Boundary element methods for soil-structure interaction

著者

    • EUROMECH Colloquium 414 on Boundary Element Methods for Soil-Structure Interaction (2000 : Catania, Italy)

書誌事項

Boundary element methods for soil-structure interaction

edited by W.S. Hall, G. Oliveto

Kluwer Academic Publishers, c2003

大学図書館所蔵 件 / 全5件

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注記

Papers developed from short presentations at the EUROMECH Colloquium 414 on Boundary Element Methods for Soil-Structure Interaction, held in Catania, Italy, June 21-23, 2000

Includes bibliographical references and index

内容説明・目次

内容説明

W S HALL School of Computing and Mathematics, University of Teesside, Middlesbrough, TS1 3BA UK G OLIVETO Division of Structural Engineering, Department of Civil and Environmental Engineering, University of Catania, Viale A. Doria 6, 95125 Catania, Italy Soil-Structure Interaction is a challenging multidisciplinary subject which covers several areas of Civil Engineering. Virtually every construction is connected to the ground and the interaction between the artefact and the foundation medium may affect considerably both the superstructure and the foundation soil. The Soil-Structure Interaction problem has become an important feature of Structural Engineering with the advent of massive constructions on soft soils such as nuclear power plants, concrete and earth dams. Buildings, bridges, tunnels and underground structures may also require particular attention to be given to the problems of Soil-Structure Interaction. Dynamic Soil-Structure Interaction is prominent in Earthquake Engineering problems. The complexity of the problem, due also to its multidisciplinary nature and to the fact of having to consider bounded and unbounded media of different mechanical characteristics, requires a numerical treatment for any application of engineering significance. The Boundary Element Method appears to be well suited to solve problems of Soil- Structure Interaction through its ability to discretize only the boundaries of complex and often unbounded geometries. Non-linear problems which often arise in Soil-Structure Interaction may also be treated advantageously by a judicious mix of Boundary and Finite Element discretizations.

目次

  • Introduction
  • W.S. Hall, G. Oliveto. 1: Soil-Structure Interaction. 1. Twenty-Five Years of Boundary Elements for Dynamic Soil-Structure Interaction
  • J. Dominguez. 1. Introduction. 2. Dynamic Stiffness of Foundations. 3. Seismic Response of Foundations. 4. Dynamic Soil-Water-Structure Interaction. Seismic Response of Dams. 5. Gravity Dams. 6. Arch Dams. 7. References. 2. Computational Soil-Structure Interaction
  • D. Clouteau, D. Aubry. 1. Introduction. 2. Physical and Mathematical Models. 3. Domain Decomposition. 4. Boundary Integral Equations and BEM. 5. Unbounded Interfaces. 6. Green's Functions in a Layered Half-Space. 7. Applications. 8. Conclusion. 9. References. 10. Appendix: Mathematical Results and Formulae. 3. The Semi-Analytical Fundamental-Solutionless Scaled Boundary Finite-Element Method to Model Unbounded Soil
  • J.P. Wolf, C. Song. 1. Introduction. 2. Objective of Dynamic Soil-Structure Interaction Analysis. 3. Salient Concept. 4. Scaled-Boundary-Transformation-Based Derivation. 5. Mechanically Based Derivation. 6. Analytic Solution in Frequency Domain. 7. Numerical Solution in Frequency and Time Domains. 8. Extensions. 9. Numerical Examples. 10. Bounded Medium. 11. Concluding Remarks. 12. References. 4. BEM Analysis of SSI Problems in Random Media
  • G.D. Manolis, C.Z. Karakostos. 1. Introduction. 2. Review of the Literature. 3. Integral Equation Formulation. 4. Vibrations in Random Soil Media. 5. BEM Formulation Based on Perturbations. 6. BEM Formulation Based on Polynomial Chaos. 7. Conclusions. 8. References. 5. Soil-Structure Interaction in Practice
  • C.C. Spyrakos. 1. Introduction. 2. Seismic Design of Building Structures Including SSI. 3. Seismic Analysis of Bridges Including SSI. 4. References. 5. Appendix. 2: Related Topics and Applications. 6. BEM Techniques for Nonlocal Elasticity1. Introduction. 2. Nonlocal Elasticity. 3. Thermodynamic Framework. 4. Boundary-Value Problem. 5. Hu Washizu Principle Extended to Nonlocal Elasticity. 6. A Boundary/Domain Stationarity Principle. 7. Symmetric Galerkin BEM Technique. 8.Nonsymmetric Galerkin BEM Technique. 9. Conclusions. 10. References. 7. BEM for Crack Dynamics
  • M.H. Aliabadi. 1. Introduction. 2. Time Domain Method (TDM). 3. Laplace Transform Method (LTM). 4. Dual Reciprocity Method (DRM). 5. Cauchy and Hadamard Principle-Value Integrals. 6. Numerical Examples. 7. Conclusions. 8. References. 8. Symmetric Galerkin Boundary Element Analysuis in Three-Dimensional Linear-Elastic Fracture Mechanics
  • A. Frangi, et al. 1. Introduction. 2. Formulation. 3. Numerical Evaluation of Weakly Singular Integrals. 4. Numerical Examples. 5.

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