Quantum Carpets of Higgs particles in a Supersolid

Fuente: arXiv
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Main Authors: Mukherjee, Koushik, Schubert, Malte, Klemt, Ralf, Bland, Thomas, Pfau, Tilman, Reimann, Stephanie
Format: Preprint
Published: 2025
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author Mukherjee, Koushik
Schubert, Malte
Klemt, Ralf
Bland, Thomas
Pfau, Tilman
Reimann, Stephanie
author_facet Mukherjee, Koushik
Schubert, Malte
Klemt, Ralf
Bland, Thomas
Pfau, Tilman
Reimann, Stephanie
contents Supersolids formed from dipolar Bose-Einstein condensates (BECs) exhibit spontaneous density modulation while maintaining global phase coherence. This state of matter supports gapped amplitude (Higgs) excitations featuring a quadratic dispersion relation. While Higgs modes are typically strongly damped due to coupling with other amplitude and phase modes, imposing an experimentally realistic toroidal geometry allows us to numerically study the time evolution and dispersion of a localized Higgs quasiparticle excitation, with minimal residual coupling to sound modes. Strikingly, the quadratic dispersion leads to the occurrence of (fractional) revivals, similar to those seen in the optical Talbot effect or the so-called quantum carpets. The revival times provide a novel method for determining the effective mass of the Higgs particle through a non-spectroscopic approach. These results pave the way for further studies of coherent Higgs dynamics and mutual interactions between Higgs particles.
format Preprint
id arxiv_https___arxiv_org_abs_2507_00989
institution arXiv
publishDate 2025
record_format arxiv
spellingShingle Quantum Carpets of Higgs particles in a Supersolid
Mukherjee, Koushik
Schubert, Malte
Klemt, Ralf
Bland, Thomas
Pfau, Tilman
Reimann, Stephanie
Quantum Gases
Quantum Physics
Supersolids formed from dipolar Bose-Einstein condensates (BECs) exhibit spontaneous density modulation while maintaining global phase coherence. This state of matter supports gapped amplitude (Higgs) excitations featuring a quadratic dispersion relation. While Higgs modes are typically strongly damped due to coupling with other amplitude and phase modes, imposing an experimentally realistic toroidal geometry allows us to numerically study the time evolution and dispersion of a localized Higgs quasiparticle excitation, with minimal residual coupling to sound modes. Strikingly, the quadratic dispersion leads to the occurrence of (fractional) revivals, similar to those seen in the optical Talbot effect or the so-called quantum carpets. The revival times provide a novel method for determining the effective mass of the Higgs particle through a non-spectroscopic approach. These results pave the way for further studies of coherent Higgs dynamics and mutual interactions between Higgs particles.
title Quantum Carpets of Higgs particles in a Supersolid
topic Quantum Gases
Quantum Physics
url https://arxiv.org/abs/2507.00989