activity
20032024
most citedNon-LTE calculations for neutral Na in late-type stars using improved atomic data

387 citations · 1.7k across the 27 of their papers we have counts for

collaborators

27 papers

astro-ph.SR2024★ 18 cited

3D NLTE modelling of Y and Eu. Centre-to-limb variation and solar abundances

N. Storm, P. S. Barklem, S. A. Yakovleva +6

Context. Abundances of s- and r-process elements in Sun-like stars constrain nucleosynthesis in extreme astrophysical events, such as compact binary mergers and explosions of highl…

astro-ph.SR2023

Theoretical Study of Inelastic Processes in Collisions of Y and Y with Hydrogen Atom

Yu Wang, Sofya Alexeeva, Feng Wang +6

Utilizing a simplified quantum model approach, the low-energy inelastic collision processes between yttrium atoms (ions) and hydrogen atoms have been studied. Rate coefficients cor…

astro-ph.SR2022★ 19 cited

Titanium abundances in late-type stars I. 1D non-local thermodynamic equilibrium modelling in benchmark dwarfs and giants

J. W. E. Mallinson, K. Lind, A. M. Amarsi +4

The titanium abundances of late-type stars are important tracers of Galactic formation history. However, abundances inferred from Ti I and Ti II lines can be in stark disagreement…

astro-ph.SR2022★ 32 cited

Non-LTE abundances of zinc in different spectral type stars and the Galactic [Zn/Fe] trend based on quantum-mechanical data on inelastic processes in zinc-hydrogen collisions

T. M. Sitnova, S. A. Yakovleva, A. K. Belyaev +1

We present a new model atom of Zn I-II based on the most up-to-date photoionisation cross-sections, electron-impact excitation rates, and rate coefficients for the Zn I + H I and Z…

physics.atom-ph2022

Inelastic processes in strontium-hydrogen collisions and their impact on non-LTE calculations

Svetlana A. Yakovleva, Andrey K. Belyaev, Lyudmila I. Mashonkina

Inelastic processes rate coefficients for low-energy Sr + H, Sr + H, Sr + H and Sr + H collisions are calculated using multichannel quantum model approach. 3…

cond-mat.stat-mech2022★ 15 cited

Geometric Upper Critical Dimensions of the Ising Model

Sheng Fang, Zongzheng Zhou, Youjin Deng

The upper critical dimension of the Ising model is known to be , above which critical behavior is regarded as trivial. We hereby argue from extensive simulations that, in th…