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Geometric Modelling

  • Conference proceedings
  • © 1993

Overview

Editors:
  1. G. Farin

    1. Department of Computer Science, Arizona State University, Tempe, USA

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  2. H. Noltemeier

    1. Lehrstuhl für Informatik I, Universität Würzburg, Federal Republic of Germany

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  3. H. Hagen

    1. Fachbereich Informatik, Universität Kaiserslautern, Federal Republic of Germany

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  4. W. Knödel

    1. Institut für Informatik, Universität Leipzig, Federal Republic of Germany

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Part of the book series: Computing Supplementa (COMPUTING, volume 8)

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Table of contents (21 papers)

  1. Front Matter

    Pages i-vii
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  2. Constant-Radius Blending of Parametric Surfaces

    • Robert E. Barnhill, Gerald E. Farin, Qian Chen
    Pages 1-20

  3. Functionality in Solids Obtained from Partial Differential Equations

    • M. I. G. Bloor, M. J. Wilson
    Pages 21-42

  4. Featuremodelling with an Object-Oriented Approach

    • W. Brandenburg, B. Wördenweber
    Pages 43-57

  5. Best Approximations of Parametric Curves by Splines

    • W. L. F. Degen
    Pages 59-73

  6. A Modelling Scheme for the Approximate Representation of Closed Surfaces

    • Pere Brunet, I. Navazo, A. Vinacua
    Pages 75-90

  7. Cross Boundary Derivatives for Transfinite Triangular Patches

    • T. A. Foley, S. Dayanand, R. Santhanam
    Pages 91-100

  8. Reconstruction of C 1 Closed Surfaces with Branching

    • T. N. T. Goodman, B. H. Ong, K. Unsworth
    Pages 101-115

  9. High Order Continuous Polygonal Patches

    • John A. Gregory, V. K. H. Lau, J. M. Hahn
    Pages 117-132

  10. Variational Design of Smooth Rational Bezier-Surfaces

    • H. Hagen, G. P. Bonneau
    Pages 133-138

  11. Curvature Approximation for Triangulated Surfaces

    • Bernd Hamann
    Pages 139-153

  12. Composition of Tensor Product Bézier Representations

    • D. Lasser
    Pages 155-172

  13. Interpolation with Exponential B-Splines in Tension

    • Per Erik Koch, Tom Lyche
    Pages 173-190

  14. A Characterization of an Affine Invariant Triangulation

    • Gregory M. Nielson
    Pages 191-210

  15. A Data Structure for Representing and Efficient Querying Large Scenes of Geometric Objects: MB* Trees

    • H. Noltemeier, K. Verbarg, C. Zirkelbach
    Pages 211-226

  16. Properties of Local Coordinates Based on Dirichlet Tessellations

    • B. Piper
    Pages 227-239

  17. Automated Feature Recognition and its Role in Product Modelling

    • M. J. Pratt
    Pages 241-250

  18. Approximate Cr-Blending with Tensor Product Polynomials

    • H. Prautzsch
    Pages 251-258

  19. Shape Information in Industry Specific Product Data Model

    • D. Roller
    Pages 259-266

  20. Free Form Deformation with Scattered Data Interpolation Methods

    • D. Ruprecht, H. Müller
    Pages 267-281
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Keywords

About this book

In this volume experts from university and industry are presenting new technologies for solving industrial problems as well as important and practicable impulses for new research. The following topics are treated: - solid modelling - geometry processing - feature modelling - product modelling - surfaces over arbitrary topologies - blending methods - scattered data algorithms - smooting and fairing algorithms - NURBS 21 articles are giving a state-of-the-art survey of the relevant problems and issues in the rapidly growing area of geometric modelling.

Editors and Affiliations

  • Department of Computer Science, Arizona State University, Tempe, USA

    G. Farin

  • Lehrstuhl für Informatik I, Universität Würzburg, Federal Republic of Germany

    H. Noltemeier

  • Fachbereich Informatik, Universität Kaiserslautern, Federal Republic of Germany

    H. Hagen

  • Institut für Informatik, Universität Leipzig, Federal Republic of Germany

    W. Knödel

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