Rogerio de Sousa
Postdoctoral Fellow, Moore group
University of California
Berkeley, CA 94720-7300, USA

Phone: 510-643-3373
Fax:      510-643-8497


UC seal




Welcome to the homepage of Rogerio de Sousa, postdoctoral fellow in Joel Moore's group.   Our research deals with non equilibrium phenomena in semiconductor, superconductor, and magnetic nanostructures.  Our goal is to discover new effects and apply them to the development of quantum computing and spintronic devices.  We are grateful to the Western Institute of Nanoelectronics for supporting our research. 


Starting July 1, 2007, I will be an assistant professor in the Department of Physics and Astronomy of the University of Victoria, British Columbia, Canada.  I am currently hiring graduate students.  Please take a look at my research interests below.  To apply, please send your Curriculum Vitae to my email address above
.



Research interests: Theoretical condensed matter physics

The longstanding progress of conventional semiconductor technology is expected to come to a halt in the next ten to twenty years.  As the size of transistors approach the nanometer scale, severe problems related to miniaturization and energy dissipation will hinder further improvement of conventional devices.  This anticipation is motivating the development of alternative devices that take advantage of the quantum nature at the atomic scale.  A notable example is the quantum computer concept, where each bit is formed by a single atom or a group of a few atoms, and the rules of quantum mechanics dictate the way information is processed.  Another interesting alternative is spintronics, where the spin of the electrons instead of their charge forms the basis for classical memory and logic, promising much lower rates of energy dissipation per device.  Our research project addresses several theoretical questions related to the design and optimization of quantum computer and spintronic devices based on semiconductor, superconductor, and magnetic nanostructures. 

Click here for a list of publications.

Electrical control of magnetism in Multiferroic materials

We are currently interested in the question of electrical control of magnetism in bulk and nanoscale materials.  One promising direction is to study the so called multiferroic materials, which possess coexisting ferroelectric and (anti)ferromagnetic order.  We are investigating novel physical phenomena with these materials with an eye towards applications to spintronic devices. 

Silicon based spintronics and quantum computation

Silicon is the material of choice in the current microelectronics industry.  Therefore, the development of quantum computing and spintronic devices based on silicon nanostructures has the advantages of being easily integrated into existing technology and being compatible with large scale fabrication techniques.  We are currently interested in spin-dependent effects in silicon nanostructures, particularly effects leading to the measurement of the spin state of a single donor impurity in a silicon MOSFET device.  This work is in collaboration with Dr. Thomas Schenkel from the Lawrence Berkeley National Laboratory, Prof. Jeffrey Bokor from the Dept. of Electrical Engineering, and Prof. K. Birgitta Whaley from the Dept. of Chemistry.  Click here to see a recent research news article from Science@Berkeley Lab.

Noise and decoherence in metallic nanostructures

We are investigating the physical origin of noise and decoherence affecting quantum computers based on normal metal and superconducting nanostructures.  Our goal is to control the imperfections inherent to these devices in order to allow the development of large scale fault tolerant quantum hardware. 

Recently, we developed a microscopic model for the noise on single electron tunneling devices arising due to the presence of trapping-centers located in the dielectric barrier close to one of the gate electrodes.  The noise spectrum resulting from coupling to such trapping-centers is found to show quite different behavior depending on the relative energy of the
trapping-center and the Fermi level.  When the trap energy level is close to the Fermi sea and has a linewidth greater than kBT, it results in an Ohmic noise spectrum, whereas when the linewidth is less than kBT the Lorentzian form expected from a semiclassical limit is obtained (In the semiclassical limit, trapping-center noise is well described by a random telegraph noise model).  Multiple trap levels above the Fermi level are shown to lead to a staircase noise spectrum that can be used to probe the energetics of the trapping-centers, allowing identification of individual trapping-centers coupled to a tunneling device  [For details, see R. de Sousa, K.B. Whaley, F.K. Wilhelm, and J. von Delft, Phys. Rev. Lett. 95, 247006 (2005)].