793 research outputs found

    Exact Baryon, Strangeness and Charge Conservation in Hadronic Gas Models

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    Relativistic heavy ion collisions are studied assuming that particles can be described by a hadron gas in thermal and chemical equilibrium. The exact conservation of baryon number, strangeness and charge are explicitly taken into account. For heavy ions the effect arising from the neutron surplus becomes important and leads to a substantial increase in e.g. the π−/π+\pi^-/\pi^+ ratio. A method is developed which is very well suited for the study of small systems.Comment: 5 pages, 5 Postscript figure

    First upper limit analysis and results from LIGO science data: stochastic background

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    I describe analysis of correlations in the outputs of the three LIGO interferometers from LIGO's first science run, held over 17 days in August and September of 2002, and the resulting upper limit set on a stochastic background of gravitational waves. By searching for cross-correlations between the LIGO detectors in Livingston, LA and Hanford, WA, we are able to set a 90% confidence level upper limit of h_{100}^2 Omega_0 < 23 +/- 4.6.Comment: 7 pages; 1 eps figures; proceeding from 2003 Edoardo Amaldi Meeting on Gravitational Wave

    The Reliability of Red Flags in Spinal Cord Compression

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    Background: Acute low back pain is a common cause for presentation to the emergency department (ED). Since benign etiologies account for 95% of cases, red flags are used to identify sinister causes that require prompt management. Objectives: We assessed the effectiveness of red flag signs used in the ED to identify spinal cord and cauda equine compression. Patients and Methods: It was a retrospective cohort study of 206 patients with acute back pain admitted from the ED. The presence or absence of the red flag symptoms was assessed against evidence of spinal cord or cauda equina compression on magnetic resonance imaging (MRI). Results: Overall, 32 (15.5%) patients had compression on MRI. Profound lower limb neurologic examination did not demonstrate a statistically significant association with this finding. The likelihood ratio (LR) for bowel and bladder dysfunction (sensitivity of 0.65 and specificity of 0.73) was 2.45. Saddle sensory disturbance (sensitivity of 0.27 and specificity of 0.87) had a LR of 2.11. When both symptoms were taken together (sensitivity of 0.27 and specificity of 0.92), they gave a LR of 3.46. Conclusions: The predictive value of the two statistically significant red flags only marginally raises the clinical suspicion of spinal cord or cauda equina compression. Effective risk stratification of patients presenting to the ED with acute back pain is crucial; however, this study did not support the use of these red flags in their current form

    Evidence for a black hole in the historical X-ray transient A 1524-61 (=KY TrA)

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    We present VLT spectroscopy, high-resolution imaging and time-resolved photometry of KY TrA, the optical counterpart to the X-ray binary A 1524-61. We perform a refined astrometry of the field, yielding improved coordinates for KY TrA and the field star interloper of similar optical brightness that we locate 0.64±0.040.64 \pm 0.04 arcsec SE. From the spectroscopy, we refine the radial velocity semi-amplitude of the donor star to K2=501±52K_2 = 501 \pm 52 km s−1^{-1} by employing the correlation between this parameter and the full-width at half-maximum of the Hα\alpha emission line. The rr-band light curve shows an ellipsoidal-like modulation with a likely orbital period of 0.26±0.010.26 \pm 0.01 d (6.24±0.246.24 \pm 0.24 h). These numbers imply a mass function f(M1)=3.2±1.0f(M_1) = 3.2 \pm 1.0 M⊙_\odot. The KY TrA de-reddened quiescent colour (r−i)0=0.27±0.08(r-i)_0 = 0.27 \pm 0.08 is consistent with a donor star of spectral type K2 or later, in case of significant accretion disc light contribution to the optical continuum. The colour allows us to place a very conservative upper limit on the companion star mass, M2≀0.94M_2 \leq 0.94 M⊙_\odot, and, in turn, on the binary mass ratio, q=M2/M1≀0.31q = M_2/M_1 \leq 0.31. By exploiting the correlation between the binary inclination and the depth of the Hα\alpha line trough, we establish i=57±13i = 57 \pm 13 deg. All these values lead to a compact object and donor mass of M1=5.8−2.4+3.0M_1 = 5.8^{+3.0}_{-2.4} M⊙_\odot and M2=0.5±0.3M_2 = 0.5 \pm 0.3 M⊙_\odot, respectively, thus confirming the black hole nature of the accreting object. In addition, we estimate a distance toward the system of 8.0±0.98.0 \pm 0.9 kpc.Comment: 7 pages, 5 figure

    Letter from M.T. Abbot, Milwaukee, Wisconsin, to George Herbert Palmer : autograph manuscript signed, 1896 October 13

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    Dated: Oct. 13, year extrapolated from subject of letter.https://repository.wellesley.edu/autographletters/1004/thumbnail.jp

    On the relation between effective supersymmetric actions in different dimensions

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    We make two remarks: (i) Renormalization of the effective charge in a 4--dimensional (supersymmetric) gauge theory is determined by the same graphs and is rigidly connected to the renormalization of the metric on the moduli space of the classical vacua of the corresponding reduced quantum mechanical system. Supersymmetry provides constraints for possible modifications of the metric, and this gives us a simple proof of nonrenormalization theorems for the original 4-dimensional theory. (ii) We establish a nontrivial relationship between the effective (0+1)-dimensional and (1+1)-dimensional Lagrangia (the latter represent conventional Kahlerian sigma models).Comment: 15 pages, 2 figure

    On the exact conservation laws in thermal models and the analysis of AGS and SIS experimental results

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    The production of hadrons in relativistic heavy ion collisions is studied using a statistical ensemble with thermal and chemical equilibrium. Special attention is given to exact conservation laws, i.e. certain charges are treated canonically instead of using the usual grand canonical approach. For small systems, the exact conservation of baryon number, strangeness and electric charge is to be taken into account. We have derived compact, analytical expressions for particle abundances in such ensemble. As an application, the change in K/πK/\pi ratios in AGS experiments with different interaction system sizes is well reproduced. The canonical treatment of three charges becomes impractical very quickly with increasing system size. Thus, we draw our attention to exact conservation of strangeness, and treat baryon number and electric charge grand canonically. We present expressions for particle abundances in such ensemble as well, and apply them to reproduce the large variety of particle ratios in GSI SIS 2 A GeV Ni-Ni experiments. At the energies considered here, the exact strangeness conservation fully accounts for strange particle suppression, and no extra chemical factor is needed.Comment: Talk given at Strangeness in Quark Matter '98, Padova, Italy (1998). Submitted to J.Phys. G. 5 pages, 2 figure

    Do Quarks Obey D-Brane Dynamics?

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    The potential between two D0-branes at rest is calculated to be a linear. Also the potential between two fast decaying D0-branes is found in agreement with phenomenological heavy-quark potentials.Comment: 7 pages, no figures, LaTe

    Normal modes for metric fluctuations in a class of higher-dimensional backgrounds

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    We discuss a gauge invariant approach to the theory of cosmological perturbations in a higher-dimensonal background. We find the normal modes which diagonalize the perturbed action, for a scalar field minimally coupled to gravity, in a higher-dimensional manifold M of the Bianchi-type I, under the assumption that the translations along an isotropic spatial subsection of M are isometries of the full, perturbed background. We show that, in the absence of scalar field potential, the canonical variables for scalar and tensor metric perturbations satisfy exactly the same evolution equation, and we discuss the possible dependence of the spectrum on the number of internal dimensions.Comment: 19 pages, LATEX, an explicit example is added to discuss the possible dependence of the perturbation spectrum on the number of internal dimensions. To apper in Class. Quantum Gra
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