|
View: |
Part 1: Document Description
|
|
Citation |
|
|---|---|
|
Title: |
Hydrogen Database |
|
Identification Number: |
doi:10.18419/darus-2118 |
|
Distributor: |
DaRUS |
|
Date of Distribution: |
2021-08-24 |
|
Version: |
1 |
|
Bibliographic Citation: |
Schimeczek, Christoph, 2021, "Hydrogen Database", https://doi.org/10.18419/darus-2118, DaRUS, V1 |
|
Citation |
|
|
Title: |
Hydrogen Database |
|
Identification Number: |
doi:10.18419/darus-2118 |
|
Authoring Entity: |
Schimeczek, Christoph (Universität Stuttgart) |
|
Distributor: |
DaRUS |
|
Access Authority: |
Wunner, Günter |
|
Access Authority: |
Schimeczek, Christoph |
|
Depositor: |
Reiff, Johannes |
|
Date of Deposit: |
2021-08-18 |
|
Holdings Information: |
https://doi.org/10.18419/darus-2118 |
|
Study Scope |
|
|
Keywords: |
Physics, Magnetic field, Atomic data, B-spline, Finite element, Hydrogen |
|
Topic Classification: |
Atomic spectra |
|
Abstract: |
<h1>Hydrogen Database</h1> This dataset contains energies of hydrogen states as well as transition energies and dipole strengths in dependence of the magnetic field strength given in <i>β</i>, where <i>β</i> = <i>B</i> / <i>B</i><sub>0</sub> with the reference magnetic field strength <i>B</i><sub>0</sub> = 4.70103×10<sup>5</sup> T. The energies are given in atomic Rydberg units. All results were calculated with the “H2db” tool presented in [C. Schimeczek and G. Wunner, Comp. Phys. Commun. 185, 614 (2014)]. <h2>Energies</h2> The file <code>energies.7z</code> contains energies in dependence of β (ranging from <i>β</i> ≈ 0 to <i>β</i> ≈ 1000) for the lowest 30 hydrogen states of each symmetry subspace defined by the magnetic quantum number <i>m</i> = 0...-4, <i>z</i>-parity <i>π<sub>z</sub></i> = ±1 and excitation number <i>ν</i>. The data points are chosen such that one can linearly interpolate between them with an accuracy of at least 10<sup>-5</sup> Rydberg energies. <h2>Dipole Transitions</h2> The file <code>transitions.7z</code> contains transition energies and strengths of dipole transitions in dependence of <i>β</i> for important transitions of the Lyman, Balmer, Paschen or Brackett series. |
|
Notes: |
This data has originally been published in 2014 on the ITP1 website. |
|
Methodology and Processing |
|
|
Sources Statement |
|
|
Data Access |
|
|
Other Study Description Materials |
|
|
Related Publications |
|
|
Citation |
|
|
Title: |
C. Schimeczek and G. Wunner, "Accurate 2d finite element calculations for hydrogen in magnetic fields of arbitrary strength," Computer Physics Communications 185, 614 (2014). |
|
Identification Number: |
10.1016/j.cpc.2013.09.023 |
|
Bibliographic Citation: |
C. Schimeczek and G. Wunner, "Accurate 2d finite element calculations for hydrogen in magnetic fields of arbitrary strength," Computer Physics Communications 185, 614 (2014). |
|
Label: |
energies.7z |
|
Notes: |
application/x-7z-compressed |
|
Label: |
README.txt |
|
Notes: |
text/plain |
|
Label: |
transitions.7z |
|
Notes: |
application/x-7z-compressed |