Treffer 1 - 8 von 8 für Suche 'Gfrerer, Michael Helmut', Suchdauer: 0,37s Treffer weiter einschränken
  1. 1
    A numerical assembly technique for free vibration of plane frames using a shifted and deflated Newton method

    A numerical assembly technique for free vibration of plane frames using a shifted and deflated Newton method von Kramer, Thomas, Gfrerer, Michael Helmut

    Veröffentlicht in Journal of sound and vibration

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  2. 2
    Isogeometric parametrization inspired by large elastic deformation

    Isogeometric parametrization inspired by large elastic deformation von Shamanskiy, Alexander, Gfrerer, Michael Helmut, Hinz, Jochen, Simeon, Bernd


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  3. 3
    The Numerical Assembly Technique for arbitrary planar beam structures based on an improved homogeneous solution

    The Numerical Assembly Technique for arbitrary planar beam structures based on an improved homogeneous solution von Kramer, Thomas, Gfrerer, Michael Helmut


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  4. 4
    Multiphasic model of early stage hydration in concrete using the theory of porous media

    Multiphasic model of early stage hydration in concrete using the theory of porous media von Prskalo, Silvio, Gfrerer, Michael Helmut, Schanz, Martin


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  5. 5
    The Numerical Assembly Technique for arbitrary planar systems based on an alternative homogeneous solution

    The Numerical Assembly Technique for arbitrary planar systems based on an alternative homogeneous solution von Kramer, Thomas, Gfrerer, Michael Helmut

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  6. 6
    The Numerical Assembly Technique for arbitrary planar systems based on an alternative homogeneous solution

    The Numerical Assembly Technique for arbitrary planar systems based on an alternative homogeneous solution von Kramer, Thomas, Gfrerer, Michael Helmut

    Veröffentlicht in arXiv.org

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  7. 7
    Isogeometric Parametrization Inspired by Large Elastic Deformation

    Isogeometric Parametrization Inspired by Large Elastic Deformation von Shamanskiy, Alexander, Gfrerer, Michael Helmut, Hinz, Jochen, Simeon, Bernd

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  8. 8
    On the SCD semismooth Newton method for generalized equations with application to a class of static contact problems with Coulomb friction

    On the SCD semismooth Newton method for generalized equations with application to a class of static contact problems with Coulomb friction von Gfrerer, Helmut, Mandlmayr, Michael, Outrata, Jiří V., Valdman, Jan


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