2001•Journal of Experimental and Theoretical Physics LettersRequires access

Coulomb oscillations of the ballistic conductance in a quasi-one-dimensional quantum dot

Vitaly A. Tkachenko, D. G. Baksheyev, Olga A. Tkachenko, Chi‐Te Liang

Open publisher page 5 citations

Abstract

It is demonstrated that localized states of an open quasi-one-dimensional quantum dot can be charged by the Coulomb blockade mechanism. A new effect—Coulomb oscillations of the ballistic conductance—is observed because of the high sensitivity of the ballistic current to single-electron variations of the self-consistent potential of the dot. The model proposed explains experimental results [C.-T. Liang, M.Y. Simmons, C. G. Smith, et al. , Phys. Rev. Lett. 81 , 3507 (1998)].

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What this paper is about

It is demonstrated that localized states of an open quasi-one-dimensional quantum dot can be charged by the Coulomb blockade mechanism. A new effect—Coulomb oscillations of the ballistic conductance—is observed because of the high sensitivity of the ballistic current to single-electron variations of the self-consistent potential of the dot. The model proposed explains experimental results [C.-T. Liang, M.Y. Simmons, C. G. Smith, et al. , Phys. Rev. Lett. 81 , 3507 (1998)].

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Available abstract

It is demonstrated that localized states of an open quasi-one-dimensional quantum dot can be charged by the Coulomb blockade mechanism. A new effect—Coulomb oscillations of the ballistic conductance—is observed because of the high sensitivity of the ballistic current to single-electron variations of the self-consistent potential of the dot. The model proposed explains experimental results [C.-T. Liang, M.Y. Simmons, C. G. Smith, et al. , Phys. Rev. Lett. 81 , 3507 (1998)].

Key concepts: Coulomb blockade, Conductance, Coulomb, Quantum dot, Physics, Ballistic conduction, Electron, Condensed matter physics

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