1,105 research outputs found
Scoping study of the feasibility of developing a software tool to assist designers of pedestrian crossing places
This report is the outcome of a scoping study of how guidance can be provided for practising highway engineers in designing informal pedestrian crossing facilities. The main component of this report is an analysis by an IT consultant of a range of mechanisms for delivery of this. The study was informed by the opinions of a group of practitioners who have a direct interest in the provision of pedestrian facilities.
These results are placed in context and their consequences are explored in the first part of the report
An experimental study of abrupt changes in cake structure during deadend pressure filtration
In a practical study, a computer automated apparatus has been used to obtain experimental data
for the dead-end, constant pressure filtration of aqueous zinc sulphide suspensions. The
apparatus and particulate/suspension properties are briefly described and filtration data typical of
that acquired during the investigation are presented. The conditions under which unexpected
changes in cake structure occur are identified. It is shown how filtration parameters such as
pressure, filter cell diameter and particle dispersion all influence the onset of both irreversible and
reversible changes in cake structure and how these changes induce disturbances in the expected
filtrate flow. Analyses of the experimental data and their relation to previous studies suggest that
more localised changes in cake structure are responsible for the effects observed. The most
probable mechanism is the migration of particle fines within a forming cake leading to the
establishment of preferential flow channels; alternative mechanisms are also presented and
discussed. It is concluded that an abrupt change in cake form is more likely during the filtration of
suspensions containing loosely networked particles and when filter cell dimensions are larger
Theory of coherent Bragg spectroscopy of a trapped Bose-Einstein condensate
We present a detailed theoretical analysis of Bragg spectroscopy from a
Bose-Einstein condensate at T=0K. We demonstrate that within the linear
response regime, both a quantum field theory treatment and a meanfield
Gross-Pitaevskii treatment lead to the same value for the mean evolution of the
quasiparticle operators. The observable for Bragg spectroscopy experiments,
which is the spectral response function of the momentum transferred to the
condensate, can therefore be calculated in a meanfield formalism. We analyse
the behaviour of this observable by carrying out numerical simulations in
axially symmetric three-dimensional cases and in two dimensions. An approximate
analytic expression for the observable is obtained and provides a means for
identifying the relative importance of three broadening and shift mechanisms
(meanfield, Doppler, and finite pulse duration) in different regimes. We show
that the suppression of scattering at small values of q observed by
Stamper-Kurn et al. [Phys. Rev. Lett. 83, 2876 (1999)] is accounted for by the
meanfield treatment, and can be interpreted in terms of the interference of the
u and v quasiparticle amplitudes. We also show that, contrary to the
assumptions of previous analyses, there is no regime for trapped condensates
for which the spectral response function and the dynamic structure factor are
equivalent. Our numerical calculations can also be performed outside the linear
response regime, and show that at large laser intensities a significant
decrease in the shift of the spectral response function can occur due to
depletion of the initial condensate.Comment: RevTeX4 format, 16 pages plus 7 eps figures; Update to published
version: minors changes and an additional figure. (To appear in Phys. Rev. A
Simulation of a stationary dark soliton in a trapped zero-temperature Bose-Einstein condensate
We discuss a computational mechanism for the generation of a stationary dark
soliton, or black soliton, in a trapped Bose-Einstein condensate using the
Gross-Pitaevskii (GP) equation for both attractive and repulsive interaction.
It is demonstrated that the black soliton with a "notch" in the probability
density with a zero at the minimum is a stationary eigenstate of the GP
equation and can be efficiently generated numerically as a nonlinear
continuation of the first vibrational excitation of the GP equation in both
attractive and repulsive cases in one and three dimensions for pure harmonic as
well as harmonic plus optical-lattice traps. We also demonstrate the stability
of this scheme under different perturbing forces.Comment: 7 pages, 15 ps figures, Final version accepted in J Low Temp Phy
Finite temperature theory of the trapped two dimensional Bose gas
We present a Hartree-Fock-Bogoliubov (HFB) theoretical treatment of the
two-dimensional trapped Bose gas and indicate how semiclassical approximations
to this and other formalisms have lead to confusion. We numerically obtain
results for the fully quantum mechanical HFB theory within the Popov
approximation and show that the presence of the trap stabilizes the condensate
against long wavelength fluctuations. These results are used to show where
phase fluctuations lead to the formation of a quasicondensate.Comment: 4 pages, 3 figure
Kinetic model of II-VI(001) semiconductor surfaces: Growth rates in atomic layer epitaxy
We present a zinc-blende lattice gas model of II-VI(001) surfaces, which is
investigated by means of Kinetic Monte Carlo (KMC) simulations. Anisotropic
effective interactions between surface metal atoms allow for the description
of, e.g., the sublimation of CdTe(001), including the reconstruction of
Cd-terminated surfaces and its dependence on the substrate temperature T. Our
model also includes Te-dimerization and the potential presence of excess Te in
a reservoir of weakly bound atoms at the surface. We study the self-regulation
of atomic layer epitaxy (ALE) and demonstrate how the interplay of the
reservoir occupation with the surface kinetics results in two different
regimes: at high T the growth rate is limited to 0.5 layers per ALE cycle,
whereas at low enough T each cycle adds a complete layer of CdTe. The
transition between the two regimes occurs at a characteristic temperature and
its dependence on external parameters is studied. Comparing the temperature
dependence of the ALE growth rate in our model with experimental results for
CdTe we find qualitative agreement.Comment: 9 pages (REVTeX), 8 figures (EPS). Content revised, references added,
typos correcte
Calculation of mode coupling for quadrupole excitations in a Bose-Einstein condensate
In this paper we give a theoretical description of resonant coupling between
two collective excitations of a Bose condensed gas (BEC) on, or close, to a
second harmonic resonance. Using analytic expressions for the quasi-particle
wavefunctions we show that the coupling between quadrupole modes is strong,
leading to a coupling time of a few milliseconds (for a TOP trap with radial
frequency 100 Hz and 10^4 atoms). Using the hydrodynamic approximation, we
derive analytic expression for the coupling matrix element. These can be used
with an effective Hamiltonian (that we also derive) to describe the dynamics of
the coupling process and the associated squeezing effects.Comment: 12 pages, 3 figure
- …