David O'Regan

David D. O'Regan is an Irish physicist and professor in physics at Trinity College Dublin, where he leads the Quantum Theory of Materials Research Group.[1] He is also a member of the CRANN institute, a large centre for nanoscience research at Trinity.[2]

Education

O’Regan received his B.Sc. Joint Honours in Mathematics and Physics from University College Cork. He completed his PhD at Pembroke College, University of Cambridge, working in the Theory of Condensed Matter Group of the Cavendish Laboratory under the supervision of Michael C. Payne.[3][4]

Career

O’Regan conducted postdoctoral research at Cambridge and then at École Polytechnique Fédérale de Lausanne (EPFL). He joined Trinity College Dublin in 2014 and was elected as a Fellow of the College in 2022.[5]

His research focuses on developing and applying efficient methods in density-functional theory (DFT), including varieties of constrained DFT,[6] DFT+U[7] and TDDFT, in either conventional and linear-scaling implementations. He has contributed to the foundations of the DFT+U approach, such as with frameworks for Hubbard U and Hund J calculations[8] and with the BLOR class of double-counting-free functionals.[9] O’Regan and colleagues have generalized the DFT flat-plane condition to high-energy magnetization states.[10][11]

References

  1. ^ "Quantum Theory of Materials – Theory and methods to enable routine materials discovery and design". theoryofmaterials.com. Retrieved 2025-08-02.
  2. ^ "TCD Researcher profile - David O'Regan".
  3. ^ "David O'Regan". Amber Centre. Retrieved 2025-08-02.
  4. ^ "Alumni of TCM Group". www.tcm.phy.cam.ac.uk. Retrieved 2025-08-02.
  5. ^ "David O'Regan – Quantum Theory of Materials". theoryofmaterials.com. Retrieved 2025-08-02.
  6. ^ O'Regan, David. "Optimization of constrained density functional theory". APS - Physical Review Journal.
  7. ^ O'Regan, David (2010). "Projector self-consistent DFT + U using nonorthogonal generalized Wannier functions". APS - Physical Review Journal. 82 (8) 081102. arXiv:1004.4813. Bibcode:2010PhRvB..82h1102O. doi:10.1103/PhysRevB.82.081102.
  8. ^ Linscott, Edward B. (2018). "Role of spin in the calculation of Hubbard 𝑈 and Hund's 𝐽 parameters from first principles". APS - Physical Review Journals. arXiv:1802.09048. doi:10.1103/PhysRevB.98.235157.
  9. ^ Burgess, Andrew C.; Linscott, Edward; O'Regan, David D. (2023-03-30). "DFT+$U$-type functional derived to explicitly address the flat plane condition". Physical Review B. 107 (12): L121115. arXiv:2210.17404. Bibcode:2023PhRvB.107l1115B. doi:10.1103/PhysRevB.107.L121115.
  10. ^ Burgess, Andrew C.; Linscott, Edward; O’Regan, David D. (2024-07-12). "Tilted-Plane Structure of the Energy of Finite Quantum Systems". Physical Review Letters. 133 (2) 026404. arXiv:2307.16003. Bibcode:2024PhRvL.133b6404B. doi:10.1103/physrevlett.133.026404. ISSN 0031-9007. PMID 39073931.
  11. ^ Dublin, Trinity College. "Physicists develop new theory describing the energy landscape formed when quantum particles gather together". www.tcd.ie. Retrieved 2025-08-02.