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Physics Letters A

An electron in a magnetic field as a non-local harmonic oscillator

Virulh Sa‐Yakanit, J. Poulter

Published Feb 1, 1990• 1 citation
Publisher
DOI
10.1016/0375-9601(90)90043-n

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Hall Conductivity, Transition-State Theory and Their Effect on Entanglement and the Energy Density

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Two isotropic harmonic oscillators in a magnetic field on the non-commutative phase space (NCPS) are studied in this paper.We derive the corresponding entanglement entropies of the vacuum state and we find analytically purity function, Hall conductivity and the energy density.Transition-state theory is also developed to examine the purity function and the energy density.By considering the action of the non-commutativity parameters, entanglement and Hall conductivity present a similar behavior.A large magnetic field acts as a disturbance of the accurate system information and the non-localization of the two harmonic oscillators in the atom by increasing its stored energy.The application of the transition-state theory increases entanglement and accelerates the non-localization phenomenon.

OALib•Jan 1, 2025•0 citations
Two isotropic harmonic oscillators in a magnetic field on the non-commutative phase space (NCPS) are studied in this paper.We derive the corresponding entanglement entropies of the vacuum state and we find analytically purity function, Hall conductivity and the energy density.Transition-state theory is also developed to examine the purity function and the energy density.By considering the action of the non-commutativity parameters, entanglement and Hall conductivity present a similar behavior.A large magnetic field acts as a disturbance of the accurate system information and the non-localization of the two harmonic oscillators in the atom by increasing its stored energy.The application of the transition-state theory increases entanglement and accelerates the non-localization phenomenon.