English

Atom interferometry in an Einstein Elevator

Atomic Physics 2024-07-11 v1 Quantum Physics

Abstract

Recent advances in atom interferometry have led to the development of quantum inertial sensors with outstanding performance in terms of sensitivity, accuracy, and long-term stability. For ground-based implementations, these sensors are ultimately limited by the free-fall height of atomic fountains required to interrogate the atoms over extended timescales. This limitation can be overcome in Space and in unique ``microgravity'' facilities such as drop towers or free-falling aircraft. These facilities require large investments, long development times, and place stringent constraints on instruments that further limit their widespread use. The available ``up time'' for experiments is also quite low, making extended studies challenging. In this work, we present a new approach in which atom interferometry is performed in a laboratory-scale Einstein Elevator. Our experiment is mounted to a moving platform that mimics the vertical free-fall trajectory every 13.5 seconds. With a total interrogation time of 2T=2002T = 200 ms, we demonstrate an acceleration sensitivity of 6×1076 \times 10^{-7} m/s2^{2} per shot, limited primarily by the temperature of our atomic samples. We further demonstrate the capability to perform long-term statistical studies by operating the Einstein Elevator over several days with high reproducibility. These represent state-of-the-art results achieved in microgravity and further demonstrates the potential of quantum inertial sensors in Space. Our microgravity platform is both an alternative to large atomic fountains and a versatile facility to prepare future Space missions.

Keywords

Cite

@article{arxiv.2407.07183,
  title  = {Atom interferometry in an Einstein Elevator},
  author = {Celia Pelluet and Romain Arguel and Martin Rabault and Vincent Jarlaud and Clement Metayer and Brynle Barrett and Philippe Bouyer and Baptiste Battelier},
  journal= {arXiv preprint arXiv:2407.07183},
  year   = {2024}
}
R2 v1 2026-06-28T17:34:53.641Z