516 research outputs found
Emotion management in small hotels: meeting the challenges of flexibility and informality
This paper shows that in small hotels, hotel owners interpret „hospitality‟ more broadly than mere commercial concerns. Hoteliers engage with three interdependent hospitality domains, commercial, social and private (Lashley, 2000), an approach that enables them to perceive guest interactions as informal; characterised by hoteliers wanting to „know‟ and „relate to‟ their guests. The findings here, drawn from a study of small hotels in the UK, show how owners manage this form of the „host-guest relationship‟ (Tucker, 2003) by employing a range of emotion management strategies. These mirror Bolton‟s 4Ps framework (2009) of pecuniary, professional, presentational and philanthropic emotion management roles. Adopting this fluid approach, rather than relying on emotional labour (Hochschild, 1983), enables the hoteliers to respond flexibly to meet the needs of their different types of guest. The findings in this paper validate Bolton‟s argument (2005) for using agential flexible emotion management that captures but goes beyond emotional labour
Comment on "Oxygen as a Site Specific Probe of the Structure of Water and Oxide Materials", PRL 107, 144501 (2011)
A recent paper by Zeidler et al. (PRL 107, 144501 (2011)) describes a neutron
scattering experiment on water in which oxygen isotope substitution is
successfully achieved for the first time. Differences between scattering
patterns with different oxygen isotopes give a combination of the O-O and O-H
(or O-D) structure factors, and the method elegantly minimizes some of the
problematic inelasticity effects associated with neutron scattering from
hydrogen. Particular conclusions of the new work are that the OH bond length in
the light water molecule is about 0.005A longer than the same bond in heavy
water, and that the hydrogen bond peaks in both liquids are at about the same
position. Notwithstanding the substantial progress demonstrated by the new
work, the comparison with our own results (PRL, 101, 065502 (2008)) by Zeidler
et al. is in our opinion misleading.Comment: 2 pages, 1 figure
Modelling the atomic structure of very high-density amorphous ice
The structure of very high-density amorphous (VHDA) ice has been modelled by
positionally disordering three crystalline phases, namely ice IV, VI and XII.
These phases were chosen because only they are stable or metastable in the
region of the ice phase diagram where VHDA ice is formed, and their densities
are comparable to that of VHDA ice. An excellent fit to the medium range of the
experimentally observed pair-correlation function g(r) of VHDA ice was obtained
by introducing disorder into the positions of the H2O molecules, as well as
small amounts of molecular rotational disorder, disorder in the O--H bond
lengths and disorder in the H--O--H bond angles. The low-k behaviour of the
experimental structure factor, S(k), is also very well reproduced by this
disordered-crystal model. The fraction of each phase present in the best-fit
disordered model is very close to that observed in the probable crystallization
products of VHDA ice. In particular, only negligible amounts of ice IV are
predicted, in accordance with experimental observation.Comment: 4 pages, 3 figures, 1 table, v2: changes made in response to
referees' comments, the justification for using certain ice phases is
improved, and ice IV is now disordered as wel
The Structure of Liquid and Amorphous Hafnia.
Understanding the atomic structure of amorphous solids is important in predicting and tuning their macroscopic behavior. Here, we use a combination of high-energy X-ray diffraction, neutron diffraction, and molecular dynamics simulations to benchmark the atomic interactions in the high temperature stable liquid and low-density amorphous solid states of hafnia. The diffraction results reveal an average Hf-O coordination number of ~7 exists in both the liquid and amorphous nanoparticle forms studied. The measured pair distribution functions are compared to those generated from several simulation models in the literature. We have also performed ab initio and classical molecular dynamics simulations that show density has a strong effect on the polyhedral connectivity. The liquid shows a broad distribution of Hf-Hf interactions, while the formation of low-density amorphous nanoclusters can reproduce the sharp split peak in the Hf-Hf partial pair distribution function observed in experiment. The agglomeration of amorphous nanoparticles condensed from the gas phase is associated with the formation of both edge-sharing and corner-sharing HfO6,7 polyhedra resembling that observed in the monoclinic phase
The Structure of Glassy and Liquid Sulfur Revisited
High energy x-ray experiments have been performed on liquid and glassy sulfur over a wide temperature range. Heating the elastic quenched glass above -9 ºC and supercooling liquid sulfur below 51 ºC both resulted in crystallization to monoclinic sulfur. The average coordination number of the first shell in glassy sulfur determined from the pair distribution function is found to be 1.90±0.05. This result is in good agreement with previous neutron and x-ray pair distribution function studies, and lends support to the recent proposal that there are a significant number of short chains in the low temperature liquid upon melting. Also, a non-negligible coordination number of 0.20±0.04 is found in the interstitial region between the first and second shells in glassy sulfur, similar to that found in the liquid. An increase in the third peak in the glassy pair distribution function at 4.47 Å associated with S8-rings indicates the percentage is higher in the quenched glass compared to the stable liquid. This casts doubt on previous estimations of the percentage of S8-rings present upon melting
Effects of three-body interactions on the structure and thermodynamics of liquid krypton
Large-scale molecular dynamics simulations are performed to predict the
structural and thermodynamic properties of liquid krypton using a potential
energy function based on the two-body potential of Aziz and Slaman plus the
triple-dipole Axilrod-Teller (AT) potential. By varying the strength of the AT
potential we study the influence of three-body contribution beyond the
triple-dipole dispersion. It is seen that the AT potential gives an overall
good description of liquid Kr, though other contributions such as higher order
three-body dispersion and exchange terms cannot be ignored.Comment: 11 pages, 3 figures, LaTeX, to appear in J. Chem. Phy
Deciphering diffuse scattering with machine learning and the equivariant foundation model: The case of molten FeO
Bridging the gap between diffuse x-ray or neutron scattering measurements and
predicted structures derived from atom-atom pair potentials in disordered
materials, has been a longstanding challenge in condensed matter physics. This
perspective gives a brief overview of the traditional approaches employed over
the past several decades. Namely, the use of approximate interatomic pair
potentials that relate 3-dimensional structural models to the measured
structure factor and its associated pair distribution function. The use of
machine learned interatomic potentials has grown in the past few years, and has
been particularly successful in the cases of ionic and oxide systems. Recent
advances in large scale sampling, along with a direct integration of scattering
measurements into the model development, has provided improved agreement
between experiments and large-scale models calculated with quantum mechanical
accuracy. However, details of local polyhedral bonding and connectivity in
meta-stable disordered systems still require improvement. Here we leverage
MACE-MP-0; a newly introduced equivariant foundation model and validate the
results against high-quality experimental scattering data for the case of
molten iron(II) oxide (FeO). These preliminary results suggest that the
emerging foundation model has the potential to surpass the traditional
limitations of classical interatomic potentials.Comment: 9 pages, 5 figure
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