Copyright © 2004 Elsevier Ltd All rights reserved.
A full coupled numerical analysis approach for buried structures subjected to subsurface blast
Received 5 September 2003;
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Abstract
The physical processes during an explosion in soil and the subsequent response of buried structures are extremely complex. Combining all these processes into a single analysis model involves several numerical difficulties but such a model will enable more realistic reproduction of the underlying physical processes. This paper presents a full coupled numerical analysis approach, in which the SPH (smooth particle hydrodynamics) method is adopted to model the near field medium to cater for large deformation, while the conventional FEM is used to model the intermediate and the far field soil medium and the structural response. A robust three-phase soil model developed by the authors is employed to model the soil mass. The numerical model is verified against empirical predictions and the comparison shows a favorable agreement.
Keywords: Buried structure; Subsurface blast; SPH–FEM coupled method; Stress wave; Structural response; In-structure shock
Article Outline
- 1. Introduction
- 2. Basic considerations on SPH–FEM coupled analysis
- 3. Computational framework
- 3.1. Conservation equations
- 3.2. The smooth particle hydrodynamic (SPH) method
- 3.3. The coupled SPH and FEM method
- 4. Material models
- 4.1. Three-phase soil model
- 4.2. The equation of state (EOS)
- 4.3. Damage for soil
- 4.4. The strength model for soils
- 4.5. Concrete model
- 4.6. The failure surface
- 4.7. The elastic limit surface and strain hardening
- 4.8. Residual failure surface
- 4.9. Damage for concrete
- 4.10. P–α equation of state
- 4.11. Elastic–strain hardening plastic model for steel
- 4.12. JWL equation of state for explosive
- 4.13. The interface model
- 4.14. The computational cycle
- 5. Numerical example
- 5.1. Buried structure configuration and numerical model setup
- 5.2. The crater formation
- 5.3. The propagation of blast wave in soil
- 5.4. Response of the structure
- 5.5. In-structure shock
- 5.6. Conclusions
- References







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