Finite element analysis for undergraduates
Tipo de material:
- 0 12 047655 X
- 517/A32
Contenidos:
1. Introductory concepts -- 2. Matrix notation and operations -- 3. The direct approach in on-dimension -- 4. Mathematical formulations in 1-D -- 5. Element interpolation and local coordinates -- 6. Exact and numerical integration in 1-D -- 7. Truss elements and coordinate transformation -- 8. Beam analysis -- 9. Transient analysis, one-dimensional examples -- 10. Error concepts -- 11. Interpolation and integration in two-and three-dimensions -- 12. Two-dimensional heat transfer -- 13. Plane stress analysis -- 14. Axisymmetric analysis -- 15. Simple harmonic motion and eigenvalue problems
Tipo de ítem | Biblioteca actual | Colección | Signatura topográfica | Copia número | Estado | Código de barras | |
---|---|---|---|---|---|---|---|
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Jicamarca | Colección Bibliográfica | 517/A32 (Navegar estantería(Abre debajo)) | 1 | Disponible | ROJ0000326 |
Total de reservas: 0
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517.5(083.5)/U42 Ej.1 Handbook of mathematical functions with formulas, graphs, and mathematical tables | 517.5(083.5)/U42 Ej.2 Handbook of mathematical functions with formulas, graphs, and mathematical tables | 517.5:533.9/F83 The plasma dispersion function: | 517/A32 Finite element analysis for undergraduates | 517/J73 Mathematical techniques | 517/M26 Digital spectral analysis with applications | 517.2/A59 Calculus with analytic geometry |
Incluye índice: páginas 313-319
Referencias bibliográficas: páginas 311-312
1. Introductory concepts -- 2. Matrix notation and operations -- 3. The direct approach in on-dimension -- 4. Mathematical formulations in 1-D -- 5. Element interpolation and local coordinates -- 6. Exact and numerical integration in 1-D -- 7. Truss elements and coordinate transformation -- 8. Beam analysis -- 9. Transient analysis, one-dimensional examples -- 10. Error concepts -- 11. Interpolation and integration in two-and three-dimensions -- 12. Two-dimensional heat transfer -- 13. Plane stress analysis -- 14. Axisymmetric analysis -- 15. Simple harmonic motion and eigenvalue problems