Quantum corrections to the conductance of a square quantum dot with soft confinement |
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Authors: | T Ouchterlony IV Zozoulenko C-K Wang K-F Berggren C Gould AS Sachrajda |
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Institution: | Department of Physics and Measurement Technology, Link?ping University, 581 83, Link?ping, Sweden Institute for Microstructural Science, National Research Council Canada, K1A 0R6, Ottawa, Canada
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Abstract: | We study the conductance of a square quantum dot, modeling the potential with a self-consistent Thomas-Fermi approximation.
The resulting potential is characterized by level statistics indicative of mixed chaotic and regular electron dynamics within
the dot in spite of the regular geometry of the gates defining the dot. We calculate numerically, for the case of a quantum
dot with soft confinement, the weak localization (WL) correction. We demonstrate that this confining potential may generate
either Lorentzian or linear lineshapes depending on the number of modes in the leads. Finally, we present experimental WL
data for a lithographically square dot and compare the results with numerical calculations. We analyze the experimental results
and numerical simulations in terms of semiclassical and random matrix theory (RMT) predictions and discuss their limitations
as far as real experimental structures are concerned. Our results indicate that direct application of the above predictions
to distinguish between chaotic and regular dynamics in a particular cavity can not always lead to reliable conclusions as
the shape and magnitude of the WL correction can be strongly sensitive to the geometry-specific, non-universal features of
the system.
Received 13 May 1998 |
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Keywords: | PACS 73 23 -b Mesoscopic systems - 73 20 Fz Weak or Anderson localization - 73 23 Ad Ballistic transport |
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