Geant4 Simulations for the Radon Electric Dipole Moment Search at
Geant4 Simulations for the Radon Electric Dipole Moment Search at
Geant4 Simulations for the Radon Electric Dipole Moment Search at
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Table 3.2: X-ray energies and intensities per 100 Fr K-shell vacancies [49]. The total<br />
intensity is 130.42 per 100 K-shell vacancies.<br />
Initial K Shell Vacancy Initial L Shell Vacancy<br />
Final L Shell Vacancy Final M Shell Vacancy<br />
Energy (keV) Intensity (%) Energy (keV) Intensity (%)<br />
86.105 45.8 12.031 14.6<br />
83.231 27.9 11.896 1.63<br />
82.496 0.0675 14.770 9.9<br />
97.474 10.70 14.443 3.74<br />
100.214 4.01 14.978 0.106<br />
96.815 5.58 14.319 0.102<br />
100.548 0.10 14.967 0.683<br />
98.069 0.358 13.877 0.251<br />
100.972 0.84 17.302 2.25<br />
101.118 0.114 17.635 0.038<br />
17.800 0.041<br />
17.839 0.47<br />
13.255 0.247<br />
10.381 0.89<br />
of 223 Rn. An average β asymmetry correl<strong>at</strong>ion coefficient over all branches of 223 Rn<br />
decay has been estim<strong>at</strong>ed as A β ≈ 0.45 [32]. As <strong>the</strong> β particle anisotropies are not<br />
used as a signal in <strong>the</strong> current work, and only have a minor effect associ<strong>at</strong>ed with <strong>the</strong><br />
anisotropyof<strong>the</strong>bremsstrahlung photonsproduced by<strong>the</strong>stopping of<strong>the</strong>β particles,<br />
this average β asymmetry parameter was used <strong>for</strong> all 223 Rn β decay branches in <strong>the</strong><br />
simul<strong>at</strong>ions presented here.<br />
The degree of polariz<strong>at</strong>ion, assuming a spin-temper<strong>at</strong>ure distribution of <strong>the</strong> magnetic<br />
subst<strong>at</strong>es, can be written as [27]<br />
P = eβ −1<br />
e β +1 . (3.9)<br />
where β is <strong>the</strong> spin-temper<strong>at</strong>ure parameter. This parameter is rel<strong>at</strong>ed to <strong>the</strong> r<strong>at</strong>ios<br />
of <strong>the</strong> popul<strong>at</strong>ions of neighbouring magnetic subst<strong>at</strong>es by [27]<br />
e β = ρ m<br />
ρ m−1<br />
. (3.10)<br />
48