2023
DOI: 10.1016/j.elspec.2022.147283
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Theoretical studies of the spectral characteristics and electron impact dynamics of Ti XXI placed in the hot dense regimes

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Cited by 10 publications
(2 citation statements)
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“…where P nκ ðrÞ and Q nκ refer to the larger and smaller components of the single electron radial functions, χ κm represents the spinor spherical harmonic function, and the variables n, κ and m denote the principal quantum number, the relativistic angular quantum number, and the magnetic quantum number, respectively. In the relativistic self-consistent field calculations [43,44], the optimization of both the Dirac radial functions and configuration mixing coefficients is based on the Dirac-Coulomb Hamiltonian (as shown in Equation 3). Once the radial orbitals are determined, the relativistic configuration interaction (RCI) can be performed to include the high-order relativistic effects, such as the Breit interaction, QED effect, and the finite-nuclear-size effect.…”
Section: Mcdf Methods For the Energy Level And Wave Functionmentioning
confidence: 99%
“…where P nκ ðrÞ and Q nκ refer to the larger and smaller components of the single electron radial functions, χ κm represents the spinor spherical harmonic function, and the variables n, κ and m denote the principal quantum number, the relativistic angular quantum number, and the magnetic quantum number, respectively. In the relativistic self-consistent field calculations [43,44], the optimization of both the Dirac radial functions and configuration mixing coefficients is based on the Dirac-Coulomb Hamiltonian (as shown in Equation 3). Once the radial orbitals are determined, the relativistic configuration interaction (RCI) can be performed to include the high-order relativistic effects, such as the Breit interaction, QED effect, and the finite-nuclear-size effect.…”
Section: Mcdf Methods For the Energy Level And Wave Functionmentioning
confidence: 99%
“…From the above description it is evident that when performing electron collision ionization calculations on large molecules, the interaction between electrons and the many-body effect of the electron cloud inside the molecule, the dynamics of the molecules such as vibration, rotation, and interactions can make the calculations very complex. This requires a lot of computational resources and is very time-consuming, which is different from the process of electrons colliding with individual atoms or ions [18,19]. For example, when determining the Q c of the complex molecule C 5 F 10 O, the total central processing unit (CPU) time required for quantum chemical computation is about 2600 h [20].…”
mentioning
confidence: 99%