Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments

We evaluate the performance of multipole, linear Paul traps for the purpose of studying cold ion–atom collisions. A combination of numerical simulations and analysis based on the virial theorem is used to draw conclusions on the differences that result, by considering the trapping details of several...

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Main Authors: M. Niranjan, Anand Prakash, S. A. Rangwala
Format: Article
Language:English
Published: MDPI AG 2021-06-01
Series:Atoms
Subjects:
Online Access:https://www.mdpi.com/2218-2004/9/3/38
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spelling doaj-09083fd281184e6da6ed1d58949585a52021-09-25T23:44:17ZengMDPI AGAtoms2218-20042021-06-019383810.3390/atoms9030038Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision ExperimentsM. Niranjan0Anand Prakash1S. A. Rangwala2Raman Research Institute, C. V. Raman Avenue, Sadashivanagar, Bangalore 560080, IndiaRaman Research Institute, C. V. Raman Avenue, Sadashivanagar, Bangalore 560080, IndiaRaman Research Institute, C. V. Raman Avenue, Sadashivanagar, Bangalore 560080, IndiaWe evaluate the performance of multipole, linear Paul traps for the purpose of studying cold ion–atom collisions. A combination of numerical simulations and analysis based on the virial theorem is used to draw conclusions on the differences that result, by considering the trapping details of several multipole trap types. Starting with an analysis of how a low energy collision takes place between a fully compensated, ultracold trapped ion and an stationary atom, we show that a higher order multipole trap is, in principle, advantageous in terms of collisional heating. The virial analysis of multipole traps then follows, along with the computation of trapped ion trajectories in the quadrupole, hexapole, octopole and do-decapole radio frequency traps. A detailed analysis of the motion of trapped ions as a function of the amplitude, phase and stability of the ion’s motion is used to evaluate the experimental prospects for such traps. The present analysis has the virtue of providing definitive answers for the merits of the various configurations, using first principles.https://www.mdpi.com/2218-2004/9/3/38ion trappingion–atom collisionslinear multipole trapsvirial theorem
collection DOAJ
language English
format Article
sources DOAJ
author M. Niranjan
Anand Prakash
S. A. Rangwala
spellingShingle M. Niranjan
Anand Prakash
S. A. Rangwala
Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments
Atoms
ion trapping
ion–atom collisions
linear multipole traps
virial theorem
author_facet M. Niranjan
Anand Prakash
S. A. Rangwala
author_sort M. Niranjan
title Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments
title_short Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments
title_full Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments
title_fullStr Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments
title_full_unstemmed Analysis of Multipolar Linear Paul Traps for Ion–Atom Ultracold Collision Experiments
title_sort analysis of multipolar linear paul traps for ion–atom ultracold collision experiments
publisher MDPI AG
series Atoms
issn 2218-2004
publishDate 2021-06-01
description We evaluate the performance of multipole, linear Paul traps for the purpose of studying cold ion–atom collisions. A combination of numerical simulations and analysis based on the virial theorem is used to draw conclusions on the differences that result, by considering the trapping details of several multipole trap types. Starting with an analysis of how a low energy collision takes place between a fully compensated, ultracold trapped ion and an stationary atom, we show that a higher order multipole trap is, in principle, advantageous in terms of collisional heating. The virial analysis of multipole traps then follows, along with the computation of trapped ion trajectories in the quadrupole, hexapole, octopole and do-decapole radio frequency traps. A detailed analysis of the motion of trapped ions as a function of the amplitude, phase and stability of the ion’s motion is used to evaluate the experimental prospects for such traps. The present analysis has the virtue of providing definitive answers for the merits of the various configurations, using first principles.
topic ion trapping
ion–atom collisions
linear multipole traps
virial theorem
url https://www.mdpi.com/2218-2004/9/3/38
work_keys_str_mv AT mniranjan analysisofmultipolarlinearpaultrapsforionatomultracoldcollisionexperiments
AT anandprakash analysisofmultipolarlinearpaultrapsforionatomultracoldcollisionexperiments
AT sarangwala analysisofmultipolarlinearpaultrapsforionatomultracoldcollisionexperiments
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