Constraining a Piecewise linear function defined on a 3D complex

in: 23rd Gocad Meeting Proceedings

Abstract

Recent advances in 3D tessellation open the door to an intensive use of the decomposition of 3D geological volumes into sets of tetrahedra. In such a decomposition, the tetrahedra play a role similar to the role of triangles used to model geological surfaces in gOcad. In this article, we present a gallery of DSI constraints which can be useful in geological applications such as, for example, 3D balanced restoration.

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    BibTeX Reference

    @inproceedings{Mallet2003a,
     abstract = { Recent advances in 3D tessellation open the door to an intensive use of the decomposition of 3D
    geological volumes into sets of tetrahedra. In such a decomposition, the tetrahedra play a role similar
    to the role of triangles used to model geological surfaces in gOcad. In this article, we present a gallery
    of DSI constraints which can be useful in geological applications such as, for example, 3D balanced
    restoration. },
     author = { Mallet, Jean-Laurent },
     booktitle = { 23rd Gocad Meeting Proceedings },
     title = { Constraining a Piecewise linear function defined on a 3D complex },
     year = { 2003 }
    }