689 research outputs found

    A percolation system with extremely long range connections and node dilution

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    We study the very long-range bond-percolation problem on a linear chain with both sites and bonds dilution. Very long range means that the probability pijp_{ij} for a connection between two occupied sites i,ji,j at a distance rijr_{ij} decays as a power law, i.e. pij=ρ/[rijαN1α]p_{ij} = \rho/[r_{ij}^\alpha N^{1-\alpha}] when 0α<1 0 \le \alpha < 1, and pij=ρ/[rijln(N)]p_{ij} = \rho/[r_{ij} \ln(N)] when α=1\alpha = 1. Site dilution means that the occupancy probability of a site is 0<ps10 < p_s \le 1. The behavior of this model results from the competition between long-range connectivity, which enhances the percolation, and site dilution, which weakens percolation. The case α=0\alpha=0 with ps=1p_s =1 is well-known, being the exactly solvable mean-field model. The percolation order parameter PP_\infty is investigated numerically for different values of α\alpha, psp_s and ρ\rho. We show that in the ranges 0α1 0 \le \alpha \le 1 and 0<ps10 < p_s \le 1 the percolation order parameter PP_\infty depends only on the average connectivity γ\gamma of sites, which can be explicitly computed in terms of the three parameters α\alpha, psp_s and ρ\rho

    Delocalization and wave-packet dynamics in one-dimensional diluted Anderson models

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    We study the nature of one-electron eigen-states in a one-dimensional diluted Anderson model where every Anderson impurity is diluted by a periodic function f(l)f(l) . Using renormalization group and transfer matrix techniques, we provide accurate estimates of the extended states which appear in this model, whose number depends on the symmetry of the diluting function f(l)f(l). The density of states (DOS) for this model is also numerically obtained and its main features are related to the symmetries of the diluting function f(l)f(l). Further, we show that the emergence of extended states promotes a sub-diffusive spread of an initially localized wave-packet.Comment: 6 pages, 6 figures, to appear in EPJ

    Majority-Vote Model on a Random Lattice

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    The stationary critical properties of the isotropic majority vote model on random lattices with quenched connectivity disorder are calculated by using Monte Carlo simulations and finite size analysis. The critical exponents γ\gamma and β\beta are found to be different from those of the Ising and majority vote on the square lattice model and the critical noise parameter is found to be qc=0.117±0.005q_{c}=0.117\pm0.005.Comment: 4 pages, 6 figure

    Environmental impact reduction of precast multi-storey buildings by crescent-moon seismic dampers hidden in beam-column joints

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    The growing demand of sustainable precast structures for multi-storey con-structions is often driven by the optimisation of cross-sections and reinforcement volumes of the structural elements. The present paper describes a real building recently designed and assembled with the installation of crescent-moon hysteretic dampers in the beam-column joints, recently proposed and patented. The joint continuity allows for an optimisation of the lateral load resist-ing system, reducing the size of the columns with respect to the classical precast frame structural arrangement with hinged joints, whilst protecting columns and beams from the large actions deriving from the classical moment-resisting cast-in-situ or partially precast technological solu-tions. After the complete detailed design of the case study building employing the 3 solutions described above, the precast dissipative one being designed with dynamic non-linear analysis, the results of an environmental impact analysis are compared and discussed, confirming a reduced environmental impact for the dissipative solution, with respect to both precast with hinged beam-column joints and moment-resisting cast-in-situ alternatives

    Personal experience with the remote check telehealth in cochlear implant users: from COVID-19 emergency to routine service

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    Purpose: To critically illustrate the personal experience with using the “Remote Check” application which remotely monitors the hearing rehabilitation level of cochlear implant users at home and further allows clinicians to schedule in-clinic sessions according to the patients’ needs. Methods: 12-month prospective study. Eighty adult cochlear implant users (females n = 37, males n = 43; age range 20–77&nbsp;years) with ≥ 36&nbsp;months of cochlear implant experience and ≥ 12&nbsp;months of stable auditory and speech recognition level volunteered for this 12-month long prospective study. For each patient, at the beginning of the study during the in-clinic session to assess the stable aided hearing thresholds and the cochlear implant integrity and patient’s usage, the “Remote Check” assessment baseline values were obtained. “Remote Check” outcomes were collected at different times in the subsequent at-home sessions, to identify the patients that had to reach the Center. Chi-square test has been used for statistical analysis of the comparison of the “Remote Check” outcomes and in-clinic session results. Results: “Remote Check” application outcomes demonstrated minimal or no differences between all sessions. The at-home Remote Check application reached the same clinical outcomes as the in-clinic sessions in 79 out 80 of participants (99%) with high statistical significance (p &lt; 0.05). Conclusions: “Remote Check” application supported hearing monitoring in cochlear implant users that were not able to attend the in-clinic review during COVID-19 pandemic time. This study demonstrates that the application can be a useful routine tool also for clinical follow-up of cochlear implant users with stable aided hearing
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