Finite Element Mesh Generation

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A01=Daniel S.H. Lo
adaptive meshing strategies
Adaptive refinement analysis
ADF
Advancing-Front Approach
AFT
algorithms
Anisotropic Mesh
anisotropic mesh generation
Author_Daniel S.H. Lo
Bin Sort
Boundary Recovery
Category=PBKS
computational mechanics
convex
Cpu Time
delaunay
Delaunay triangulation
Delaunay triangulation algorithms
Diagonal Swap
division
DT
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
FE Mg
FEA
FEM
Finite element
Finite element method
Generation Front
Hex Elements
Hex Meshes
Hexahedral Elements
Hexahedral Meshes
hull
insertion
Insertion Scheme
Intersection Loops
Mesh Generation
Mesh Optimization
mesh refinement techniques
Missing Edges
numerical simulation methods
Octree
OctreeQuadtree Techniques
parallel
parallel mesh optimisation
parallel mesh optimisation in engineering
Parallelization
point
Quadtree Techniques
Quick Sort
Shape Measure
Steiner Points
subdivision
Tetrahedral Elements
Tetrahedral Mesh
Tetrahedron ABCD
Triangle ABC
Triangular Facets
triangulation
Uniform Point Distribution
Variable Element Size
zonal

Product details

  • ISBN 9780415690485
  • Weight: 1460g
  • Dimensions: 178 x 254mm
  • Publication Date: 15 Jan 2015
  • Publisher: Taylor & Francis Ltd
  • Publication City/Country: GB
  • Product Form: Hardback
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Highlights the Progression of Meshing Technologies and Their Applications


Finite Element Mesh Generation

provides a concise and comprehensive guide to the application of finite element mesh generation over 2D domains, curved surfaces, and 3D space. Organised according to the geometry and dimension of the problem domains, it develops from the basic meshing algorithms to the most advanced schemes to deal with problems with specific requirements such as boundary conformity, adaptive and anisotropic elements, shape qualities, and mesh optimization.

It sets out the fundamentals of popular techniques, including:

  • Delaunay triangulation
  • Advancing-front (ADF) approach
  • Quadtree/Octree techniques
  • Refinement and optimization-based strategies

From the geometrical and the topological aspects and their associated operations and inter-relationships, each approach is vividly described and illustrated with examples. Beyond the algorithms, the book also explores the practice of using metric tensor and surface curvatures for generating anisotropic meshes on parametric space. It presents results from research including 3D anisotropic meshing, mesh generation over unbounded domains, meshing by means of intersection, re-meshing by Delaunay-ADF approach, mesh refinement and optimization, generation of hexahedral meshes, and large scale and parallel meshing, along with innovative unpublished meshing methods. The author provides illustrations of major meshing algorithms, pseudo codes, and programming codes in C++ or FORTRAN.

Geared toward research centers, universities, and engineering companies, Finite Element Mesh Generation describes mesh generation methods and fundamental techniques, and also serves as a valuable reference for laymen and experts alike.

Daniel S.H. Lo received his Doc-Ing from L’Ecole Nationale des Ponts et Chaussees in France. He is currently a professor at the Department of Civil Engineering of the University of Hong Kong, and has been working on mesh generation for more than 30 years. Apart from numerous journal papers on mesh generation and finite element technology, Lo has also been the guest editor for two special issues on finite element mesh adaptation, co-author of a book on the finite element method, and author of book chapters on mesh generation.

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