2009Bulletin of the Russian Academy of Sciences PhysicsRequires access

Control of conductance in a quasi-1D channel in the presence of spin-orbit coupling

V. Ya. Demikhovskiǐ, A. V. Telezhnikov

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Abstract

The electron energy spectrum and conductance in a quasi-1D channel with spin-orbit coupling is calculated. The channel is divided into two parts by a potential barrier. It is shown that a change in the barrier electric potential yields additional extema of the function ɛ( k ). This results in modification of the conductance quantization law. The quantum states and conductance are calculated for the parameters of real structures with weak both and relatively strong spin-orbit coupling.

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What this paper is about

The electron energy spectrum and conductance in a quasi-1D channel with spin-orbit coupling is calculated. The channel is divided into two parts by a potential barrier. It is shown that a change in the barrier electric potential yields additional extema of the function ɛ( k ). This results in modification of the conductance quantization law. The quantum states and conductance are calculated for the parameters of real structures with weak both and relatively strong spin-orbit coupling.

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Available abstract

The electron energy spectrum and conductance in a quasi-1D channel with spin-orbit coupling is calculated. The channel is divided into two parts by a potential barrier. It is shown that a change in the barrier electric potential yields additional extema of the function ɛ( k ). This results in modification of the conductance quantization law. The quantum states and conductance are calculated for the parameters of real structures with weak both and relatively strong spin-orbit coupling.

Key concepts: Conductance, Spin–orbit interaction, Conductance quantum, Condensed matter physics, Coupling (piping), Physics, Orbit (dynamics), Quantization (signal processing)

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