28,557 research outputs found

    Studies of low-energy ionic collisions Final report, 1 Oct. 1965 - 30 Sep. 1967

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    Ionic-molecular collisions, and collision induced dissociation of ion

    A Dual Read-Out Assay to Evaluate the Potency of Compounds Active against Mycobacterium tuberculosis

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    PMCID: PMC3617142This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited

    Solution of an infection model near threshold

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    We study the Susceptible-Infected-Recovered model of epidemics in the vicinity of the threshold infectivity. We derive the distribution of total outbreak size in the limit of large population size NN. This is accomplished by mapping the problem to the first passage time of a random walker subject to a drift that increases linearly with time. We recover the scaling results of Ben-Naim and Krapivsky that the effective maximal size of the outbreak scales as N2/3N^{2/3}, with the average scaling as N1/3N^{1/3}, with an explicit form for the scaling function

    Invasion threshold in heterogeneous metapopulation networks

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    We study the dynamics of epidemic and reaction-diffusion processes in metapopulation models with heterogeneous connectivity pattern. In SIR-like processes, along with the standard local epidemic threshold, the system exhibits a global invasion threshold. We provide an explicit expression of the threshold that sets a critical value of the diffusion/mobility rate below which the epidemic is not able to spread to a macroscopic fraction of subpopulations. The invasion threshold is found to be affected by the topological fluctuations of the metapopulation network. The presented results provide a general framework for the understanding of the effect of travel restrictions in epidemic containment.Comment: 4 pages, 2 figure

    High Energy Physics from High Performance Computing

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    We discuss Quantum Chromodynamics calculations using the lattice regulator. The theory of the strong force is a cornerstone of the Standard Model of particle physics. We present USQCD collaboration results obtained on Argonne National Lab's Intrepid supercomputer that deepen our understanding of these fundamental theories of Nature and provide critical support to frontier particle physics experiments and phenomenology.Comment: Proceedings of invited plenary talk given at SciDAC 2009, San Diego, June 14-18, 2009, on behalf of the USQCD collaboratio

    Numerical analysis of droplet deposition in inkjet printed electronics assembly

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    In this paper, a computational approach for the analysis of microscale droplet impact dynamics is presented. The approach is intended to support a condition based monitoring system to enhance quality and reliability of inkjet printed electronics components. The Smoothed Particle Hydrodynamics (SPH) approach of Lucy and Gingold and Monaghan has been used as the basis for the model, with the δ-SPH terms of Marrone et al used to improve handling of the dynamic impact events and the gradient correction terms of Belytschko used to improve the accuracy of interface dynamics. Model validation has been performed through comparison against a macroscale dam break problem and through a microscale analysis designed to determine accurate surface tension-pressure behaviour based on the Young-Laplace relation. The model is used to assess impact of a single drop on a uniform surface and the three dimensional formation of multi-drop layers

    D→K,lνD \rightarrow K, l \nu Semileptonic Decay Scalar Form Factor and ∣Vcs∣|V_{cs}| from Lattice QCD

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    We present a new study of D semileptonic decays on the lattice which employs the Highly Improved Staggered Quark (HISQ) action for both the charm and the light valence quarks. We work with MILC unquenched Nf=2+1N_f = 2 + 1 lattices and determine the scalar form factor f0(q2)f_0(q^2) for D→K,lνD \rightarrow K, l \nu semileptonic decays. The form factor is obtained from a scalar current matrix element that does not require any operator matching. We develop a new approach to carrying out chiral/continuum extrapolations of f0(q2)f_0(q^2). The method uses the kinematic "zz" variable instead of q2q^2 or the kaon energy EKE_K and is applicable over the entire physical q2q^2 range. We find f0D→K(0)≡f+D→K(0)=0.747(19)f^{D \rightarrow K}_0(0) \equiv f^{D \rightarrow K}_+(0) = 0.747(19) in the chiral plus continuum limit and hereby improve the theory error on this quantity by a factor of ∼\sim4 compared to previous lattice determinations. Combining the new theory result with recent experimental measurements of the product f+D→K(0)∗∣Vcs∣f^{D \rightarrow K}_+(0) * |V_{cs}| from BaBar and CLEO-c leads to the most precise direct determination of the CKM matrix element ∣Vcs∣|V_{cs}| to date, ∣Vcs∣=0.961(11)(24)|V_{cs}| = 0.961(11)(24), where the first error comes from experiment and the second is the lattice QCD theory error. We calculate the ratio f+D→K(0)/fDsf^{D \rightarrow K}_+(0)/f_{D_s} and find 2.986±0.0872.986 \pm 0.087 GeV−1^{-1} and show that this agrees with experiment.Comment: 23 pages, 31 figures, 11 tables. Added a paragraph in sction VII, and updated with PDG 2010 instead of PDG 200
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