O 28: Moire and Graphene Stacking
Dienstag, 17. März 2015, 14:00–16:00, MA 041
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14:00 |
O 28.1 |
Periodic Overlayers and Moiré Patterns: a unified theoretical treatment. — •Klaus Hermann
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14:15 |
O 28.2 |
Semi-classical method for matrix valued Hamiltonians — •Michael Vogl, Sam Shallcross, and Oleg Pankratov
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14:30 |
O 28.3 |
Scanning Probe Microscopy Study of Moiré Patterns on Rotated Graphene Layer on Highly Oriented Pyrolytic Graphite — •Dilek Yildiz, Şener Şen, Marcin Kisiel, Oğuz Gülseren, Ernst Meyer, and Oğuzhan Gürlü
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14:45 |
O 28.4 |
Low energy theory of the graphene twist bilayer — •Dominik Weckbecker, Sam Shallcross, and Oleg Pankratov
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15:00 |
O 28.5 |
What are the possible moiré patterns of graphene on hexagonally packed surfaces? - Universal solution for hexagonally packed coincidence lattices, derived by a geometric construction — •Patrick Zeller and Sebastian Günther
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15:15 |
O 28.6 |
Observation of Natural X-Ray Birefringence of Graphene — •Christine Jansing, Marc F. Tesch, Markus Gilbert, Andreas Gaupp, Hans-Christoph Mertins, Andrey Sokolov, Dong Hee Shin, Suk-Ho Choi, Heiko Timmers, Dominik Legut, and Peter M. Oppeneer
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15:30 |
O 28.7 |
Reversible sublattice symmetry breaking in monolayer graphene nanomembranes using tip induced pseudomagnetic fields — •Alexander Georgi, Peter Nemes-Incze, Ramon Carillo-Bastos, Daiara Faria, Marco Pratzer, Ludger Wirtz, Nancy Sandler, and Markus Morgenstern
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15:45 |
O 28.8 |
Electronic Conductivity of Twisted Bilayer Graphene — •Nicolas Ray, Sam Shallcross, and Oleg Pankratov
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