Oscillator strength of a two-dimensional D− ion in magnetic fields

The present paper investigates the static and dynamic polarizabilities of a two-dimensional D − ion under the influence of a magnetic field. The three-body system's Schrödinger equation is solved using a precise ab initio approach, correlating the spherical radial coordinates by means of hyperspherical coordinates. The spectrum is obtained using Born-Oppenheimer-like potential curves, in which the magnetic field is accounted for as a harmonic potential term. The polarizability is determined by employing a fast convergent variationally stable treatment.

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Dynamic polarizability of two-dimensionalD−ions in the presence of magnetic fields

Groote¹,

Santos

Masili

2005

Phys. Rev. B

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Oscillator strength of a two-dimensional D− ion in magnetic fields

Cited by 1 publication

References 27 publications

Dynamic polarizability of two-dimensionalD−ions in the presence of magnetic fields

Dynamic polarizability of two-dimensionalD−ions in the presence of magnetic fields

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