Dynamics of a moving reaction interface in a concrete wall

A. Muntean, M. Böhm

    Research output: Chapter in Book/Report/Conference proceedingChapterAcademic

    Abstract

    We formulate a 1D partly dissipative moving-boundary reaction-diffusion system that describes the penetration of a reaction front into a concrete wall. We state the well-posedness of the model and the existence of non-trivial upper and lower bounds for the concentrations, speed of the interface, and shut-down time of the process. A numerical example illustrates the typical behavior of concentrations and interface penetration in a real-world application.
    Original languageEnglish
    Title of host publicationFree and Moving Boundary Problems: Theory and Applications
    EditorsI.N. Figueiredo, J.F. Rodrigues, L. Santos
    Place of PublicationBasel
    PublisherBirkhäuser Verlag
    Pages317-326
    ISBN (Print)978-3-7643-7718-2
    DOIs
    Publication statusPublished - 2006

    Publication series

    NameInternational Series of Numerical Mathematics
    Volume154
    ISSN (Print)0373-3149

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    Cite this

    Muntean, A., & Böhm, M. (2006). Dynamics of a moving reaction interface in a concrete wall. In I. N. Figueiredo, J. F. Rodrigues, & L. Santos (Eds.), Free and Moving Boundary Problems: Theory and Applications (pp. 317-326). (International Series of Numerical Mathematics; Vol. 154). Basel: Birkhäuser Verlag. https://doi.org/10.1007/978-3-7643-7719-9_31
    Muntean, A. ; Böhm, M. / Dynamics of a moving reaction interface in a concrete wall. Free and Moving Boundary Problems: Theory and Applications. editor / I.N. Figueiredo ; J.F. Rodrigues ; L. Santos. Basel : Birkhäuser Verlag, 2006. pp. 317-326 (International Series of Numerical Mathematics).
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    abstract = "We formulate a 1D partly dissipative moving-boundary reaction-diffusion system that describes the penetration of a reaction front into a concrete wall. We state the well-posedness of the model and the existence of non-trivial upper and lower bounds for the concentrations, speed of the interface, and shut-down time of the process. A numerical example illustrates the typical behavior of concentrations and interface penetration in a real-world application.",
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    Muntean, A & Böhm, M 2006, Dynamics of a moving reaction interface in a concrete wall. in IN Figueiredo, JF Rodrigues & L Santos (eds), Free and Moving Boundary Problems: Theory and Applications. International Series of Numerical Mathematics, vol. 154, Birkhäuser Verlag, Basel, pp. 317-326. https://doi.org/10.1007/978-3-7643-7719-9_31

    Dynamics of a moving reaction interface in a concrete wall. / Muntean, A.; Böhm, M.

    Free and Moving Boundary Problems: Theory and Applications. ed. / I.N. Figueiredo; J.F. Rodrigues; L. Santos. Basel : Birkhäuser Verlag, 2006. p. 317-326 (International Series of Numerical Mathematics; Vol. 154).

    Research output: Chapter in Book/Report/Conference proceedingChapterAcademic

    TY - CHAP

    T1 - Dynamics of a moving reaction interface in a concrete wall

    AU - Muntean, A.

    AU - Böhm, M.

    PY - 2006

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    N2 - We formulate a 1D partly dissipative moving-boundary reaction-diffusion system that describes the penetration of a reaction front into a concrete wall. We state the well-posedness of the model and the existence of non-trivial upper and lower bounds for the concentrations, speed of the interface, and shut-down time of the process. A numerical example illustrates the typical behavior of concentrations and interface penetration in a real-world application.

    AB - We formulate a 1D partly dissipative moving-boundary reaction-diffusion system that describes the penetration of a reaction front into a concrete wall. We state the well-posedness of the model and the existence of non-trivial upper and lower bounds for the concentrations, speed of the interface, and shut-down time of the process. A numerical example illustrates the typical behavior of concentrations and interface penetration in a real-world application.

    U2 - 10.1007/978-3-7643-7719-9_31

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    T3 - International Series of Numerical Mathematics

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    EP - 326

    BT - Free and Moving Boundary Problems: Theory and Applications

    A2 - Figueiredo, I.N.

    A2 - Rodrigues, J.F.

    A2 - Santos, L.

    PB - Birkhäuser Verlag

    CY - Basel

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    Muntean A, Böhm M. Dynamics of a moving reaction interface in a concrete wall. In Figueiredo IN, Rodrigues JF, Santos L, editors, Free and Moving Boundary Problems: Theory and Applications. Basel: Birkhäuser Verlag. 2006. p. 317-326. (International Series of Numerical Mathematics). https://doi.org/10.1007/978-3-7643-7719-9_31