Engineering the quantum point contact response to single-electron charging in a few-electron quantum-dot circuit

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Abstract

We show that the design of a quantum point contact adjacent to a quantum dot can be optimized to produce maximum sensitivity to single-electron charging in the quantum dot. Our analysis is based on the self-consistent solution of coupled three-dimensional Kohn-Sham and Poisson equations for the quantum circuit. We predict a detection sensitivity increase by at least 73% over the conventional design.

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