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    Modelling of SFRC using inverse finite element analysis

    New search for: Tlemat, H.
    New search for: Pilakoutas, K.
    New search for: Neocleous, K.

    Abstract A method of inverse finite element analysis is used to determine the constitutive relationship of SFRC in tension, using primary experimental data. Based on beam bending test results and results from pull-out tests, an attempt is made to explain the physical processes taking place during the cracking stage. Basic models predicting the behaviour of SFRC in tension are proposed.

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    Modelling of SFRC using inverse finite element analysis

    New search for: Tlemat, H.
    New search for: Pilakoutas, K.
    New search for: Neocleous, K.

    Abstract A method of inverse finite element analysis is used to determine the constitutive relationship of SFRC in tension, using primary experimental data. Based on beam bending test results and results from pull-out tests, an attempt is made to explain the physical processes taking place during the cracking stage. Basic models predicting the behaviour of SFRC in tension are proposed.

    Access

    Download
    Check availability in my library
    Order at Subito €

    Modelling of SFRC using inverse finite element analysis

    New search for: Tlemat, H.
    New search for: Pilakoutas, K.
    New search for: Neocleous, K.

    Abstract A method of inverse finite element analysis is used to determine the constitutive relationship of SFRC in tension, using primary experimental data. Based on beam bending test results and results from pull-out tests, an attempt is made to explain the physical processes taking place during the cracking stage. Basic models predicting the behaviour of SFRC in tension are proposed.

    Access

    Download
    Check availability in my library
    Order at Subito €

    Access

    Download
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    Document information
    Title:

    Modelling of SFRC using inverse finite element analysis

    Contributors:

    Tlemat, H. (author) / Pilakoutas, K. (author) / Neocleous, K. (author)

    Published in:

    Materials and Structures ; 39

    Publication date:

    2006

    ISSN:

    1871-6873

    DOI:

    https://doi.org/10.1617/s11527-005-9010-y

    Type of media:

    Article (Journal)

    Type of material:

    Electronic Resource

    Language:

    English

    Keywords:

    Discrete Crack , Maximum Tensile Stress , Gaussian Point , Inverse Analysis , Softening Curve

    Classification:

    BKL:  56.45 Baustoffkunde / 51.30 Werkstoffprüfung, Werkstoffuntersuchung

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