<br />
0.100<br />
0.010<br />
Auger<br />
L3<br />
M3<br />
L2<br />
M2<br />
N3<br />
N2<br />
0.001<br />
0 10 20 30 40 50 60 70 80 90<br />
Z<br />
Figure 2.11: Relative probabilities for radiative and non-radiative (Auger) transitions that<br />
fill a vacancy in the K-shell of atoms.