Matches in SemOpenAlex for { <https://semopenalex.org/work/W2491424940> ?p ?o ?g. }
- W2491424940 endingPage "76" @default.
- W2491424940 startingPage "63" @default.
- W2491424940 abstract "Zitterbewegung as an intrinsic disorder The Berry phase, the existence of a topologically protected zero-energy level and the anomalous quantum Hall effect are striking manifestations of the peculiar, ‘ultrarelativistic’ character of charge carriers in graphene. Another amazing property of graphene is the finite minimal conductivity, which is of the order of the conductance quantum e 2 / h per valley per spin (Novoselov et al ., 2005a; Zhang et al ., 2005). Numerous considerations of the conductivity of a two-dimensional massless Dirac fermion gas do give us this value of the minimal conductivity with an accuracy of some factor of the order of one (Fradkin, 1986; Lee, 1993; Ludwig et al ., 1994; Nersesyan, Tsvelik & Wenger, 1994; Ziegler, 1998; Shon & Ando, 1998; Gorbar et al ., 2002; Yang & Nayak, 2002; Katsnelson, 2006a; Tworzydlo et al ., 2006; Ryu et al ., 2007). It is really surprising that in the case of massless two-dimentional Dirac fermions there is a finite conductivity for an ideal crystal, that is, in the absence of any scattering processes (Ludwig et al ., 1994; Katsnelson, 2006a; Tworzydlo et al ., 2006; Ryu et al ., 2007). This was first noticed by Ludwig et al . (1994) using a quite complicated formalism of conformal field theory (see also a more detailed and complete discussion in Ryu et al ., 2007). After the discovery of the minimal conductivity in graphene (Novoselov et al ., 2005a; Zhang et al ., 2005) I was pushed by my experimentalist colleagues to give a more transparent physical explanation of this fact, which has been done in Katsnelson (2006a) on the basis of the concept of Zitterbewegung (Schrodinger, 1930) and the Landauer formula (Beenakker & van Houten, 1991; Blanter & Buttiker, 2000)." @default.
- W2491424940 created "2016-08-23" @default.
- W2491424940 creator A5052554493 @default.
- W2491424940 date "2012-05-05" @default.
- W2491424940 modified "2023-09-27" @default.
- W2491424940 title "Quantum transport via evanescent waves" @default.
- W2491424940 cites W110510086 @default.
- W2491424940 cites W1488440066 @default.
- W2491424940 cites W1490005674 @default.
- W2491424940 cites W1491016379 @default.
- W2491424940 cites W1510223905 @default.
- W2491424940 cites W1528903532 @default.
- W2491424940 cites W1573844195 @default.
- W2491424940 cites W1595273763 @default.
- W2491424940 cites W1597171048 @default.
- W2491424940 cites W1598925253 @default.
- W2491424940 cites W1602127108 @default.
- W2491424940 cites W1635273272 @default.
- W2491424940 cites W17066743 @default.
- W2491424940 cites W1789401825 @default.
- W2491424940 cites W1792789424 @default.
- W2491424940 cites W1797949327 @default.
- W2491424940 cites W1804911105 @default.
- W2491424940 cites W1821170246 @default.
- W2491424940 cites W1855778854 @default.
- W2491424940 cites W1935743023 @default.
- W2491424940 cites W1948123192 @default.
- W2491424940 cites W1963772503 @default.
- W2491424940 cites W1963795548 @default.
- W2491424940 cites W1964875864 @default.
- W2491424940 cites W1965319603 @default.
- W2491424940 cites W1965719862 @default.
- W2491424940 cites W1966096736 @default.
- W2491424940 cites W1966303445 @default.
- W2491424940 cites W1967202721 @default.
- W2491424940 cites W1967986301 @default.
- W2491424940 cites W1968626831 @default.
- W2491424940 cites W1968666095 @default.
- W2491424940 cites W1968897737 @default.
- W2491424940 cites W1968962150 @default.
- W2491424940 cites W1969288378 @default.
- W2491424940 cites W1969456900 @default.
- W2491424940 cites W1969590908 @default.
- W2491424940 cites W1969725125 @default.
- W2491424940 cites W1971943853 @default.
- W2491424940 cites W1972595847 @default.
- W2491424940 cites W1972839938 @default.
- W2491424940 cites W1972871080 @default.
- W2491424940 cites W1972970620 @default.
- W2491424940 cites W1973181010 @default.
- W2491424940 cites W1973312432 @default.
- W2491424940 cites W1973517105 @default.
- W2491424940 cites W1973714448 @default.
- W2491424940 cites W1974447177 @default.
- W2491424940 cites W1974977862 @default.
- W2491424940 cites W1975004366 @default.
- W2491424940 cites W1975033845 @default.
- W2491424940 cites W1975264848 @default.
- W2491424940 cites W1975707349 @default.
- W2491424940 cites W1975891671 @default.
- W2491424940 cites W1976189931 @default.
- W2491424940 cites W1976705497 @default.
- W2491424940 cites W1977015921 @default.
- W2491424940 cites W1977428280 @default.
- W2491424940 cites W1977568188 @default.
- W2491424940 cites W1977835955 @default.
- W2491424940 cites W1977838850 @default.
- W2491424940 cites W1978070263 @default.
- W2491424940 cites W1978220748 @default.
- W2491424940 cites W1978762857 @default.
- W2491424940 cites W1979832390 @default.
- W2491424940 cites W1980507374 @default.
- W2491424940 cites W1981127340 @default.
- W2491424940 cites W1981602849 @default.
- W2491424940 cites W1981764754 @default.
- W2491424940 cites W1982104565 @default.
- W2491424940 cites W1982311541 @default.
- W2491424940 cites W1982318259 @default.
- W2491424940 cites W1983208835 @default.
- W2491424940 cites W1983631682 @default.
- W2491424940 cites W1984771255 @default.
- W2491424940 cites W1984814850 @default.
- W2491424940 cites W1985301714 @default.
- W2491424940 cites W1985359339 @default.
- W2491424940 cites W1986202503 @default.
- W2491424940 cites W1986508321 @default.
- W2491424940 cites W1986583880 @default.
- W2491424940 cites W1987527348 @default.
- W2491424940 cites W1987581733 @default.
- W2491424940 cites W1987725438 @default.
- W2491424940 cites W1988014979 @default.
- W2491424940 cites W1988075045 @default.
- W2491424940 cites W1988619801 @default.
- W2491424940 cites W1988753344 @default.
- W2491424940 cites W1989482150 @default.
- W2491424940 cites W1990077781 @default.
- W2491424940 cites W1990549147 @default.
- W2491424940 cites W1991260972 @default.