The conductance of ballistic quantum constrictions in a two-dimensional electron gas has been studied experimentally as a function of the applied voltage. Large nonlinearities are found in the current-voltage characteristics. We give a simple model, which explains the main features of the nonlinear conductance. Breakdown of the conductance quantization occurs when the number of occupied one-dimensional sub bands becomes unequal for the two velocity directions. A critical voltage is found for the breakdown, which is equal to the subband separation at the Fermi level.
Ballistic point contacts, defined in the two-dimensional electron gas of a GaAs-AlGaAs heterostructu...
Transport phenomena in a double-bend quantum structure fabricated in the two-dimensional electron ga...
Three topics of current interest in the study of quantum ballistic transport in a two-dimensional el...
The conductance of ballistic quantum constrictions in a two-dimensional electron gas has been studie...
The conductance of ballistic quantum constrictions in a two-dimensional electron gas has been studie...
The effects of the geometry and temperature on the quantum conductance for one-dimensional (1D) ball...
Abstract. We study the transport properties of an atomic-scale contact in the ballistic regime. The ...
We present an experimental and theoretical study of electron transport in constricted geometries, de...
We developed a formalism within the linear-response theory to investigate the transport through a qu...
The quantized ballistic transmission of a three-dimensional electron gas through a narrow constricti...
The quantized ballistic transmission of a three-dimensional electron gas through a narrow constricti...
The Landauer formula for quantum conductance, based on the modern paradigm: “conduction is trans-mis...
The quantization of ballistic electron transport through a constriction demonstrates that conduction...
Ballistic point contacts, defined in the two-dimensional electron gas of a GaAs-AlGaAs heterostructu...
The quantum-mechanical calculation of electronic conductance in double-coupled chains as a function ...
Ballistic point contacts, defined in the two-dimensional electron gas of a GaAs-AlGaAs heterostructu...
Transport phenomena in a double-bend quantum structure fabricated in the two-dimensional electron ga...
Three topics of current interest in the study of quantum ballistic transport in a two-dimensional el...
The conductance of ballistic quantum constrictions in a two-dimensional electron gas has been studie...
The conductance of ballistic quantum constrictions in a two-dimensional electron gas has been studie...
The effects of the geometry and temperature on the quantum conductance for one-dimensional (1D) ball...
Abstract. We study the transport properties of an atomic-scale contact in the ballistic regime. The ...
We present an experimental and theoretical study of electron transport in constricted geometries, de...
We developed a formalism within the linear-response theory to investigate the transport through a qu...
The quantized ballistic transmission of a three-dimensional electron gas through a narrow constricti...
The quantized ballistic transmission of a three-dimensional electron gas through a narrow constricti...
The Landauer formula for quantum conductance, based on the modern paradigm: “conduction is trans-mis...
The quantization of ballistic electron transport through a constriction demonstrates that conduction...
Ballistic point contacts, defined in the two-dimensional electron gas of a GaAs-AlGaAs heterostructu...
The quantum-mechanical calculation of electronic conductance in double-coupled chains as a function ...
Ballistic point contacts, defined in the two-dimensional electron gas of a GaAs-AlGaAs heterostructu...
Transport phenomena in a double-bend quantum structure fabricated in the two-dimensional electron ga...
Three topics of current interest in the study of quantum ballistic transport in a two-dimensional el...