Quantum point contacts (QPCs) are fundamental building blocks of nanoelectronic circuits. For their emission dynamics as well as for interaction effects such as the 0.7 anomaly the details of the electrostatic potential are important, but the precise potential shapes are usually unknown. Here, we measure the one-dimensional subband spacings of various QPCs as a function of their conductance and compare our findings with models of lateral parabolic versus hard-wall confinement. We find that a gate-defined QPC near pinch-off is compatible with the parabolic saddle-point scenario. However, as the number of populated subbands is increased, Coulomb screening flattens the potential bottom and a description in terms of a finite hard-wall potential...
Tailored electrostatic potentials are at the heart of semiconductor nanostructures. We present measu...
Effects of randomly distributed impurities on conductance, spin polarization and electronlocalizatio...
We developed a formalism within the linear-response theory to investigate the transport through a qu...
The quantum point contact (QPC) is a one-dimensional constriction with the differential conductance ...
During the last decades, technology has made it possible to produce devices at smaller and smaller l...
We report on developing split-gate quantum point contacts (QPCs) that have a tunable length for the ...
We analyze the potential performance of quantum point contact (QPC) devices in charge detection appl...
The alternating-current response of a quantum point contact (QPC) is numerically investigated using ...
A quantum point contact (QPC) patterned on a two-dimensional electron gas is investigated with a sca...
This thesis aims at shedding light on the microscopic origin of a phenomenon in the field of semicon...
<p>A quantum point contact (QPC) is a quasi-one dimensional electron system, for which the conductan...
Altres ajuts: CERCA Programme/Generalitat de CatalunyaConductance quantization is the quintessential...
In this work we implement the self-consistent Thomas-Fermi-Poisson approach to a homogeneous two-dim...
Here, we employ a numerical approach to investigate the transport and conductance characteristics of...
The realization of integrated quantum circuits requires precise on-chip control of charge carriers. ...
Tailored electrostatic potentials are at the heart of semiconductor nanostructures. We present measu...
Effects of randomly distributed impurities on conductance, spin polarization and electronlocalizatio...
We developed a formalism within the linear-response theory to investigate the transport through a qu...
The quantum point contact (QPC) is a one-dimensional constriction with the differential conductance ...
During the last decades, technology has made it possible to produce devices at smaller and smaller l...
We report on developing split-gate quantum point contacts (QPCs) that have a tunable length for the ...
We analyze the potential performance of quantum point contact (QPC) devices in charge detection appl...
The alternating-current response of a quantum point contact (QPC) is numerically investigated using ...
A quantum point contact (QPC) patterned on a two-dimensional electron gas is investigated with a sca...
This thesis aims at shedding light on the microscopic origin of a phenomenon in the field of semicon...
<p>A quantum point contact (QPC) is a quasi-one dimensional electron system, for which the conductan...
Altres ajuts: CERCA Programme/Generalitat de CatalunyaConductance quantization is the quintessential...
In this work we implement the self-consistent Thomas-Fermi-Poisson approach to a homogeneous two-dim...
Here, we employ a numerical approach to investigate the transport and conductance characteristics of...
The realization of integrated quantum circuits requires precise on-chip control of charge carriers. ...
Tailored electrostatic potentials are at the heart of semiconductor nanostructures. We present measu...
Effects of randomly distributed impurities on conductance, spin polarization and electronlocalizatio...
We developed a formalism within the linear-response theory to investigate the transport through a qu...