3,398 research outputs found
Impact of precisely positioned dopants on the performance of an ultimate silicon nanowire transistor: a full three-dimensional NEGF simulation study
In this paper, we report the first systematic study of quantum transport simulation of the impact of precisely positioned dopants on the performance of ultimately scaled gate-all-around silicon nanowire transistors (NWTs) designed for digital circuit applications. Due to strong inhomogeneity of the selfconsistent electrostatic potential, a full 3-D real-space nonequilibrium Green function formalism is used. The simulations are carried out for an n-channel NWT with 2.2 × 2.2 nm2 cross section and 6-nm channel length, where the locations of the precisely arranged dopants in the source-drain extensions and in the channel region have been varied. The individual dopants act as localized scatters, and hence, impact of the electron transport is directly correlated to the position of the single dopants. As a result, a large variation in the ON-current and a modest variation of the subthreshold slope are observed in the ID-VG characteristics when comparing devices with microscopically different discrete dopant configurations. The variations of the current-voltage characteristics are analyzed with reference to the behavior of the transmission coefficients
Optical-NIR analysis of globular clusters in the IKN dwarf spheroidal: a complex star formation history
Age, metallicity and spatial distribution of globular clusters (GCs) provide
a powerful tool to reconstruct major star-formation episodes in galaxies. IKN
is a faint dwarf spheroidal (dSph) in the M81 group of galaxies. It contains
five old GCs, which makes it the galaxy with the highest known specific
frequency (SN=126). We estimate the photometric age, metallicity and spatial
distribution of the poorly studied IKN GCs. We search SDSS for GC candidates
beyond the HST field of view, which covers half of IKN. To break the
age-metallicity degeneracy in the V-I colour we use WHT/LIRIS Ks-band
photometry and derive photometric ages and metallicities by comparison with SSP
models in the V,I,Ks colour space. IKN GCs' VIKs colours are consistent with
old ages ( Gyr) and a metallicity distribution with a higher mean than
typical for such a dSph ([Fe/H dex). Their
photometric masses range () implies
a high mass ratio between GCs and field stars, of . Mixture model
analysis of the RGB field stars' metallicity suggests that 72\% of the stars
may have formed together with the GCs. Using the most massive GC-SFR relation
we calculate a SFR of yr during its formation epoch. We note
that the more massive GCs are closer to the galaxy photometric centre. IKN GCs
also appear spatially aligned along a line close to the IKN major-axis and
nearly orthogonal to the plane of spatial distribution of galaxies in the M81
group. We identify one new IKN GC candidate based on colour and PSF analysis of
the SDSS data. The evidence towards i) broad and high metallicity distribution
of the field IKN RGB stars and its GCs, ii) high fraction and iii), spatial
alignment of IKN GCs, supports a scenario for tidally triggered complex IKN's
SFH in the context of interactions with galaxies in the M81 group.Comment: 12 pages, 9 figures, accepted to A&
A Unified Conformal Field Theory Description of Paired Quantum Hall States
The wave functions of the Haldane-Rezayi paired Hall state have been
previously described by a non-unitary conformal field theory with central
charge c=-2. Moreover, a relation with the c=1 unitary Weyl fermion has been
suggested. We construct the complete unitary theory and show that it
consistently describes the edge excitations of the Haldane-Rezayi state.
Actually, we show that the unitary (c=1) and non-unitary (c=-2) theories are
related by a local map between the two sets of fields and by a suitable change
of conjugation. The unitary theory of the Haldane-Rezayi state is found to be
the same as that of the 331 paired Hall state. Furthermore, the analysis of
modular invariant partition functions shows that no alternative unitary
descriptions are possible for the Haldane-Rezayi state within the class of
rational conformal field theories with abelian current algebra. Finally, the
known c=3/2 conformal theory of the Pfaffian state is also obtained from the
331 theory by a reduction of degrees of freedom which can be physically
realized in the double-layer Hall systems.Comment: Latex, 42 pages, 2 figures, 3 tables; minor corrections to text and
reference
Model turbulent floods with the Smagorinski large eddy closure
Floods, tides and tsunamis are turbulent, yet conventional models are based
upon depth averaging inviscid irrotational flow equations. We propose to change
the base of such modelling to the Smagorinksi large eddy closure for turbulence
in order to appropriately match the underlying fluid dynamics. Our approach
allows for large changes in fluid depth to cater for extreme inundations. The
key to the analysis underlying the approach is to choose surface and bed
boundary conditions that accommodate a constant turbulent shear as a nearly
neutral mode. Analysis supported by slow manifold theory then constructs a
model for the coupled dynamics of the fluid depth and the mean turbulent
lateral velocity. The model resolves the internal turbulent shear in the flow
and thus may be used in further work to rationally predict erosion and
transport in turbulent floods
Position-Dependent Performance in 5 nm Vertically Stacked Lateral Si Nanowires Transistors
In this work, we investigated the performance of vertically stacked lateral nanowires transistors (NWTs) considering the effects of series resistance. Also, we consider the vertical positions of the lateral nanowires in the stack and diameter variation of the lateral NWTs as new sources of process variability
Variability-Aware Simulations of 5 nm Vertically Stacked Lateral Si Nanowires Transistors
In this work, we present a simulation study of vertically stacked lateral nanowires transistors (NWTs) considering various sources of statistical variability. Our simulation approach is based on various simulations techniques to capture the complexity in such ultra-scaled device
Positive solutions for a class of non-autonomous second order difference equations via a new functional fixed point theorem
summary:In this paper, by using recent results on fixed point index, we develop a new fixed point theorem of functional type for the sum of two operators where is Lipschitz invertible and a -set contraction. This fixed point theorem is then used to establish a new result on the existence of positive solutions to a non-autonomous second order difference equation
- …