2016
DOI: 10.1103/physreva.93.063612
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Collisional decoherence of polar molecules

Abstract: The quantum state of motion of a large and rotating polar molecule can lose coherence through the collisions with gas atoms. We show how the associated quantum master equation for the centerof-mass can be expressed in terms of the orientationally averaged differential and total scattering cross sections, for which we provide approximate analytic expressions. The master equation is then utilized to quantify collisional decoherence in a interference experiment with polar molecules.

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Cited by 13 publications
(15 citation statements)
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“…The width of the transmitted stripe was independent of the molecular species which excluded an increase in surface diffusion. Finally, collisions with gas molecules can also lead to the suppression of quantum interference , and the influence of the molecular dipole moment on collisional decoherence was discussed in . However, tests in the current setup showed that the momentum transfer from a single gas particle is sufficient to deflect the molecule way beyond the small detection region (400 × 400 μm 2 ), leaving the contrast unaffected.…”
Section: Resultsmentioning
confidence: 81%
“…The width of the transmitted stripe was independent of the molecular species which excluded an increase in surface diffusion. Finally, collisions with gas molecules can also lead to the suppression of quantum interference , and the influence of the molecular dipole moment on collisional decoherence was discussed in . However, tests in the current setup showed that the momentum transfer from a single gas particle is sufficient to deflect the molecule way beyond the small detection region (400 × 400 μm 2 ), leaving the contrast unaffected.…”
Section: Resultsmentioning
confidence: 81%
“…Thus, the orientation enters only in parametric fashion, which allows us to give closed form expressions for the spatioorientational localization rate. This separation of time scales proved valid already for atom-molecule scattering experiments [42], and was used to describe the orientationally averaged center-of-mass decoherence of polar molecules [43] and the purely orientational decoherence [44] in an isotropic environment [45]. We will also show how this treatment can be naturally extended to a gas of photons, as required to describe decoherence by thermal radiation.…”
Section: Introductionmentioning
confidence: 80%
“…the development of collisional-decoherence models that take into account both spatial and orientational decoherence of anisotropic molecules [181][182][183][184][185]; predictions derived from these models are in good agreement with experimental data [184].…”
Section: A Endogenous Heat Radiationmentioning
confidence: 64%