I3N

About Us

The Quantum Transport research group aims at the understanding and prediction of novel quantum transport phenomena in low dimensional electronic systems due to the interplay of electronic correlations, topological effects, geometric frustration, and peculiar density of states. Most of our work involves modelling and simulation and we have developed several computational packages that allow us to address a variety of interacting and non-interacting electronic models. Our group comprises one assistant professor, one researcher, one postdoc, one PhD student, one research grant holder, one master student and one project student. The group is part of the theoretical and computational physics group of the Institute of Nanostructures, Nanomodeling and Nanofabrication.

News

July 24, 2018

Topologically protected states in the Lieb lattice

Luísa Madaíl, Master thesis defense of the Integrated Masters in Engineering Physics of the University of Aveiro.
Advisor: Ricardo G. Dias More

July 25, 2018

Electrons in a quantum spider web

Joao Pino Goncalves, defense of the 3rd year project of the Integrated Masters in Engineering Physics of the University of Aveiro.
Advisors: J. Daniel Gouveia, Ricardo G. Dias

More
May 14, 2018

Aproved Project QUANTDYN - Quantum dynamics and quantum transport

with ref. PTDC / FIS-MAC / 29291/2017, of I3N (Pole of Aveiro), supported by national funds (MCTES) and the Foundation for Science and Technology, in its State Budget component (OE).
Principal Investigator: Ricardo G. Dias

More
March 21, 2018

Frustrated quantum circuits with non-trivial topology

Anselmo Marques, PhD public defense, University of Aveiro.
Advisor: Ricardo G. Dias More

Latest publications

Topological bound states in interacting Su-Schrieffer-Heeger rings, A M Marques and R G Dias 2018 J. Phys.: Condens. Matter 30 305601. Nullam ut neque neque
Multihole edge states in Su-Schrieffer-Heeger chains with interactions, A. M. Marques and R. G. Dias Phys. Rev. B 95, 115443 (2017). Sed aliquam mauris
Evolution of localized states in Lieb lattices under time-dependent magnetic fields, J. D. Gouveia, I. A. Maceira, and R. G. Dias Phys. Rev. B 94, 195132 (2016). Sed aliquam mauris