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    CPHYSICS
    2008
    70views more  CPHYSICS 2008»
    Interactions of two co-propagating laser beams in underdense plasmas using a generalized Peaceman-Rachford ADI form
    13 years 10 months ago
    Interactions of two co-propagating laser beams in underdense plasmas using a generalized Peaceman-Rachford ADI form
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    A generalized Peaceman-Rachford (P-R) ADI form based on the regularized finite difference scheme is employed in order to study the interactions of two co-propagating laser beams i...
    A. I. Mahdy
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    CPHYSICS
    2008
    64views more  CPHYSICS 2008»
    Multibondic cluster algorithm for finite-size scaling studies of critical phenomena
    13 years 10 months ago
    Multibondic cluster algorithm for finite-size scaling studies of critical phenomena
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    For finite-size scaling studies of second-order phase transitions the critical energy range of interest is usually larger than the energy range covered by a canonical Monte Carlo ...
    Bernd A. Berg, Wolfhard Janke
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    CPHYSICS
    2006
    68views more  CPHYSICS 2006»
    Hyperfine structure parametrisation in Maple
    13 years 9 months ago
    Hyperfine structure parametrisation in Maple
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    In hyperfine structure examinations, routine high resolution spectroscopy methods have to be combined with exact fine structure calculations. The so-called magnetic A and electric...
    Gediminas Gaigalas, O. Scharf, S. Fritzsche
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    CPHYSICS
    2006
    135views more  CPHYSICS 2006»
    USPEX - Evolutionary crystal structure prediction
    13 years 9 months ago
    USPEX - Evolutionary crystal structure prediction
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    We approach the problem of computational crystal structure prediction, implementing an evolutionary algorithm--USPEX (Universal Structure Predictor: Evolutionary Xtallography). St...
    Colin W. Glass, Artem R. Oganov, Nikolaus Hansen
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    CPHYSICS
    2007
    81views more  CPHYSICS 2007»
    A low dissipation essentially non-oscillatory central scheme
    13 years 9 months ago
    A low dissipation essentially non-oscillatory central scheme
    Download  www.tp1.ruhr-uni-bochum.de
    Here we present a new, semidiscrete, central scheme for the numerical solution of one-dimensional systems of hyperbolic conservation laws. The method presented in this paper is an...
    R. Kissmann, R. Grauer
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