2022
DOI: 10.1038/s41567-022-01695-9
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Observation of the Hanbury Brown–Twiss effect with ultracold molecules

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Cited by 18 publications
(4 citation statements)
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“…While many experiments using bosonic alkali atoms can benefit from a good signal of SNR ⩾ 3, imaging other atomic species is more challenging. When imaging fermionic alkali atoms we obtain at a typical SNR of 2 [33] and in new experiments with ultracold molecules and (non-cooled) earth-alkalis, even lower signal levels of SNR ≈ 1.5 are encountered [48,49]. Using our methods, reliable atom detection far below the diffraction limit (β < 0.5) is not possible.…”
Section: Discussionmentioning
confidence: 89%
“…While many experiments using bosonic alkali atoms can benefit from a good signal of SNR ⩾ 3, imaging other atomic species is more challenging. When imaging fermionic alkali atoms we obtain at a typical SNR of 2 [33] and in new experiments with ultracold molecules and (non-cooled) earth-alkalis, even lower signal levels of SNR ≈ 1.5 are encountered [48,49]. Using our methods, reliable atom detection far below the diffraction limit (β < 0.5) is not possible.…”
Section: Discussionmentioning
confidence: 89%
“…Pioneered with atomic gases, this technique has enabled unprecedented local observations of quantum phase transitions, spin and charge correlations in Hubbard systems, and impurity physics [23]. Recently, we have extended microscopy techniques to quantum gases of non-interacting excited-state molecules, observing bosonic bunching correlations in their density fluctuations [39].…”
Section: Two Complementary Approaches Have Been Developedmentioning
confidence: 99%
“…For imaging, we reverse the STIRAP process, transferring molecules in |↑ to the weakly bound Feshbach state, which we then dissociate. We detect the resulting Rb atoms with fluorescence imaging, allowing us to extract the position of each molecule in |↑ with single-site resolution [39]. We do not detect the molecules in |↓ , so our current measurements do not distinguish between that state and an empty site, although this may be achieved in future work with bilayer techniques used for spin-resolved imaging in atomic microscopes [44,45].…”
Section: Molecule Preparation and Detectionmentioning
confidence: 99%
“…This discovery led Glauber to lay the foundation of quantum optics by developing the quantum theory of coherence [2] and found practical application in astronomy to measure the angular diameter of stars. [3] Since then, the HBT interferometry has been deeply explored with various sources, such as interacting photons in a nonlinear medium [4] and twisted light, [5] and has attracted significant interest beyond photons, including electrons (anti-bunching effect for fermions), [6,7] atoms, [8][9][10] molecules, [11] matter wave, [12] and phonons. [13] In contrast to the thermal source, the high-order coherence of quantum light unveils remarkable statistical behaviors among quantum particles.…”
mentioning
confidence: 99%