GeomodelingGeomodeling applies mathematical methods to the unified modeling of the topology, geometry, and physical properties of geological objects. The methodology (gOcad, computer assisted design of geological data) is general, but in this book the author presents a new interpolation method for modeling natural objects that allows application of a wide range of complex data. The audience for the book will be graduate students and practitioners in the earth and environmental sciences. |
Contents
XIII | 57 |
XIV | 81 |
XV | 93 |
XVI | 97 |
XIX | 98 |
XX | 109 |
XXI | 122 |
XXII | 132 |
XXIII | 134 |
XXIV | 137 |
XXV | 139 |
XXVIII | 147 |
XXIX | 153 |
XXX | 160 |
XXXI | 170 |
XXXII | 174 |
XXXIII | 182 |
XXXIV | 190 |
XXXV | 193 |
XXXVI | 196 |
XXXVII | 199 |
XL | 203 |
XLI | 211 |
XLII | 218 |
XLIII | 226 |
XLIV | 233 |
XLV | 244 |
XLVI | 245 |
Other editions - View all
Common terms and phrases
3D space According to equation account equations approximation associated assumed barycentric barycentric coordinates belonging Bézier patch boundary build cells cellular partition P(A coefficients components computed consists Control-Nodes Control-Points corresponding covariance function curvature curve curvilinear Darts data points deduced defined as follows defined by equation definition discrete model DSI algorithm DSI constraint DSI equation Dupin indicatrix edge embedding example facies fuzzy Gaussian geological geometry Geostatistics given GMap grid honored horizon i-cell initial interpolation iterative Kriging linear matrix Membership Function metric tensor n-cells n-GMap node noted notion object orthogonal P-field P₁ parametric domain patch polygonal curve practice properties proposed random function Random Variables region regular n-grid represented restoration vectors seismic shown in figure solution strain tensor subset suggested in figure T(Po tensor tessellation topological transformed triangle variogram vertex VertexViews vertices αΕΩ
Popular passages
Page 591 - J. Rossignac. Edgebreaker: Connectivity compression for triangle meshes. IEEE Transactions on Visualization and Computer Graphics.
Page 594 - Woodward, NB, Boyer, SE, and Suppe, J., 1989, Balanced geological crosssections: An essential technique in geological research and exploration: American Geophysical Union, Short Course in Geology, v.