833 research outputs found
Tunable Band Gap in Graphene with a Non-Centrosymmetric Superlattice Potential
We show that, if graphene is subjected to the potential from an external
superlattice, a band gap develops at the Dirac point provided the superlattice
potential has broken inversion symmetry. As a numerical example, we calculate
the band structure of graphene in the presence of an external potential due to
periodically patterned gates arranged in a triangular graphene superlattice
(TGS) with broken inversion symmetry, and find that a band gap is created at
both the original and "second generation" Dirac point. The gap can be
controlled, in principle, by changing the external potential and the lattice
constant of the TGS.Comment: 6 figures, Phys. Rev. B 79, 20543
Viscous Effect on Surface Waves Generated by Steady Disturbances
A linearized theory is applied here to investigate the viscous effect on water waves generated and maintained by a system of external disturbances which is distributed over the free surface of an otherwise uniform flow. The flow is taken to be in the steady state configuration. The analysis is carried out to yield the asymptotic expressions for the surface wave when the Reynolds number of the flow is either large or small
Superlattices: problems and new opportunities, nanosolids
Superlattices were introduced 40 years ago as man-made solids to enrich the class of materials for electronic and optoelectronic applications. The field metamorphosed to quantum wells and quantum dots, with ever decreasing dimensions dictated by the technological advancements in nanometer regime. In recent years, the field has gone beyond semiconductors to metals and organic solids. Superlattice is simply a way of forming a uniform continuum for whatever purpose at hand. There are problems with doping, defect-induced random switching, and I/O involving quantum dots. However, new opportunities in component-based nanostructures may lead the field of endeavor to new heights. The all important translational symmetry of solids is relaxed and local symmetry is needed in nanosolids
Pressure distribution on a hydrofoil running near the water surface
The effect of the free surface on the pressure distribution on the upper side of a shallow-running hydrofoil is considered from a general point of view. Previous theoretical and experimental work is reviewed in order to compare the range of flow variables for which each treatment of the surface proximity problem is valid. A qualitative theoretical expression for the pressure is developed. This result shows the relative importance of the pertinent parameters and it is shown to agree qualitatively with previous experiments as well as with new pressure measurements made in the Free Surface Water Tunnel. The above considerations reinforce the view generally held in the past, that the methods of potential theory when properly applied to hydrofoils at shallow submergences may be expected to lead to valid and useful results
Delocalization and spreading in a nonlinear Stark ladder
We study the evolution of a wave packet in a nonlinear Schr\"odinger lattice
equation subject to a dc bias. In the absence of nonlinearity all normal modes
are spatially localized giving rise to a Stark ladder with an equidistant
eigenvalue spectrum and Bloch oscillations. Nonlinearity induces frequency
shifts and mode-mode interactions and destroys localization. With increasing
strength of nonlinearity we observe: (I) localization as a transient, with
subsequent subdiffusion (weak mode-mode interactions); (II) immediate
subdiffusion (strong mode-mode interactions); (III) single site trapping as a
transient, with subsequent explosive spreading, followed by subdiffusion. For
single mode excitations and weak nonlinearities stability intervals are
predicted and observed upon variation of the dc bias strength, which affect the
short and long time dynamics.Comment: 4 pages, 5 figure
Magnonic Crystal with Two-Dimensional Periodicity as a Waveguide for Spin Waves
We describe a simple method of including dissipation in the spin wave band
structure of a periodic ferromagnetic composite, by solving the Landau-Lifshitz
equation for the magnetization with the Gilbert damping term. We use this
approach to calculate the band structure of square and triangular arrays of Ni
nanocylinders embedded in an Fe host. The results show that there are certain
bands and special directions in the Brillouin zone where the spin wave lifetime
is increased by more than an order of magnitude above its average value. Thus,
it may be possible to generate spin waves in such composites decay especially
slowly, and propagate especially large distances, for certain frequencies and
directions in -space.Comment: 13 pages, 4 figures, submitted to Phys Rev
New Generation of Massless Dirac Fermions in Graphene under External Periodic Potentials
We show that new massless Dirac fermions are generated when a slowly varying
periodic potential is applied to graphene. These quasiparticles, generated near
the supercell Brillouin zone boundaries with anisotropic group velocity, are
different from the original massless Dirac fermions. The quasiparticle
wavevector (measured from the new Dirac point), the generalized pseudospin
vector, and the group velocity are not collinear. We further show that with an
appropriate periodic potential of triangular symmetry, there exists an energy
window over which the only available states are these quasiparticles, thus,
providing a good system to probe experimentally the new massless Dirac
fermions. The required parameters of external potentials are within the realm
of laboratory conditions.Comment: 4 pages, 4 figure
Review of development of the bentonite sedimenting method of sealing irrigation canals, A
CER59RDD8.March 1959
Limitations of a simplified dangling bond recombination model for a-Si:H
The validity of a widely used simple closed-form expression for the recombination associated with dangling bonds in hydrogenated amorphous silicon (a-Si:H) is linked to the relative position of the distribution of the dangling bond states with respect to the quasi-Fermi levels for trapped electrons and holes. However, these quasi-Fermi levels for traps have not been derived before. In this work, we derive the four relevant quasi-Fermi levels for traps associated with dangling bonds in a-Si:H and clarify the limitations of the simple model
Electronic and optical properties of beryllium chalcogenides/silicon heterostructures
We have calculated electronic and optical properties of
Si/BeSeTe heterostructures by a semiempirical
tight-binding method. Tight-binding parameters and band bowing of
BeSeTe are considered through a recent model for highly
mismatched semiconductor alloys. The band bowing and the measurements of
conduction band offset lead to a type II heterostucture for
Si/BeSeTe with conduction band minimum in the Si layer and
valence band maximum in the BeSeTe layer. The electronic
structure and optical properties of various (Si/(BeSeTe [001] superlattices have been considered. Two
bands of interface states were found within the bandgap of bulk Si. Our
calculations indicate that the optical edges are below the fundamental bandgap
of bulk Si and the transitions are optically allowed.Comment: 16 pager, 7 figure
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