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19992026
most citedConfinement-Induced Resonances in Low-Dimensional Quantum Systems

253 citations · 526 across the 23 of their papers we have counts for

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quant-ph2022★ 5 cited

Quantum-quasiclassical analysis of center-of-mass nonseparability in hydrogen atom stimulated by strong laser fields

Vladimir S. Melezhik

We have developed a quantum-quasiclassical computational scheme for quantitative treating of the nonseparable quantum-classical dynamics of the 6D hydrogen atom in a strong laser p…

quant-ph2021

A New Mechanism for Sympathetic Cooling of Atoms and Ions in Atomic and Ion-Atomic Traps

V. S. Melezhik

Sympathetic cooling of a Fermi gas with a buffer gas of bosonic atoms is an efficient way to achieve quantum degeneracy in Fermi systems. However, all attempts to use this method f…

quant-ph2018★ 5 cited

Confinement-Induced Resonances in Two-Center Problem via Pseudopotential Approach

Sara Shadmehri, Vladimir S. Melezhik

We study confined scattering of a quantum particle by two centers fixed on the longitudinal axis of a harmonic waveguide-like trap. The conditions of confinement-induced resonances…

quant-ph2014★ 16 cited

Anisotropic quantum scattering in two dimensions

Eugene A. Koval, Oksana A. Koval, Vladimir S. Melezhik

We study the quantum scattering in two spatial dimensions (2D). Our computational scheme allows to quantitatively analyze the scattering parameters for the strong anisotropy of the…

quant-ph2011★ 26 cited

Multichannel Effects near Confinement-Induced Resonances in Harmonic Waveguides

Vladimir S. Melezhik, Peter Schmelcher

We analyze the impact of multichannel scattering in harmonic waveguides on the positions and widths of confinement-induced resonances for both isotropic and anisotropic transversal…

quant-ph2006★ 62 cited

Suppression of Quantum Scattering in Strongly Confined Systems

J. I. Kim, V. S. Melezhik, P. Schmelcher

We demonstrate that scattering of particles strongly interacting in three dimensions (3D) can be suppressed at low energies in a quasi-one-dimensional (1D) confinement. The underly…