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Using NEMO5 to quantitatively predict topological insulator behaviour

Using NEMO5 to quantitatively predict topological insulator behaviour. Parijat Sengupta , Tillmann Kubis , Michael Povolotskyi , Jean Michel Sellier , Jim Fonseca, Gerhard Klimeck

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Oscillations of longitudina resistivity =Shubnikov-deHaas, minima close to 0 .

K. v. Klitzing. discovery: 1980. Nobel prize: 1985. Oscillations of longitudina resistivity =Shubnikov-deHaas, minima close to 0 . Plateaux in Hall resistivity r =h/(ne 2 ) with integer n correspond to the minima. (From Datta page 25).

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627 views • 33 slides

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