1. Perovskite-type YRh3B with multiple types of nodal point and nodal line states
- Author
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Gang Zhang, Chaoxi Cui, Zhi-Ming Yu, Tie Yang, Jianhua Wang, Minquan Kuang, Xiaotian Wang, Zhenxiang Cheng, and Feng Zhou
- Subjects
Physics ,Surface (mathematics) ,Degenerate energy levels ,Spectrum (functional analysis) ,02 engineering and technology ,Type (model theory) ,021001 nanoscience & nanotechnology ,Coupling (probability) ,01 natural sciences ,Combinatorics ,symbols.namesake ,Tetragonal crystal system ,Lattice constant ,0103 physical sciences ,symbols ,010306 general physics ,0210 nano-technology ,Hamiltonian (quantum mechanics) - Abstract
Experimentally synthesized perovskite-type ${\mathrm{YRh}}_{3}\mathrm{B}$ with a $Pm\overline{3}m$ type structure was proposed as a topological material (TM) via first-principles calculations and the low-energy $k\ifmmode\cdot\else\textperiodcentered\fi{}p$ effective Hamiltonian, which has a quadratic contact triple point (QCTP) at point $\mathrm{\ensuremath{\Gamma}}$ and six pairs of open nodal lines (NLs) of the hybrid type. Clear surface states observed in the surface spectrum confirmed the topological states. When spin-orbit coupling was considered, the QCTP at $\mathrm{\ensuremath{\Gamma}}$ transferred to the quadratic-type Dirac nodal point (NP). Under $1%$ tetragonal strained lattice constants, ${\mathrm{YRh}}_{3}\mathrm{B}$ hosted richer topological states, including a quadratic-type twofold degenerate NP, six pairs of open NLs of the hybrid type, and two closed NLs of type I and hybrid type. Moreover, it was proved that the NLs of ${\mathrm{YRh}}_{3}\mathrm{B}$ at its strained lattice constants contain all types of band-crossing points (BCPs) (i.e., type I, type II, and critical type). Such rich types of NP and NL states in one compound make it potentially applicable for multifunctional electronic devices as well as an appropriate platform to study entanglement among topological states.
- Published
- 2021
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