14,386 research outputs found
Development of a novel metastable composite material
The development of a new family of mouldable metastable composite materials has been demonstrated. Their special quality is derived from the ability to maintain the matrix as a supercooled liquid or gel whose solidification can be triggered mechanically, as desired, by a user. This article describes some aspects of the development work. In particular, the following are explained: the choice of matrix material; the use of additives to enhance the properties of the matrix; and the selection of reinforcement fibre. As part of the work, some mechanical testing was performed on several variations of a matrix-fibre pair and, to demonstrate the potential of such materials, some comparisons were made with a possible competitor material, a glass-reinforced urethane. It was shown that the metastable material could be formulated to provide mechanical properties that would make it suitable for applications such as orthopaedic casting, splinting and body armour, and in items of sports equipment, these being areas where its mouldability could be particularly desirable
On the Viability of Lattice Perturbation Theory
In this paper we show that the apparent failure of QCD lattice perturbation
theory to account for Monte Carlo measurements of perturbative quantities
results from choosing the bare lattice coupling constant as the expansion
parameter. Using instead ``renormalized'' coupling constants defined in terms
of physical quantities, like the heavy-quark potential, greatly enhances the
predictive power of lattice perturbation theory. The quality of these
predictions is further enhanced by a method for automatically determining the
coupling-constant scale most appropriate to a particular quantity. We present a
mean-field analysis that explains the large renormalizations relating lattice
quantities, like the coupling constant, to their continuum analogues. This
suggests a new prescription for designing lattice operators that are more
continuum-like than conventional operators. Finally, we provide evidence that
the scaling of physical quantities is asymptotic or perturbative already at
's as low as 5.7, provided the evolution from scale to scale is analyzed
using renormalized perturbation theory. This result indicates that reliable
simulations of (quenched) QCD are possible at these same low 's.Comment: 3
Non-classical computing: feasible versus infeasible
Physics sets certain limits on what is and is not computable. These limits are very far from having been reached by current technologies. Whilst proposals for hypercomputation are almost certainly infeasible, there are a number of non classical approaches that do hold considerable promise. There are a range of possible architectures that could be implemented on silicon that are distinctly different from the von Neumann model. Beyond this, quantum simulators, which are the quantum equivalent of analogue computers, may be constructable in the near future
A computational method for the coupled solution of reactionâdiffusion equations on evolving domains and manifolds: application to a model of cell migration and chemotaxis
In this paper, we devise a moving mesh finite element method for the approximate solution of coupled bulkâsurface reactionâdiffusion equations on an evolving two dimensional domain. Fundamental to the success of the method is the robust generation of bulk and surface meshes. For this purpose, we use a novel moving mesh partial differential equation (MMPDE) approach. The developed method is applied to model problems with known analytical solutions; these experiments indicate second-order spatial and temporal accuracy. Coupled bulkâsurface problems occur frequently in many areas; in particular, in the modelling of eukaryotic cell migration and chemotaxis. We apply the method to a model of the two-way interaction of a migrating cell in a chemotactic field, where the bulk region corresponds to the extracellular region and the surface to the cell membrane
Follow the leader or the pack? Regulatory focus and academic entrepreneurial intentions
Drawing on the academic entrepreneurship and regulatory focus theory literature, and applying a multilevel per- spective, this paper examines why university academics intend to engage in formal (spin-off or start-up companies and licensing university research) or informal (collaborative research, contract research, continuous professional development, and contract consulting) commercialization activities and the role local contextual factors, in partic- ular leaders and work-group colleagues (peers), play in their commercialization choices. Based on a survey of 395 science, technology, engineering, and mathematics (STEM) academics working in 14 Scottish universities, the research findings suggest that an individualâs chronic regulatory focus has a direct effect on their formal and informal commercialization intent. The results reveal that the stronger an individualâs chronic promotion focus the stronger their formal and informal commercialization intentions and a stronger individual chronic prevention focus leads to weaker intentions to engage in informal commercialization. In addition, when contextual interaction effects are considered, leaders and workplace colleagues have different influences on commercialization intent. On the one hand, promotion-focused leaders can strengthen and prevention-focused leaders can under certain cir- cumstances weaken a promotion-focused academicâs formal commercialization intent. On the other hand, the level of workplace colleague engagement, acting as a reference point, strengthens not only promotion-focused academ- icsâ intent to engage in formal commercialization activities, but also prevention-focused academicsâ corresponding informal commercialization intent. As such, universities should consider the appointment of leaders who are strong role models and have a track record in formal and/or informal commercialization activities and also con- sider the importance workplace colleagues have on moderating an academicâs intention to engage in different forms of commercialization activities
Expected Precision of Higgs Boson Partial Widths within the Standard Model
We discuss the sources of uncertainty in calculations of the partial widths
of the Higgs boson within the Standard Model. The uncertainties come from two
sources: the truncation of perturbation theory and the uncertainties in input
parameters. We review the current status of perturbative calculations and note
that these are already reaching the parts-per-mil level of accuracy for the
major decay modes. The main sources of uncertainty will then come from the
parametric dependences on alpha_s, m_b, and m_c. Knowledge of these parameters
is systematically improvable through lattice gauge theory calculations. We
estimate the precision that lattice QCD will achieve in the next decade and the
corresponding precision of the Standard Model predictions for Higgs boson
partial widths.Comment: 20 pages, 1 figure; v2: minor typo correction
Ideas of landscape in John Keatsâ Teignmouth poems
In the spring of 1818 John Keats journeyed to Teignmouth in Devon to care for his dying brother.
This essay explores his idea of landscape in three poems of the period. The term âlandscapeâ
designates not only the geographical sense of land but also the meanings that are imposed upon or
emanate from issues concerning land. Keats made clear in letters to close friends that he held
Devon and its people in low esteem. Yet, in his poetry, he curiously rejoices in the beauties of
Devon and its people, assuming even the idiosyncrasies of a south-west country brogue. What
accounts for these extraordinary shifts in mood? The essay argues that even when the reality of
Devonshire failed him, Keatsâ poetry reflected a willingness to reach for an imagined landscape
where, free of the tribulations of actual existence, he lay kissing a milk maiden in the fields and
embracing the images of country life
Exploring Social Connections and Perceived Stress During COVID-19
This study evaluated university studentsâ levels of overall social connectedness, social connectedness with various groups (family, friends, classmates, instructors, school community), and perceived stress during the COVID-19 pandemic. Additionally, this study investigated whether there were associations between studentsâ overall social connectedness levels, levels of social connectedness with various groups, and perceived stress levels. Undergraduate students (n = 91) at a university in London, Ontario, completed a questionnaire comprising the Social Connectedness Scale, questions about social connections with particular groups, and the Perceived Stress Scale. A correlation analysis revealed a significant, negative correlation between overall social connectedness and perceived stress. Furthermore, hierarchical linear regression analyses revealed that levels of social connectedness with family and friends were the strongest significant predictors of both overall social connectedness level and perceived stress level. Studentsâ levels of perceived stress and overall social connectedness appeared lower than in past research, which could be a result of COVID-19
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