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Three atoms in a tight spotMarsden project 20-MAU-028 funded 2021 - 2024 When three cold atoms are brought into close proximity, they may collide and form a molecule, or keep their distance. Can we understand the rules of potentially chaotic motion in such atomic triads? Is it possible to manipulate the atoms in a way that they never meet, and molecule formation is suppressed? We now have unprecedented capabilities to assemble, manipulate, and observe three-atom systems in optical tweezer traps at the single event level, but are still lacking theoretical insight. Motivated by unexplained experimental data and building on our recent success in reducing the complexity of quantum simulations with the transcorrelated method for ultra-cold atoms, we will develop new simulation tools to aid our understanding of few atom dynamics in optical tweezers accounting for realistic experimental conditions. During the course of this project we will investigate the semiclassical dynamics of three atoms in a tightly confined trap. This will be complemented by a computational study of three-boson quantum states. We will make use of and extend the software package Rimu.jl to study this problem using deterministic and stochastic (quantum Monte Carlo) algorithms. We are hiring!
For further information please contact Joachim directly. See also:
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Maintained by Peter Schwerdtfeger | Last updated: June 2019 | Copyright 2014 | Massey University
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