1,400 research outputs found

    EFFECT OF LEFT AXIS DEVIATION ON CARDIAC RESYNCHRONIZATION THERAPY RESPONSE IN PATIENTS WITH LEFT BUNDLE BRANCH BLOCK

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    Synthetic models of distribution networks based on open data and georeferenced information

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    Many planning and operation studies that aim at fully assessing and optimizing the performance of the distribution grids, in response to the current trends, cannot ignore grid limitations. Modelling the distribution system, by including the electrical characteristics of the network (e.g., topology) and end user behaviors, has become complex, but essential, for all conventional and emerging actors/players of power systems (i.e., system and market operators, regulators, new market parties as service providers, aggregators, researchers, etc.). This paper deals with a methodology that, starting from publicly available open data on the energy consumption of a region or wider area, is capable to obtain reasonable load and generation profiles for the network supplied by each primary substation in the region/area. Furthermore, by combining these profiles with territorial and socio-economic information, the proposed methodology is able to model the network in terms of lines, conductors, loads and generators. The results of this procedure are the synthetic networks of the real distribution networks, that do not correspond exactly to the actual networks, but can characterize them in a realistic way. Such models can be used for all the kind of optimization studies that need to check the grid limitations. Results derived from Italian test cases are presented and discussed

    Resummation of fermionic in-medium ladder diagrams to all orders

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    A system of fermions with a short-range interaction proportional to the scattering length aa is studied at finite density. At any order ana^n, we evaluate the complete contributions to the energy per particle Eˉ(kf)\bar E(k_f) arising from combined (multiple) particle-particle and hole-hole rescatterings in the medium. This novel result is achieved by simply decomposing the particle-hole propagator into the vacuum propagator plus a medium-insertion and correcting for certain symmetry factors in the (n−1)(n-1)-th power of the in-medium loop. Known results for the low-density expansion up to and including order a4a^4 are accurately reproduced. The emerging series in akfa k_f can be summed to all orders in the form of a double-integral over an arctangent function. In that representation the unitary limit a→∞a\to \infty can be taken and one obtains the value ξ=0.5067\xi= 0.5067 for the universal Bertsch parameter. We discuss also applications to the equation of state of neutron matter at low densities and mention further extensions of the resummation method.Comment: 12 pages, 7 figures, submitted to Nuclear Physics
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