Textbook
Introduction to Scientific ComputingISBN: 978-0-471-97266-2
Paperback
380 pages
June 1998, ©1998
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Some Partial Differential Equations.
PROGRAMMING THE MODEL PROBLEM BY A FINITE ELEMENT METHOD.
Introduction to the Finite Element Method: Energy Minimisation.
Finite Element Method: Variational Formulation and Direct Methods.
Finite Element Method: Optimisation of the Method.
GENERAL ELLIPTIC PROBLEMS AND EVOLUTION PROBLEMS.
Finite Element Method for General Elliptic Problems.
Non-symmetric or Non-linear Partial Differential Equations.
Evolution Problems: Finite Differences in Time.
COMPLEMENTS ON NUMERICAL METHODS.
Integral Methods for the Laplacian.
Some Algorithms for Parallel Computing.
Bibliography.
Index.
PROGRAMMING THE MODEL PROBLEM BY A FINITE ELEMENT METHOD.
Introduction to the Finite Element Method: Energy Minimisation.
Finite Element Method: Variational Formulation and Direct Methods.
Finite Element Method: Optimisation of the Method.
GENERAL ELLIPTIC PROBLEMS AND EVOLUTION PROBLEMS.
Finite Element Method for General Elliptic Problems.
Non-symmetric or Non-linear Partial Differential Equations.
Evolution Problems: Finite Differences in Time.
COMPLEMENTS ON NUMERICAL METHODS.
Integral Methods for the Laplacian.
Some Algorithms for Parallel Computing.
Bibliography.
Index.