Radiative transition probabilities for 3p63d2 and 3p53d3 transitions in W54+
Year 2018,
Volume: 2 Issue: 2, 1 - 6, 15.12.2018
Gülay Günday Konan
,
Leyla Özdemir
Abstract
We have reported the electric dipole (E1), magnetic dipole (M1) and
electric quadrupole (E2) transition probabilities for some levels of 3p63d2
and 3p53d3 in Ca-like tungsten ion (W54+)
using the AUTOSTRUCTURE code, which uses non-relativistic or kappa-averaged
relativistic wave functions and the full Breit interaction in the Pauli
approximation. In calculations, quantum
electrodynamical (QED) contributions and correlation effects have been also
taken into account. The results obtained have been compared with the available
experimental and theoretical results.
References
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Year 2018,
Volume: 2 Issue: 2, 1 - 6, 15.12.2018
Gülay Günday Konan
,
Leyla Özdemir
References
- Reference[14] N.R. Badnell, Dielectronic recombination of Fe 22+ and Fe21+, J. Phys. B 19 (1986) 3827-3835.
- Reference[15] N.R. Badnell, On the effects of the two-body non-fine-structure operators of the Breit - Pauli Hamiltonian, J. Phys. B 30 (1997) 1-11.
- Reference[16] C.F. Fischer, T. Brage, P. Jönsson, Computational Atomic Structure- An MCHF Approach, Institute of Physics Publishing, Bristol and Philadelphia, 1997.
- Reference[1] C. Biedermann, R. Radtke, R. Seidel, T. Pütterich, Spectroscopy of highly charged tungsten ions relevant to fusion plasmas, Phys. Scr. T 134 (2009) 014026-6.
- Reference[2] U.I. Safronova, A.S. Safronova, Wavelengths and transition rates for nl–n'l' transitions in Be-, B-, Mg, Al-, Ca-, Zn-, Ag- and Yb-like tungsten ions, J. Phys. B 43 (2010) 074026-15.
- Reference[3] P. Quinet, Dirac–Fock calculations of forbidden transitions within the 3pk and 3dk ground configurations of highly charged tungsten ions (W47+–W61+),J. Phys. B 44 (2011) 195007-9.
- Reference[4] X.L. Guo, M. Huang, J. Yan, S. Li, R. Si, C.Y. Li, C.Y. Chen, Y.S Wang, Y.M. Zou, Relativistic many-body calculations on wavelengths and transition probabilities for forbidden transitions within the 3dk ground configurations in Co- through K-like ions of hafnium, tantalum, tungsten and gold, J. Phys. B 48 (2015) 144020-18.
- Reference[5] Z.L. Zhao, K. Wang, S. Li, R. Si, C.Y. Chen, Z.B. Chen, J. Yan, Y. Ralchenko, Multi-configuration Dirac–Hartree–Fock calculations of forbidden transitions within the 3dk ground configurations of highly charged ions (Z = 72–83), Atomic Data and Nuclear Data Tables 119 (2018) 314–353.
- Reference[6] X. Ding, R. Sun, J. Liu, F. Koike, I. Murakami, D. Kato, H.A. Sakaue, N. Nakamura, C. Dong, E1, M1, E2 transition energies and probabilities of W54+ ions, J. Phys. B 50 (2017a) 045004-9.
- Reference[7] X. Ding, R. Sun, F. Koike, D. Kato, I. Murakami, H.A. Sakaue, C. Dong. Correlation, Breit and Quantum Electrodynamics effects on energy level and transition properties of W54+ ion, Eur. Phys. J. D 71 (2017b) 73-6.
- Reference[8] X. Ding, J. Yang, F. Koike, I. Murakami, D. Kato, H.A. Sakaue, N. Nakamura, C. Dong, Theoretical investigation on the soft X-ray spectrum of the highly-charged W54+ ions, Journal of Quantitative Spectroscopy Radiative Transfer, 204 (2018a) 7–11.
- Reference[9] X. Ding, R. Suna, F. Koike, I. Murakami, D. Kato, H.A. Sakaue, N. Nakamura, C. Dong, Energy levels, lifetimes and radiative data of WLV, Atomic Data and Nuclear Data Tables 119 (2018b) 354–425.
- Reference[10] Y. Ralchenko, I.N. Draganic, J.N. Tan, J.D. Gillaspy, J.M. Pomeroy, J. Reader, U. Feldman, G.E. Holland, EUV spectra of highly-charged ions W54+–W63+ relevant to ITER diagnostics, J. Phys. B 41 (2008) 021003-6.
- Reference[11] Y. Ralchenko, I.N. Draganic, D. Osin, J.D. Gillaspy, J. Reader, Spectroscopy of diagnostically important magnetic-dipole lines in highly charged 3dn ions of tungsten, Physical Review A 83 (2011) 032517-10.
- Reference[12] N.R. Badnell, A Breit–Pauli distorted wave implementation for AUTOSTRUCTURE, Comput. Phys. Commun. 182 (2011) 1528-1535.
- Reference[13] W. Eissner, M. Jones, H. Nussbaumer, Techniques for the calculation of atomic structures and radiative data including relativistic corrections, Comput. Phys. Commun. 8 (1974) 270-306.