Curvature Analysis of Triangulated Surfaces in Structural Geology
Jean-Laurent Mallet and Philippe Samson. ( 1995 )
in: 11th gOcad Meeting, ASGA
Abstract
Tbis paper addresses tbe problem of characterizing the shape of a geological surface on the basÎs of its principal curvatures. The surface is assumed to be modelled as a set of adjacent triangles defined by the location of tbeir vertices and a metbod is proposed for estimating numerically tbe principal curvatures using a local C2 interpolant. Alsa shawn Îs how principal curvat ures can be useful for studying the deformation of a geological surface (witb application to 3D balanced unfolding), and analyzing tbe folding or faulting of tbe interface between two adjacent layers.
Download / Links
BibTeX Reference
@inproceedings{MalletRM1995a,
abstract = { Tbis paper addresses tbe problem of characterizing the shape of a geological surface on the basÎs of its principal curvatures. The surface is assumed to be modelled as a set of adjacent triangles defined by the location of tbeir vertices and a metbod is proposed for estimating numerically tbe principal curvatures using a local C2 interpolant. Alsa shawn Îs how principal curvat ures can be useful for studying the deformation of a geological surface (witb application to 3D balanced unfolding), and analyzing tbe folding or faulting of tbe interface between two adjacent layers. },
author = { Mallet, Jean-Laurent AND Samson, Philippe },
booktitle = { 11th gOcad Meeting },
month = { "june" },
publisher = { ASGA },
title = { Curvature Analysis of Triangulated Surfaces in Structural Geology },
year = { 1995 }
}
