30 November 2025 to 5 December 2025
Building 40
Australia/Sydney timezone
AIP Summer Meeting 2025 - University of Wollongong

Progress Towards Quantum Many-Body Physics Experiments with a Metastable Helium Bose–Einstein Condensate.

2 Dec 2025, 15:30
1h
Foyer (Building 67)

Foyer

Building 67

Contributed Oral Quantum Science and Technology Poster Session

Speaker

Shubhangi Gunjal (Australian National University)

Description

We present our ongoing efforts toward the preparation of Bose–Einstein condensate (BEC) of metastable helium [1], which enables several atomic quantum experiments.
To achieve a high phase-space density for BEC, the sequence starts with the atomic source and Low velocity intense source(LVIS), followed by MOT,compressed MOT,magnetic trap,1D Doppler cooling, and ends with transfer to an optical dipole trap for final evaporative cooling to reach BEC.
Beyond BEC production, we outline future experiments, including the study of (i) superradiance in extended atomic ensembles, where cooperative light emission can reveal collective coherence properties; correlation function measurements at the single-particle and single-photon level, enabling detailed insight into coherence and quantum statistics [2]. Previous superradiance studies focused on photon–photon second-order correlations to probe the emitted light’s coherence [3]. In contrast, our work will probe into atom–photon second-order correlations, providing direct insight into the coupled dynamics of the atoms and scattered light;and (ii) quench dynamics, in which sudden parameter changes drive the system far from equilibrium, providing a powerful platform for investigating nonlinear dynamics, thermalization pathways, and relaxation processes in many-body systems [4]. Our research employs correlation functions as powerful probes of many-body dynamics during the non-equilibrium formation of a Bose–Einstein condensate. While previous work has primarily focused on first-order properties such as the correlation length [5], condensate atom number [6] , and defect count, We extend this approach to second and higher order correlations, revealing deeper insights into the underlying many-body phenomena.

References
[1] Q. Bouton et al.,PRA, 91, 061402, Jun 2015.
[2] M. Gross and S. Haroche, Phys. Rep., 93(5), 301–396, December 1982.
[3] R. Lopes et al., PRA, 90, 013615, Jul 2014.
[4] Marcos Rigol, PRL., 103, 100403, Sep 2009.
[5] Nir Navon et al., Science, 347(6218),167–170, January 2015.
[6] Louise Wolswijk et al., PRA, 105, 033316, Mar 2022.

Author

Shubhangi Gunjal (Australian National University)

Co-authors

Mr Shijie Li (Australian National University) Dr Sean Hodgman (Australian National University) Prof. Andrew Truscott (Australian National University)

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