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We discuss the properties of a large number N of one - dimensional (bounded) locally periodic potential barriers in a finite interval. We show that the transmission coefficient, the scattering cross ...
of impurities in nfi ite lattices. Keywords: quantum vacuum, Casimir effect (theory), periodic potential (Some gures fi may appear in colour only in the online journal) 1. Introduction One - dimensional systems ...
limit allows us to greatly suppress finite size effects and understand the mechanism of delocalization of these impurities in the thermodynamic limit. In particular, we show that at any finite impurity ...
limit allows us suppress some finite size effects and understand the mechanism of delocalization of these impurities in the thermodynamic limit. In particular, we show that at any finite impurity ...
transitions towards excited state of the confining potential . We find that, due to the Pauli principle, effective finite - range corrections are one of magnitude larger than effective three-body this http URL ...
, such reproducibility does not occur as the range goes to zero. We have calculated the eigenvalues and eigenstates in a 1D harmonic trap taking one dimensional finite - range model potential . We have also calculated ...
Abstract: We study the one -electron spectral properties of one - dimensional interacting electron systems in which the interactions have finite range . We employ a mobile quantum impurity scheme ...
A one - dimensional model is proposed for the simulations of resistance spot welding, which is a common industrial method used to join metallic plates by electrical heating. The model consists ...
We consider a time independent one dimensional finite range and repulsive constant potential barrier be- tween two impenetrable walls. For a nonrelativistic massive particle projected towards ...
with finite - range correlations and can be generalized to higher- dimensional systems. Localization landscape for interacting Bose gases in one - dimensional speckle potentials 1, ∗ 2, † 1, 3, ‡ Filippo Stellin ...
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