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The Zero-Voltage Conductance of Nano- Graphenes: Simple Rules and Quantitative Estimates Mayou, Zhou, Ernzerhof, J. Phys. Chem. C , 2013 , 117 (15), pp 7870 7884 Acknowledgments Group members: Collaborators: , - Jana Precechtelova -


  1. The Zero-Voltage Conductance of Nano- Graphenes: Simple Rules and Quantitative Estimates Mayou, Zhou, Ernzerhof, J. Phys. Chem. C , 2013 , 117 (15), pp 7870 – 7884

  2. Acknowledgments Group members: Collaborators: , - Jana Precechtelova - Philippe Rocheleau - Martin Kaupp, Hilke Bahmann - Hélène Antaya Technische, Universität Berlin - Rodrigo Bogossian - Michel Coté, UofM -Marc-Andre Bélanger -Philippe Richer Funding and other support:

  3. Polyc Polycyc ycli lic c ar aroma omatic tic hydrocarbons hydrocarbons (PAH) PAH), no nowad waday ays s nano nano-graphene graphene Kekulé molecules: Müllen group, Max Planck Institut, Mainz

  4. Molecular electronics Käfer, Bashir, Dou, Witte, Müllen, Wöll, C. Adv. Mater. 2010, 22, 384.

  5. Separation of Kekulé molecules into two types of carbons a b b bipartite a a Chemisches Institut, b Universität Bonn

  6. Landauer formula molecule E  L  R right contact left contact            r t L R 2 e    2   2 g E ( ) T E ( ) ( E ) t ( E ) 1 r ( E ) h

  7. The source-sink potential approach in tight binding (Hückel)    M     ( ) r L M   e ff H ( ) = r     M R  1 r    ( ) r = i Goyer, Ernzerhof, Zhuang,  L 1 r JCP, 126,144104 (2007):   = i Ernzerhof, JCP 126,144104 R (2007). Source and sink potential .

  8. Simple theory for the conductance of conjugated systems (aa case) Contacts connected to two a atoms Reference energy of the atoms is set to 0    no transmission

  9. Simple theory for the conductance of conjugated systems (aa case) Contacts connected to two a atoms Cross-conjugation PAH Meta vs. ortho & para connection

  10. Impact of the position of the anchor group on molecular conductance Mayor, Weber, Reichert, Elbing, von Hänisch, Beckmann, Fischer, Ang. Chemie Int. Ed., 42, 5834-5838 (2003)

  11. Ernzerhof, Zhuang, Rocheleau, JCP 123, 134704, (2005)

  12. Simple theory for the conductance of conjugated systems (ab case) Longuet-Higgins, J. Chem. Phys. 1950, 18 , 265.

  13. Simple theory for the conductance of conjugated systems (ab case) Contacts connected to an a and a b atom Defect state

  14. Ovalene Delocalized defect state

  15. Pentacene & Picene

  16. Perylene

  17. Conductance in terms of Kekulé structures Fowler, Pickup, Todorova, Myrvold, JCP, 131, 244110 (2009).

  18. All electron DFT/Green’s function approach T(E)

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