Spin-orbit interaction, band topology, and spin texture in BiInO3(001) surface

TL;DR

This study explores how spin-orbit interaction and surface symmetry influence the electronic band topology and spin textures in BiInO3(001), revealing distinct surface states with potential spintronic applications.

Contribution

It provides a detailed analysis of surface states and spin textures in BiInO3(001) using DFT and symmetry analysis, highlighting the impact of surface termination on electronic properties.

Findings

Discovery of two surface states with distinct spin textures

Identification of Rashba spin splitting in SS1

Observation of persistent spin texture in SS2

Abstract

This research investigates the implication of spin-orbit interaction (SOI) and symmetry on the band topology and spin texture at the (001) surface of BiInO$_3$. Using density functional theory (DFT) and symmetry analysis, the study explores the impact of surface termination on the electronic structure, particularly focusing on how the loss of translational symmetry at the surface influences the band topology of the surface states. Key findings include discovering two dangling surface states (named SS1 and SS2) with distinct spin textures. SS1 exhibits Rashba spin splitting due to surface inversion asymmetry, characterised by isotropic effective mass and tangential spin alignment on constant energy contours. In contrast, SS2 features a persistent spin Texture (PST) spin texture, a momentum-independent spin polarisation. The orbital contributions to these bands, dominated by specific s and p orbitals, dictate the direction and nature of the spin texture. This study highlights BIO's potential as a platform for spintronic applications, where control over spin textures and electronic properties at the surface can enable the design of advanced spin-based devices. The findings bridge the gap between symmetry-driven theoretical frameworks and practical material functionalities, offering insights into the interplay of surface symmetry, SOI, and band topology.