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Adiabatic Pumping in the Quasi-one-dimensional Triangle Lattice by Schulze, M.; Bercioux, D.; Urban, D. F. is a scholarly article available to read on EtoBox.

What is Adiabatic Pumping in the Quasi-one-dimensional Triangle Lattice about?

We analyze the properties of the quasi-one-dimensional triangle lattice emphasizing the occurrence of flat bands and band touching via the tuning of the lattice hopping parameters and on-site energies. The spectral properties of the infinite system will be compared with the transmission through a finite piece of the lattice with attached semi-infinite leads. Furthermore, we investigate the adiabatic pumping properties of such a system: depending on the transmission through the lattice, this results in nonzero integer charge transfers or transfers that increase linearly with the lattice size.

Author

Schulze, M.; Bercioux, D.; Urban, D. F.

Published

2012

Language

EN