Density Functional Theory Calculations of Spin Polarization for Diradicals in Single-Molecule Junctions

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Authors: Kiet Anh Nguyen, Ruth Pachter
Cited by: 1
References: 39

Abstract

High Resolution Image Download MS PowerPoint Slide Spin-dependent electron transport through chiral molecules, namely the so-called chirality-induced spin selectivity (CISS) effect, emerged as promising for quantum applications or spintronics, among other applications, but mostly considered for closed-shell systems that exhibit spin polarization ( P s ). In this work, we investigate P s in diradicals, which is analogous but distinct from CISS in closed-shell systems that are driven, in part, by spin–orbit coupling (SOC). We report on the analysis of P s for open-shell singlet and triplet organic molecular junctions with finite Au(111) electrodes in extended and compact binding configurations to probe the sensitivity to the molecule–electrode interface. We describe our developed open-source nonequilibrium Green’s function transport software package based on the Landauer–Büttiker approach to compute the percent spin polarization P s (%) using density functional theory with SOC. The method is used to predict P s (%) for the recently synthesized indeno[2,1- b ]fluorene diradicals and helicene diradicals, specifically (dicyanomethylidenyl)[5]helicene, double bis[5]diazahelicene, and the larger π-extended thio[7]helicene. We demonstrate large P s (%) values that correlate with large diradical character, driven by the inherent spin asymmetry in the electronic structure─a mechanism that is fundamentally distinct from and more effective than SOC in closed-shell chiral systems. These unique open-shell systems were found to be prime candidates for improved spin-polarized electron transport.

Fields of Study & Subjects

Molecular Junctions and Nanostructures Advanced Physical and Chemical Molecular Interactions Chemical and Physical Properties of Materials

Publication details

Journal / source
ACS Omega
Publisher
American Chemical Society (ACS)
Volume
11
Issue
10
Pages
15786–15794
Publication date
3 March 2026
Language
EN