Encyclopedía of computational mechanics / Erwin Stein - René de Borts - Thoas J.R. Hughes
By: Stein, Erwin
Material type: 
TextPublisher: España: JOHN WILEY &SONS 2004Description: 798 pISBN: 0470846692Subject(s): Mecánica -- ingeniería. 2.Mecánica -- modelos matemáticos. 3.Mecánica -- aplicada -- modelos. 4.Mecánica computacional -- enciclopediaDDC classification: 620.1 | Item type | Current location | Collection | Call number | Vol info | Copy number | Status | Date due | Barcode |
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Biblioteca Central Euclides Jaramillo Arango | GEN | 620.1 / S819enc (Browse shelf) | Vol. 1 | Ej. 1 | Available (Sin restricciones) | 052506 | |
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Libros/ General
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Biblioteca Central Euclides Jaramillo Arango | GEN | 620.1 / S819enc (Browse shelf) | Vol. 2 | Ej. 2 | Available (Sin restricciones) | 052507 | |
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Libros/ General
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Biblioteca Central Euclides Jaramillo Arango | GEN | 620.1 / S819enc (Browse shelf) | Vol. 3 | Ej. 3 | Available (Sin restricciones) | 052508 |
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| 620.1 / P829 Introduction to mechanics of solids/ Popov, Egor P. | 620.1 / S528 Introducción a la mecanica de los sólidos/ Shames, Irving H. | 620.1 / S819enc Encyclopedía of computational mechanics / Stein, Erwin | 620.1 / S819enc Encyclopedía of computational mechanics / Stein, Erwin | 620.1 / S819enc Encyclopedía of computational mechanics / Stein, Erwin | 620.1 / T585 Mecanica de materiales/ Timoshenko, Stephen P. | 620.1 / V865 Materiales para ingeniería/ Vlack, Lawrence H. Van |
Fundamentals: Introduction and survey. 2.finite difference methods. 3.Interpolation in h-versión finite element spaces. 4.Finite element methods. 5.The p-versión of the finite element method. 6.Spectral Methods. 7.Adaptative Wavelet techniques is numerical simulation. 8.Plates and shells: asymptotic expansions and hierarchic models. 9.Mixed finite element methods. 10.Meshfree methods. 11.Discre element methods. 12.Boundary element methods: foundationa an error analysis. 13.Coupling of boundary element methods and finite element methods. 14.Arbitrary lagrangian-Eulerian methods. 15.Finite volume methods: foundation and analysis. 16.Geometric Modeling of complex shapes and engineering artifacts. 17.Mesh generation and mes adaptivity. 18.Computational visualization. 19.Linear algebraic solvers an eigenvalue analysis.
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