Introduction to the finite element method / Niels Saabye Ottosen and Hans Petersson.
Material type:
TextLanguage: English Publisher: New York : Prentice Hall, 1992Description: xv, 410 s. illISBN: - 0134738772
- 9780134738772
- Finita elementmetoden
- Finite element method
- Matrix algebra
- Truss analysis
- Strong and weak formulation
- One-dimensional heat flow
- Gradient/Gauss' divergence theorem
- Two- and three-dimensional heat flow
- Approximating functions
- Weight functions
- Element meshes
- Global nodal numbering
- Stresses and strains
- Linear elasticity
- Torsion of non-circular shafts
- Three- and two-dimensional elasticity
- Beams
- Plates Isoparametric finite elements
- Numerical integration
- Green/Gauss theorem
- 620.00151535 22
- TA1-2040
- 65N30
- P.014
- Tdcbbb
- Tak
- Matrix Algebra // Direct approach - truss analysis // Strong and weak forms - one-dimensional heat flow // Gradient, Gauss' divergence theorem and the Green-Gauss theorem // Strong and weak forms - two- and threee-dimensional heat flow // Choice of approximating functions for the FE-method - scalar problems // Choice of weight function - weighted residual methods // FE formulation of one-dimensional heat flow // FE formulation of two- and three-dimensional heat flow // Guidelines for element meshes and global nodal numbering // Stresses and strains // Linear elasticity // FE formulation of torsion of non-circular shafts // Approximating functions for the FE method - vector problems // FE Formulations of three- and two-dimensional elasticity // FE formulation of beams // Fe formulation of plates // Isoparametric finite elements // Numerical integration //
| Item type | Current library | Call number | Status | Barcode | |
|---|---|---|---|---|---|
| Course book reference | Högskolan Väst Övre plan / Upper floor | 620.00151 Saabye Ottosen | Läses i biblioteket - Library use only | 6004300074218 | |
| Course book | Högskolan Väst Övre plan / Upper floor | 620.00151 Saabye Ottosen | Available | 6004300008057 |
Matrix Algebra // Direct approach - truss analysis // Strong and weak forms - one-dimensional heat flow // Gradient, Gauss' divergence theorem and the Green-Gauss theorem // Strong and weak forms - two- and threee-dimensional heat flow // Choice of approximating functions for the FE-method - scalar problems // Choice of weight function - weighted residual methods // FE formulation of one-dimensional heat flow // FE formulation of two- and three-dimensional heat flow // Guidelines for element meshes and global nodal numbering // Stresses and strains // Linear elasticity // FE formulation of torsion of non-circular shafts // Approximating functions for the FE method - vector problems // FE Formulations of three- and two-dimensional elasticity // FE formulation of beams // Fe formulation of plates // Isoparametric finite elements // Numerical integration //