Del i serien Frontiers in Applied Mathematics

Mathematical Aspects of Numerical Grid Generation

Häftad, Engelska, 1991

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Numerical grid generation plays a critical role in any scientific computing problem when the geometry of the underlying region is complex or when the solution has a complex structure. The mathematical aspects of grid generation are discussed here to provide a deeper understanding of the algorithms and their limitations. Variational methods are emphasized because they are more robust, but elliptic and transcendental algebraic methods are also considered.

Produktinformation

Utgivningsdatum1991-03-31
Mått151 x 228 x 9 mm
Vikt328 g
FormatHäftad
SpråkEngelska
SerieFrontiers in Applied Mathematics
Antal sidor171
FörlagSociety for Industrial & Applied Mathematics,U.S.
ISBN9780898712674

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Tillämpad matematik inom Naturvetenskap och teknik

PrefaceChapter 1: Introduction, J. E. Castillo and S. SteinbergChapter 2: Elliptic Grid Generation and Conformal Mapping, C. W. MastinChapter 3: Continuum Variational Formulation, J. E. CastilloChapter 4: Discrete Variational Grid Generation, J. E. CastilloChapter 5: Bifurcation of Grids on Curves, S. Steinberg and P. J. RoacheChapter 6: Intrinsic Algebraic Grid Generation, P. M. KnuppChapter 7: Surface Grid Generation and Differential Geometry, Z. U. A. WarsiChapter 8: Harmonic Maps in Grid Generation, A. DvinskyChapter 9: On Harmonic Maps, G. LiaoChapter 10: Mathematical Aspects of Harmonic Grid Generation, S. S. SritharanReferencesIndex.