427 research outputs found
Interlayer screening effect in graphene multilayers with ABA and ABC stacking
We study the effect of perpendicular electric fields on the band structures
of ABA and ABC graphene multilayers, and find that the electronic screening
effect is significantly different between them. In ABA multilayers, the field
produces a band overlap and gives a linear screening, while in ABC multilayers,
in contrast, it opens an energy gap in the surface-state band at low energy,
leading to a strong screening effect essentially non-linear to the field
amplitude. The energy gap of a large ABC stack sharply rises when the external
field exceeds a certain critical value.Comment: 8 pages, 6 figure
Effects of edge magnetism and external electric field on energy gaps in multilayer graphene nanoribbons
Using first-principles density-functional theory, we study the electronic
structure of multilayer graphene nanoribbons as a function of the ribbon width
and the external electric field, applied perpendicular to the ribbon layers. We
consider two types of edges (armchair and zigzag), each with two edge
alignments (referred to as alpha- and beta-alignments). We show that, as in
monolayer and bilayer armchair nanoribbons, multilayer armchair nanoribbons
exhibit three classes of energy gaps which decrease with increasing width.
Nonmagnetic multilayer zigzag nanoribbons have band structures that are
sensitive to the edge alignments and the number of layers, indicating different
magnetic properties and resulting energy gaps. We find that energy gaps can be
induced in ABC-stacked ribbons with a perpendicular external electric field
while in other stacking sequences, the gaps decrease or remain closed as the
external electric field increases.Comment: 7 pages, 9 figures, text revised, last version before publicatio
Parity and valley degeneracy in multilayer graphene
We study spatial symmetry in general ABA-stacked multilayer graphene to
illustrate how electronic spectra at the two valleys are related in a magnetic
field. We show that the lattice of multilayers with an even number of layers,
as well as that of monolayer graphene, satisfy spatial inversion symmetry,
which rigorously guarantees valley degeneracy in the absence of time-reversal
symmetry. A multilayer with an odd number of layers (three or more) lacks
inversion symmetry, but there is another transformation imposing an approximate
valley degeneracy, which arises because the low-energy Hamiltonian consists of
separate monolayerlike and bilayerlike parts. We show that an external
electrostatic potential generally breaks valley degeneracy in a magnetic field,
in a markedly different manner in odd and even multilayers.Comment: 6 pages, 3 figure
Electronic states and Landau levels in graphene stacks
We analyze, within a minimal model that allows analytical calculations, the
electronic structure and Landau levels of graphene multi-layers with different
stacking orders. We find, among other results, that electrostatic effects can
induce a strongly divergent density of states in bi- and tri-layers,
reminiscent of one-dimensional systems. The density of states at the surface of
semi-infinite stacks, on the other hand, may vanish at low energies, or show a
band of surface states, depending on the stacking order
An Overview of Lessons Learned from Sonic-Boom Flight Research Projects Conducted by NASA Armstrong Flight Research Center
This presentation describes the planning and executing of large scale sonic-boom acoustics tests as a part of LBFD testing with the goal to give the future teams the road-map for how to efficiently and effectively plan and execute these types of tests
A Summary of the Lateral Cutoff Analysis and Results from Nasa's Farfield Investigation of No-Boom Thresholds
In support of the ongoing effort by the National Aeronautics and Space Administration (NASA) to bring supersonic commercial travel to the public, NASA, in partnership with other industry organizations, conducted a flight research experiment to analyze acoustic propagation at the lateral edge of the sonic boom carpet. The name of the effort was the Farfield Investigation of No-boom Thresholds (FaINT). The research from FaINT determined an appropriate metric for sonic boom waveforms in the transition and shadow zones called Perceived Sound Exposure Level, established a value of 65 dB as a limit for the acoustic lateral extent of a sonic boom's noise region, analyzed change in sonic boom levels near lateral cutoff, and compared between real sonic boom measurements and numerical predictions
An Overview of Lessons Learned from Sonic-boom Flight Research Projects Conducted by NASA Armstrong Flight Research Center
Over the course of four years, a team of aerospace engineers at the National Aeronautics and Space Administration Armstrong Flight Research Center completed four projects, each with the objective to research sonic-boom signatures from a ground-and building-level perspective. The relatively compressed timeline of these projects resulted in many lessons learned. With each successive project, these lessons have been more relied upon and referenced. This paper provides a high-level overview of the teams relevant lessons learned and the importance of these lessons for future projects
Securin Is Not Required for Chromosomal Stability in Human Cells
Abnormalities of chromosome number are frequently observed in cancers. The mechanisms regulating chromosome segregation in human cells are therefore of great interest. Recently it has been reported that human cells without an hSecurin gene lose chromosomes at a high frequency. Here we show that, after hSecurin knockout through homologous recombination, chromosome losses are only a short, transient effect. After a few passages hSecurin(−/−) cells became chromosomally stable and executed mitoses normally. This was unexpected, as the securin loss resulted in a persisting reduction of the sister-separating protease separase and inefficient cleavage of the cohesin subunit Scc1. Our data demonstrate that securin is dispensable for chromosomal stability in human cells. We propose that human cells possess efficient mechanisms to compensate for the loss of genes involved in chromosome segregation
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