The elastostic analysis of layered systems (such as a soil consisting of a set of L individually homogeneous strata) is tackled here on the basis of discretized boundary integral equations (boundary element method). The 'successive stiffness' method proposed is shown to imply noteworthy advantages with respect to both the standard boundary element methods by zones (or subregions) and another ad hoc, earlier method resting on a boundary element approach combined with the transfer matrix concept. This conclusion is corroborated by two-dimensional examples
In the work a field boundary element model able to solve elastic functionally graded materials solid...
This paper discusses the coupling of finite element and fast boundary element methods for the soluti...
The field equations of plane and three-dimensional elastostatics are transformed, by a general metho...
The linear elastostatic analysis of layered soils, often required for parametric studies in prelimin...
This paper presents a general 2.5D coupled finite element-boundary element methodology for the compu...
General numerical methods based on the discretization of the surface between structure and soil in f...
AbstractThis paper presents a boundary element method to analyze the elastic foundation finite beams...
This paper presents the application of hierarchical matrices to boundary element methods for elastod...
This paper presents a general 2.5D coupled finite element–boundary element methodology for the compu...
Dynamic soil-structure interaction has been for a long time one of the most fascinating areas for th...
A boundary element formulation having nonlocal boundary conditions is presented for the dynamic anal...
The chain pattern of certain elastic systems such as layered softs lends itself to be exploited in a...
We propose a boundary-element-based method for crack problems in multilayered elastic medium that co...
A boundary element formulation having discontinuous curved quadratic elements is presented for 2D el...
Summarization: A direct boundary element method for the dynamic analysis of thin elastoplastic flexu...
In the work a field boundary element model able to solve elastic functionally graded materials solid...
This paper discusses the coupling of finite element and fast boundary element methods for the soluti...
The field equations of plane and three-dimensional elastostatics are transformed, by a general metho...
The linear elastostatic analysis of layered soils, often required for parametric studies in prelimin...
This paper presents a general 2.5D coupled finite element-boundary element methodology for the compu...
General numerical methods based on the discretization of the surface between structure and soil in f...
AbstractThis paper presents a boundary element method to analyze the elastic foundation finite beams...
This paper presents the application of hierarchical matrices to boundary element methods for elastod...
This paper presents a general 2.5D coupled finite element–boundary element methodology for the compu...
Dynamic soil-structure interaction has been for a long time one of the most fascinating areas for th...
A boundary element formulation having nonlocal boundary conditions is presented for the dynamic anal...
The chain pattern of certain elastic systems such as layered softs lends itself to be exploited in a...
We propose a boundary-element-based method for crack problems in multilayered elastic medium that co...
A boundary element formulation having discontinuous curved quadratic elements is presented for 2D el...
Summarization: A direct boundary element method for the dynamic analysis of thin elastoplastic flexu...
In the work a field boundary element model able to solve elastic functionally graded materials solid...
This paper discusses the coupling of finite element and fast boundary element methods for the soluti...
The field equations of plane and three-dimensional elastostatics are transformed, by a general metho...