Abstract
The aim of this session is to give some basic feeling for the physics of so-called "quantum dots". These devices consist of a small (essentially zero-dimensional) cluster of confined electrons (the dot), connected to two or more leads, across which a potential difference may be applied. Strong correlations between the electrons on the dot can play an important role in the physics - hence they are sometimes called "artificial atoms".
(The technological possibilities are allegedly impressive. Words like "nanotronics" are bursting out all over the shop these days.)
This field is quite new, but don't assume that an overview is therefore easy or short! The rough plan is as follows:
THE KONDO EFFECT J. Kondo, Prog. Theor. Phys. 32, 37 (1964). Kondo points out that you can explain the resistance minimum in dilute alloys using the idea of spin-flip interactions with impurities. Hewson, A. C. "The Kondo Effect to Heavy Fermions" A good book about Kondo physics. Technically a bit heavy, but if you want more than the standard "spin gets screened" hand-waving, a fine place to start. P. W. Anderson, J. Phys. C 3, 2436 (1970). A nice paper talking about a simple version of renormalisation for the Kondo problem. QUANTUM DOTS I. Aleiner et al, "Quantum Effects in Coulomb Blockade", cond-mat/0103008 Probably the best (and most up-to-date) available review of the physics of closed quantum dots. Most of the original papers are referenced in this article. Goldhaber-Gordon et al., cond-mat/9707311 Cronenwett et al., cond-mat/9804211 W.G. van der Wiel et al., Science 289, 2105 (2000) (the first two have been published - I just don't have the references to hand) Experimental observation of the Kondo effect in quantum dots. Follow references in these papers for more background on Coulomb blockade and so forth. The data in the third paper (van der Wiel et al.) are marvellous: you can really see the conductance reach the quantum limit all the way across the Coulomb valley.