3D FEM simulation of stationary metal forming processes with applications to slitting and rolling

H.H. Wisselink, Han Huetink

    Research output: Contribution to journalArticleAcademicpeer-review

    43 Citations (Scopus)

    Abstract

    A computational method is presented for the 3D FEM simulation of stationary metal forming processes. The described method has been applied to model the slitting and shape rolling processes. Some results of these simulations are given, which show that the ALE formulation used is suitable for the simulation of such processes. In the ALE formulation the grid displacement is independent of the material displacement. Therefore, the displacement of the nodes has to be defined such that the movement of the free surfaces can be followed (mesh management) and the values of the state variables have to be calculated at the new nodal positions (transfer of state variables). Both topics are addressed in this paper. Also the possibility of modelling stationary crack propagation is treated.
    Original languageUndefined
    Pages (from-to)328-341
    JournalJournal of materials processing technology
    Volume148
    Issue number3
    DOIs
    Publication statusPublished - 2004

    Keywords

    • IR-59501
    • Metis-222422

    Cite this

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    title = "3D FEM simulation of stationary metal forming processes with applications to slitting and rolling",
    abstract = "A computational method is presented for the 3D FEM simulation of stationary metal forming processes. The described method has been applied to model the slitting and shape rolling processes. Some results of these simulations are given, which show that the ALE formulation used is suitable for the simulation of such processes. In the ALE formulation the grid displacement is independent of the material displacement. Therefore, the displacement of the nodes has to be defined such that the movement of the free surfaces can be followed (mesh management) and the values of the state variables have to be calculated at the new nodal positions (transfer of state variables). Both topics are addressed in this paper. Also the possibility of modelling stationary crack propagation is treated.",
    keywords = "IR-59501, Metis-222422",
    author = "H.H. Wisselink and Han Huetink",
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    3D FEM simulation of stationary metal forming processes with applications to slitting and rolling. / Wisselink, H.H.; Huetink, Han.

    In: Journal of materials processing technology, Vol. 148, No. 3, 2004, p. 328-341.

    Research output: Contribution to journalArticleAcademicpeer-review

    TY - JOUR

    T1 - 3D FEM simulation of stationary metal forming processes with applications to slitting and rolling

    AU - Wisselink, H.H.

    AU - Huetink, Han

    PY - 2004

    Y1 - 2004

    N2 - A computational method is presented for the 3D FEM simulation of stationary metal forming processes. The described method has been applied to model the slitting and shape rolling processes. Some results of these simulations are given, which show that the ALE formulation used is suitable for the simulation of such processes. In the ALE formulation the grid displacement is independent of the material displacement. Therefore, the displacement of the nodes has to be defined such that the movement of the free surfaces can be followed (mesh management) and the values of the state variables have to be calculated at the new nodal positions (transfer of state variables). Both topics are addressed in this paper. Also the possibility of modelling stationary crack propagation is treated.

    AB - A computational method is presented for the 3D FEM simulation of stationary metal forming processes. The described method has been applied to model the slitting and shape rolling processes. Some results of these simulations are given, which show that the ALE formulation used is suitable for the simulation of such processes. In the ALE formulation the grid displacement is independent of the material displacement. Therefore, the displacement of the nodes has to be defined such that the movement of the free surfaces can be followed (mesh management) and the values of the state variables have to be calculated at the new nodal positions (transfer of state variables). Both topics are addressed in this paper. Also the possibility of modelling stationary crack propagation is treated.

    KW - IR-59501

    KW - Metis-222422

    U2 - 10.1016/j.jmatprotec.2004.02.036

    DO - 10.1016/j.jmatprotec.2004.02.036

    M3 - Article

    VL - 148

    SP - 328

    EP - 341

    JO - Journal of materials processing technology

    JF - Journal of materials processing technology

    SN - 0924-0136

    IS - 3

    ER -