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Bosons and fermions near Feshbach resonances : Theory of quantum gases and quantum coherence

Identifieur interne : 001700 ( Main/Exploration ); précédent : 001699; suivant : 001701

Bosons and fermions near Feshbach resonances : Theory of quantum gases and quantum coherence

Auteurs : Henning Heiselberg [Danemark]

Source :

RBID : Pascal:04-0399293

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Abstract

Near Feshbach resonances, n|a|3 >> 1, systems of Bose and Fermi particles become strongly interacting/dense. In this unitary limit both bosons and fermions have very different properties than in a dilute gas, e.g., the energy per particle approaches a value h2n2/3/m times a universal many-body constant. Calculations based upon an approximate Jastrow wavefunction can quantitatively describe recent measurements of trapped Bose and Fermi atoms near Feshbach resonances. The pairing gap between attractive fermions also scales as Δ ∼ h2n2/3/m near Feshbach resonances and is a large fraction of the Fermi energy-promising for observing BCS superfluidity in traps. Pairing undergoes several transitions depending on interaction strength and the number of particles in the trap and can also be compared with pairing in nuclei.


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Le document en format XML

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<term>Attraction interaction</term>
<term>BCS theory</term>
<term>Bose-Einstein condensation</term>
<term>Boson systems</term>
<term>Fermion systems</term>
<term>Feshbach resonance</term>
<term>Harmonic oscillators</term>
<term>Monte Carlo methods</term>
<term>Particle interactions</term>
<term>Superfluidity</term>
<term>Theoretical study</term>
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<term>Système bosons</term>
<term>Système fermions</term>
<term>Résonance Feshbach</term>
<term>Superfluidité</term>
<term>Condensation Bose Einstein</term>
<term>Etude théorique</term>
<term>Théorie BCS</term>
<term>Méthode Monte Carlo</term>
<term>Interaction particule</term>
<term>Interaction attraction</term>
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<div type="abstract" xml:lang="en">Near Feshbach resonances, n|a|
<sup>3</sup>
>> 1, systems of Bose and Fermi particles become strongly interacting/dense. In this unitary limit both bosons and fermions have very different properties than in a dilute gas, e.g., the energy per particle approaches a value h
<sup>2</sup>
n
<sup>2/3</sup>
/m times a universal many-body constant. Calculations based upon an approximate Jastrow wavefunction can quantitatively describe recent measurements of trapped Bose and Fermi atoms near Feshbach resonances. The pairing gap between attractive fermions also scales as Δ ∼ h
<sup>2</sup>
n
<sup>2/3</sup>
/m near Feshbach resonances and is a large fraction of the Fermi energy-promising for observing BCS superfluidity in traps. Pairing undergoes several transitions depending on interaction strength and the number of particles in the trap and can also be compared with pairing in nuclei.</div>
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