19,477 research outputs found

    Ethanol Ablation of a Peripheral Nerve Sheath Tumor Presenting as a Small Bowel Obstruction.

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    Ethanol has historically been used as an ablative agent for a variety of lesions. One of the more common applications of this technique is celiac plexus neurolysis; however, recent reports have suggested a role for the endoscopic alcohol ablation of a variety of solid and cystic lesions. We report a novel case of endoscopic ethanol ablation of a peripheral nerve sheath tumor presenting as a small bowel obstruction

    CP-Violation in the Two Higgs Doublet Model: from the LHC to EDMs

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    We study the prospective sensitivity to CP-violating Two Higgs Doublet Models from the 14 TeV LHC and future electric dipole moment (EDM) experiments. We concentrate on the search for a resonant heavy Higgs that decays to a ZZ boson and a SM-like Higgs h, leading to the Z()h(bbˉ)Z(\ell\ell)h(b\bar{b}) final state. The prospective LHC reach is analyzed using the Boosted Decision Tree method. We illustrate the complementarity between the LHC and low energy EDM measurements and study the dependence of the physics reach on the degree of deviation from the alignment limit. In all cases, we find that there exists a large part of parameter space that is sensitive to both EDMs and LHC searches.Comment: 21 pages, 34 figure

    Slow-Roll Inflation Preceded by a Topological Defect Phase \`a la Chaplygin Gas

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    We present a simple toy model corresponding to a network of frustrated topological defects of domain walls or cosmic strings that exist previous to the standard slow-roll inflationary era of the universe. Such a network (i) can produce a slower inflationary era than that of the standard scenario if it corresponds to a network of frustrated domain walls or (ii) can induce a vanishing universal acceleration; i.e., the universe would expand at a constant speed, if it corresponds to a network of frustrated cosmic strings red. Those features are phenomenologically modeled by a Chaplygin gas that can interpolate between a network of frustrated topological defects and a de Sitter-like or a power-law inflationary era. We show that this scenario can alleviate the quadruple anomaly of the cosmic microwave background spectrum. Using the method of the Bogoliubov coefficients, we obtain the spectrum of the gravitational waves as would be measured today for the whole range of frequencies. We comment on the possible detection of this spectrum by the planned detectors like BBO and DECIGO.Comment: 11 pages, 12 figures. RevTex4-1. Expanded discussion. Version accepted in PR

    The motion of a neutrally buoyant particle of an elliptic shape in two dimensional shear flow: a numerical study

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    In this paper, we investigate the motion of a neutrally buoyant cylinder of an elliptic shape freely moving in two dimensional shear flow by direct numerical simulation. An elliptic shape cylinder in shear flow, when initially being placed at the middle between two walls, either keeps rotating or has a stationary inclination angle depending on the particle Reynolds number Re=Grra2/νRe=G_r r_a^2/\nu, where GrG_r is the shear rate, rar_a is the semi-long axis of the elliptic cylinder and ν\nu is the kinetic viscosity of the fluid. The critical particle Reynolds number RecrRe_{cr} for the transition from a rotating motion to a stationary orientation depends on the aspect ratio AR=rb/raAR=r_b/r_a and the confined ratio K=2ra/HK=2r_a/H where rbr_b is the semi-short axis of the elliptic cylinder and HH is the distance between two walls. Although the increasing of either parameters makes an increase in RecrRe_{cr}, the dynamic mechanism is distinct. The ARAR variation causes the change of geometry shape; however, the KK variation influences the wall effect. The stationary inclination angle of non-rotating slender elliptic cylinder with smaller confined ratio seems to depend only on the value of ReRecrRe-Re_{cr}. An expected equilibrium position of the cylinder mass center in shear flow is the centerline between two walls, but when placing the particle away from the centerline initially, it migrates either toward an equilibrium height away from the middle between two walls or back to the middle depending on the confined ratio and particle Reynolds number.Comment: arXiv admin note: substantial text overlap with arXiv:1209.080
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