A direct numerical simulation of many interacting ions in a Penning trap with a rotating wall is presented. The ion dynamics is modeled classically. Both axial and planar Doppler laser cooling processes are modeled using stochastic momentum impulses based on two-level atomic scattering rates. The plasmas being modeled are ultracold two-dimensional crystals made up of hundreds of ions. We compare Doppler cooled results directly to a previous linear eigenmodes analysis. Agreement in both frequency and mode structure is obtained. Additionally, when Doppler laser cooling is applied, the laser cooled steady state plasma axial temperature agrees with the Doppler cooling limit. Numerical simulations using the approach described and benchmarked here will provide insights into the dynamics of large trapped-ion crystals, improving their performance as a platform for quantum simulation and sensing.
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July 2019
Research Article|
July 17 2019
First principles simulation of ultracold ion crystals in a Penning trap with Doppler cooling and a rotating wall potential
Chen Tang
;
Chen Tang
1
Department of Physics, University of Colorado at Boulder
, Boulder, Colorado 80309, USA
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Dominic Meiser;
Dominic Meiser
1
Department of Physics, University of Colorado at Boulder
, Boulder, Colorado 80309, USA
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John J. Bollinger
;
John J. Bollinger
2
National Institute of Standards and Technology
, Boulder, Colorado 80305, USA
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Scott E. Parker
Scott E. Parker
1
Department of Physics, University of Colorado at Boulder
, Boulder, Colorado 80309, USA
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Chen Tang
1
Dominic Meiser
1
John J. Bollinger
2
Scott E. Parker
1
1
Department of Physics, University of Colorado at Boulder
, Boulder, Colorado 80309, USA
2
National Institute of Standards and Technology
, Boulder, Colorado 80305, USA
Phys. Plasmas 26, 073504 (2019)
Article history
Received:
April 08 2019
Accepted:
June 12 2019
Citation
Chen Tang, Dominic Meiser, John J. Bollinger, Scott E. Parker; First principles simulation of ultracold ion crystals in a Penning trap with Doppler cooling and a rotating wall potential. Phys. Plasmas 1 July 2019; 26 (7): 073504. https://doi.org/10.1063/1.5099256
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