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Journal of Physical Studies

On the evolution of particle transitions from one well to another in a double-well potential (in English)

V. S. Olkhovsky, S. P. Maidanyuk

Published Jan 1, 1999• 0 citations
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On the evolution of particle transitions from one well to another in a double-well potential

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The Poincare's period of particle oscillations between wells is obtained in a double{well potential.The dependencies of the oscillation period on transmission coecient and on distance between levels are obtained.The cases of squared potentials and some potentials having rounded o forms are considered speci cally.

Journal of Physical Studies•Jan 1, 1999•0 citations

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Intrinsic decoherence in an ultracold Bose gas confined in a double-well potential

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We address the intrinsic decoherence of an N -body interacting bosonic quantum fluid confined in a double-well potential in one dimension, and its effect on the transition from coherent oscillations to self-trapping regimes as a function of the interparticle interaction. Performing a full quantum approach to the N -particle system, we study the transition and the observed decoherence through the analysis of the one-particle reduced density matrix. The results are obtained by following the time evolution of such a matrix. For large systems and because of the interparticle interactions, the system reaches stationary states which can be characterized both by the vanishing of the off-diagonal matrix elements, in what one may call the preferred basis, and by the value of its associated von Neumman entropy. The present results could be useful in analysing experimental realizations, such as those by Albiez et al (2005 Phys. Rev. Lett. 95 010402).

Journal of Physics B Atomic Molecular and Optical Physics•Apr 13, 2010•3 citations
We address the intrinsic decoherence of an N -body interacting bosonic quantum fluid confined in a double-well potential in one dimension, and its effect on the transition from coherent oscillations to self-trapping regimes as a function of the interparticle interaction. Performing a full quantum approach to the N -particle system, we study the transition and the observed decoherence through the analysis of the one-particle reduced density matrix. The results are obtained by following the time evolution of such a matrix. For large systems and because of the interparticle interactions, the system reaches stationary states which can be characterized both by the vanishing of the off-diagonal matrix elements, in what one may call the preferred basis, and by the value of its associated von Neumman entropy. The present results could be useful in analysing experimental realizations, such as those by Albiez et al (2005 Phys. Rev. Lett. 95 010402).