| Hauptseite > Publications database > Non-extensive statistics in spin precession |
| Journal Article | IMPULSE-2017-00130 |
; ;
2016
EDP Science31623
Les-Ulis
Please use a persistent id in citations: doi:10.1209/0295-5075/116/43002
Abstract: Many experiments utilize the precession of trapped particles in magnetic fields to perform high-precision measurements. It has often been presumed that after free precession, initially polarized particles will form a Gaussian phase distribution in the plane of precession. We show that trapped particles in the presence of magnetic-field gradients and electric fields will often form a non-Gaussian distribution with power-law tails with the exact shape of the distribution depending upon many experimental parameters. The results are consistent with distributions predicted by non-extensive statistics.
Keyword(s): Nuclei and Particles (1st) ; Particle Physics (2nd)
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