The magnetization and the magnetic susceptibility of a single electron confined in a two-dimensional (2D) parabolic quantum ring under the effect of external uniform magnetic field and in the presence of an acceptor impurity have been studied. The shifted 1/N expansion method was used to solve the Hamiltonian quantum ring within the effective mass approximation. The computed energy spectra, the magnetization and magnetic susceptibility have been displayed as a function of the quantum ring parameters: confinement strength ω0, magnetic field strength (ωc), and temperature (T). The obtained energy results show level-crossings, in the absence and presence of acceptor impurity, which are manifested as oscillations in the magnetization and magnetic susceptibility curves.

العنوان

Chinese Journal of Physics

الناشر

Elsevier B.V.

بلد الناشر

الصين

Indexing

Scopus

معامل التأثير

2,544

نوع المنشور

Both (Printed and Online)

المجلد

64

السنة

2020

الصفحات

9-17