45,691 research outputs found

    Sarah Turner - eco-artist and designer through craft-based upcycling

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    Sarah Turner is an eco-artist and designer who practices craft-based upcycling with waste plastic bottles and cans to create lighting, sculpture and decorative home interior products. Since 1998, her enthusiasm, creativity and good will have allowed her to gain several high-profile client commissions and to win awards from design, innovation and business competitions. The aim of this portrait is to introduce Sarah’s work and shed light on the resources, knowledge and skills involved in her practice and on the barriers to and drivers for her craft-based upcycling. We consider that Sarah’s work could be one of the stepping stones for a shift towards more sustainable craft practice, both in the United Kingdom and beyond. By exploring the right ingredients for craft-based upcycling, barriers liable to be faced and key drivers that stimulate motivation, we hope that this portrait will inspire and attract more designers and makers to embed upcycling in their future practice

    A learning community two years on: reflecting on successes and framing futures

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    This paper reports the results of a participatory action research (PAR) evaluation conducted with the members of the Granite Belt Learners Group in their rural 'learning community' in South East Queensland, and presents an action research and evaluation framework to guide the community on the next stage of its journey

    Fate of wild-caught Antechinus flavipes released after physiological experiments

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    Animals may be released into the wild for introduction, translocation or rehabilitation programs. Often, released animals do not survive or reproduce as well as wild conspecifics. Another circumstance whereby animals may be released is the return to the wild of research subjects, and although these animals may be expected to fare better than those from introduction, translocation or rehabilitation programs, there is little information regarding their subsequent survival and reproduction. We examine here the survivorship and reproductive success of five (one male, four female) yellow-footed antechinus (Antechinus flavipes) released back into the wild after being held in captivity for approximately one week for physiological experiments. Three of the four female Antechinus were recaptured after release and, on inspection, all three had 10 pouch young. Survivorship after release of antechinus held in captivity (0.75) was not different from the population as a whole, which ranged between 0.5 and 1.0. We therefore present unequivocal evidence that Antechinus released into the wild after physiological experiments can successfully survive and reproduce. This information is important for wildlife managers and animal ethics committees when considering the fate of ex-research animals

    Optical sum rules that relate to the potential energy of strongly correlated systems

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    A class of sum rules for inelastic light scattering is developed. We show that the first moment of the non-resonant response provides information about the potential energy in strongly correlated systems. The polarization dependence of the sum rules provide information about the electronic excitations in different regions of the Brillouin zone. We determine the sum rule for the Falicov-Kimball model, which possesses a metal-insulator transition, and compare our results to the light scattering experiments in SmB_6.Comment: (5 pages, 3 figures, typeset in ReVTeX

    Chaos in Time Dependent Variational Approximations to Quantum Dynamics

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    Dynamical chaos has recently been shown to exist in the Gaussian approximation in quantum mechanics and in the self-consistent mean field approach to studying the dynamics of quantum fields. In this study, we first show that any variational approximation to the dynamics of a quantum system based on the Dirac action principle leads to a classical Hamiltonian dynamics for the variational parameters. Since this Hamiltonian is generically nonlinear and nonintegrable, the dynamics thus generated can be chaotic, in distinction to the exact quantum evolution. We then restrict attention to a system of two biquadratically coupled quantum oscillators and study two variational schemes, the leading order large N (four canonical variables) and Hartree (six canonical variables) approximations. The chaos seen in the approximate dynamics is an artifact of the approximations: this is demonstrated by the fact that its onset occurs on the same characteristic time scale as the breakdown of the approximations when compared to numerical solutions of the time-dependent Schrodinger equation.Comment: 10 pages (12 figures), RevTeX (plus macro), uses epsf, minor typos correcte
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