1977
DOI: 10.1088/0034-4885/40/2/001
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Atoms in high magnetic fields (white dwarfs)

Abstract: High magnetic fields have been of interest for some time in solid-state physics.Recent spectroscopic experiments on highly excited barium atoms and the discovery of very large magnetic fields in white dwarf stars and neutron stars have stimulated renewed interest in the spectroscopy of free atoms in high magnetic fields. We review the various spectroscopic regimes ranging from the low-field Zeeman effect to the high-field Landau regime. We survey calculations of the energy levels of hydrogen, helium and their … Show more

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Cited by 380 publications
(155 citation statements)
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“…Zero-field states labelled with their usual quantum numbers nlm are described in the presence of a magnetic field by high-field states labelled by the numbers NMl, where M is the magnetic quantum number and l defines the z parity of the states [ ¼ ðÀ1Þ l ]. Applicable selection rules in the presence of a strong but finite field are DM ¼ AE1 if the z parity remains unchanged, i.e., Dl is even, and DM ¼ 0 if the z parity changes, i.e., Dl is odd (Garstang 1977).…”
Section: Phase-resolved Fuv Spectroscopymentioning
confidence: 99%
See 1 more Smart Citation
“…Zero-field states labelled with their usual quantum numbers nlm are described in the presence of a magnetic field by high-field states labelled by the numbers NMl, where M is the magnetic quantum number and l defines the z parity of the states [ ¼ ðÀ1Þ l ]. Applicable selection rules in the presence of a strong but finite field are DM ¼ AE1 if the z parity remains unchanged, i.e., Dl is even, and DM ¼ 0 if the z parity changes, i.e., Dl is odd (Garstang 1977).…”
Section: Phase-resolved Fuv Spectroscopymentioning
confidence: 99%
“…Note that the line H 2s0-4 f0 is forbidden at zero field where electric dipole selection rules apply but is allowed in the presence of a strong magnetic field where selection rules based on the parity and the magnetic quantum number apply. We shall refer to such lines as '' permitted '' under the circumstances (see a review by Garstang 1977).…”
Section: Introductionmentioning
confidence: 99%
“…It is obvious that the phenomenon of quasi-one-dimensionality enhances the stability of standard atomic and molecular systems from the electrostatic point of view. In particular, molecules become elongated along the magnetic line forming a type of linear molecular polymer (for details see the review articles [4,5]). It also hints at the occurrence of exotic atomic and molecular systems which do not exist in the absence of a magnetic field.…”
Section: Introductionmentioning
confidence: 99%
“…It remains so in the presence of a constant magnetic field unless B 10 13 G, where the exotic ion H 2+ 3 appears to be the most bound (see [7]). The ion H + 2 has been widely studied, both with and without the presence of a magnetic field, due to its importance in astrophysics, atomic and molecular physics, solid state and plasma physics (see [4]- [30] and references therein). The majority of the previous studies were focused on the case of the parallel configuration, where the angle between the molecular axis and the magnetic field direction is zero, θ = 0 o .…”
Section: Introductionmentioning
confidence: 99%
“…The area has been reviewed by Garstang. 19 Very accurate calculations have been reported by Rösner et al 20 The results of Makado and McGill 21 include energies for a large number of states at a large number of magnetic fields. The uncertainty in these calculated results is much less than that in the experimental data.…”
Section: Theorymentioning
confidence: 93%