1,558 research outputs found

    Mental health impacts of flooding: a controlled interrupted time series analysis of prescribing data in England.

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    BACKGROUND: There is emerging evidence that people affected by flooding suffer adverse impacts on their mental well-being, mostly based on self-reports. METHODS: We examined prescription records for drugs used in the management of common mental disorder among primary care practices located in the vicinity of recent large flood events in England, 2011-2014. A controlled interrupted time series analysis was conducted of the number of prescribing items for antidepressant drugs in the year before and after the flood onset. Pre-post changes were compared by distance of the practice from the inundated boundaries among 930 practices located within 10 km of a flood. RESULTS: After control for deprivation and population density, there was an increase of 0.59% (95% CI 0.24 to 0.94) prescriptions in the postflood year among practices located within 1 km of a flood over and above the change observed in the furthest distance band. The increase was greater in more deprived areas. CONCLUSIONS: This study suggests an increase in prescribed antidepressant drugs in the year after flooding in primary care practices close to recent major floods in England. The degree to which the increase is actually concentrated in those flooded can only be determined by more detailed linkage studies

    On a new conformal functional for simplicial surfaces

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    We introduce a smooth quadratic conformal functional and its weighted version W2=eβ2(e)W2,w=e(ni+nj)β2(e),W_2=\sum_e \beta^2(e)\quad W_{2,w}=\sum_e (n_i+n_j)\beta^2(e), where β(e)\beta(e) is the extrinsic intersection angle of the circumcircles of the triangles of the mesh sharing the edge e=(ij)e=(ij) and nin_i is the valence of vertex ii. Besides minimizing the squared local conformal discrete Willmore energy WW this functional also minimizes local differences of the angles β\beta. We investigate the minimizers of this functionals for simplicial spheres and simplicial surfaces of nontrivial topology. Several remarkable facts are observed. In particular for most of randomly generated simplicial polyhedra the minimizers of W2W_2 and W2,wW_{2,w} are inscribed polyhedra. We demonstrate also some applications in geometry processing, for example, a conformal deformation of surfaces to the round sphere. A partial theoretical explanation through quadratic optimization theory of some observed phenomena is presented.Comment: 14 pages, 8 figures, to appear in the proceedings of "Curves and Surfaces, 8th International Conference", June 201

    Effects of N(2080)3/2N(2080){3/2}^- and N(2270)3/2N(2270)3/2^- molecules on KΣK^\ast \Sigma photoproduction

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    In the present work, we re-analyze the available data for γpK+Σ0\gamma p\to K^{\ast +}\Sigma^0 and γpK0Σ+\gamma p \to K^{\ast 0}\Sigma^+ by considering the contributions from the N(2080)3/2N(2080){3/2}^- and N(2270)3/2N(2270)3/2^- molecules instead of any nucleon resonances in the ss channel, where the N(2080)3/2N(2080)3/2^- was proposed to be a KΣK^\ast \Sigma molecule as the strange partner of the Pc+(4457)P_c^+(4457) hadronic molecular state, and the N(2270)3/2N(2270)3/2^- was assumed to be a KΣK^*\Sigma^* molecule as the strange partner of the DˉΣc\bar{D}^\ast \Sigma^\ast_c bound states that are predicated as members in the same heavy-quark spin symmetry multiplet as the PcP_c states. It turns out that all the available cross-section data can be well reproduced, indicating that the molecular structures of the possible N(2080)3/2N(2080){3/2}^- and N(2270)3/2N(2270)3/2^- states are compatible with the available data for KΣK^\ast\Sigma photoproduction reactions. Further analysis shows that for both γpK+Σ0\gamma p\to K^{\ast +}\Sigma^0 and γpK0Σ+\gamma p \to K^{\ast 0}\Sigma^+ reactions, the N(2080)3/2N(2080){3/2}^- exchange provides dominant contributions to the cross-sections in the near-threshold energy region, and significant contributions from the N(2270)3/2N(2270)3/2^- exchange to the cross-sections in the higher energy region are also found. Predictions of the beam asymmetry Σ\Sigma, target asymmetry TT, and recoil baryon asymmetry PP are presented and compared with those from our previous work. Measurements of the data on these observables are called on to further constrain the reaction mechanisms of KΣK^\ast\Sigma photoproduction reactions and to verify the molecular scenario of the N(2080)3/2N(2080){3/2}^- and N(2270)3/2N(2270)3/2^- states.Comment: 10 pages, 8 figure

    Graphene-based photovoltaic cells for near-field thermal energy conversion

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    Thermophotovoltaic devices are energy-conversion systems generating an electric current from the thermal photons radiated by a hot body. In far field, the efficiency of these systems is limited by the thermodynamic Schockley-Queisser limit corresponding to the case where the source is a black body. On the other hand, in near field, the heat flux which can be transferred to a photovoltaic cell can be several orders of magnitude larger because of the contribution of evanescent photons. This is particularly true when the source supports surface polaritons. Unfortunately, in the infrared where these systems operate, the mismatch between the surface-mode frequency and the semiconductor gap reduces drastically the potential of this technology. Here we show that graphene-based hybrid photovoltaic cells can significantly enhance the generated power paving the way to a promising technology for an intensive production of electricity from waste heat.Comment: 5 pages, 4 figure
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