Wave packets in mesoscopic systems: From time-dependent dynamics to transport phenomena in graphene and topological insulators
Wave packets in mesoscopic systems: From time-dependent dynamics to transport phenomena in graphene and topological insulators
复制标题
介观系统中的波包:从时间相关动力学到石墨烯和拓扑绝缘体中的传输现象
DOI:
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发表时间:
2013
期刊:
影响因子:
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通讯作者:
V. Krückl
中科院分区:
文献类型:
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作者:
V. Krückl
At the beginning of 21th century, the range of solid state materials was
extended by crystals featuring charge excitations with a chiral spin or
pseudo-spin texture close to the Fermi energy. Such exceptional electronic
properties can be found in graphene or topological insulators, which both
render a great potential for upcoming electronic devices.
In this thesis, mesoscopic systems of such solid state materials are
investigated by a time-dependent scheme, which describes the electronic
excitations by the propagation of wave packets. The time evolution of an
initial state contains the information of various dynamical observables,
which often feature interesting effects. For example, graphene subjected
to a perpendicular magnetic field exhibits a rich revival structure,
leading to a periodic sequence of collapses and revivals of an initially
localized state. An additional dynamical effect arising in superstructures
of zero-gap semiconductors are so called Bloch-Zener oscillations, which
arise because of a Zener tunneling event between the electron and hole
branch during one Bloch cycle. This leads to a richer frequency pattern
and generates prominent traces in the current-voltage characteristics.
Furthermore, dynamical observables can also be transformed into static
physical properties, like density of states or transmission amplitudes.
Accordingly, a wave-packet propagating through a mesoscopic system can be
employed to derive its static scattering characteristics. This is utilized
to investigate the switching functionality of constrictions based on
mercury telluride heterostructures, which act as a building block for a
novel charge and spin-transistor presented in this thesis. Furthermore,
Berry phase effects of mercury telluride quantum wells acting as
topological or conventional insulators are studied with respect to
signatures in diffusive transport like weak localization.