Static analysis of framed structures founded on elastic media

A displacement-type numerical technique for the elastic solution to problem of the interaction between a bar structure and the supporting soil medium is outlined. The behaviour of soil is modelled by means of homogenous, isotropic, elastic half-space, whilst in the structural analysis of the superstructure the very well-known Direct Stiffness Method is used. The Boussinesq and Cerutti force-displacement formulae are utilised to develop the flexibility matrix for the elastic half-space, related to the interaction forces. The combination of the inverse of this matrix with the stiffness matrix of the superstructure, constitutes the stiffness matrix of the whole system. An example is included to illustrate the obtained results.

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Publication Details

Published
2026-02-26
DOI
https://doi.org/10.1201/9781003761730-87
Primary Topic
Mechanical and Thermal Properties Analysis
Type
article
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article

Static analysis of framed structures founded on elastic media

Reza Izadnegahdar, ES Melerski
Mechanical and Thermal Properties Analysis
article

Static analysis of framed structures founded on elastic media

Reza Izadnegahdar, ES Melerski
article en

Abstract

A displacement-type numerical technique for the elastic solution to problem of the interaction between a bar structure and the supporting soil medium is outlined. The behaviour of soil is modelled by means of homogenous, isotropic, elastic half-space, whilst in the structural analysis of the superstructure the very well-known Direct Stiffness Method is used. The Boussinesq and Cerutti force-displacement formulae are utilised to develop the flexibility matrix for the elastic half-space, related to the interaction forces. The combination of the inverse of this matrix with the stiffness matrix of the superstructure, constitutes the stiffness matrix of the whole system. An example is included to illustrate the obtained results.

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Mechanical and Thermal Properties Analysis
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