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Research PaperResearchia:202601.29127

Bound-state-free Förster resonant shielding of strongly dipolar ultracold molecules

Reuben R. W. Wang

Abstract

We propose a method to suppress collisional loss in strongly dipolar, rotationally excited ultracold molecules using a combination of static (dc) and microwave (ac) electric fields. By tuning two excited pair molecular rotational states into a Förster resonance with a dc field, simultaneously driving excited rotational transitions with an ac field removes all long-range bound states, allowing near complete suppression of all two- and three-body collisional loss channels. While permitting tunable...

Submitted: January 29, 2026Subjects: Quantum Physics; Quantum Physics

Description / Details

We propose a method to suppress collisional loss in strongly dipolar, rotationally excited ultracold molecules using a combination of static (dc) and microwave (ac) electric fields. By tuning two excited pair molecular rotational states into a Förster resonance with a dc field, simultaneously driving excited rotational transitions with an ac field removes all long-range bound states, allowing near complete suppression of all two- and three-body collisional loss channels. While permitting tunable dipolar and anti-dipolar interactions, this bound-state-free ac/dc scheme is not subject to photon-changing collisions that are the primary source of two-body loss in shielding with two microwave fields, used to achieve the first molecular Bose-Einstein condensate [Bigagli et al., Nature 631, 289 (2024)]. Using NaCs as a representative example for strongly dipolar molecules, close-coupling calculations are performed to show that bound-state-free shielding can achieve ratios of elastic-to-loss rates 106\gtrsim 10^{6} at 100 nK, with currently accessible ac and dc field generation technologies. This work opens new opportunities for realizing large, long-lived samples of strongly interacting degenerate molecular gases with tunable long-range interactions.


Source: arXiv:2601.21928v1 - http://arxiv.org/abs/2601.21928v1 PDF: https://arxiv.org/pdf/2601.21928v1 Original Link: http://arxiv.org/abs/2601.21928v1

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Date:
Jan 29, 2026
Topic:
Quantum Physics
Area:
Quantum Physics
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