universidad nacional de c´ordoba - Facultad de Ciencias Exactas ...
universidad nacional de c´ordoba - Facultad de Ciencias Exactas ...
universidad nacional de c´ordoba - Facultad de Ciencias Exactas ...
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ABSTRACT<br />
This thesis presents a new formulation of the Indirect Boundary Element Method (IBEM)<br />
based on the principle of virtual work for the dynamic analysis of frame structures buried in<br />
semi-infinite elastic media. Unlike conventional IBEM formulations, the present one leads<br />
to symmetric stiffness matrices for the continuum domain that may be <strong>de</strong>fined in terms<br />
of conventional structural analysis variables (i.e., generalized displacements and lumped<br />
forces). It is shown that, in the context of the present formulation, rotation <strong>de</strong>grees of<br />
freedom (DOF) may readily be introduced in the interpolation scheme with very little<br />
additional computational effort. By means of the present formulation, a two-no<strong>de</strong> element<br />
with three DOF per no<strong>de</strong> is <strong>de</strong>fined for the analysis of plane frames buried on a half-space<br />
subjected to in-plane loads and moments. In or<strong>de</strong>r to show the consistency of the present<br />
formulation with well established results, the static and dynamic stiffness of a single piles<br />
and pile groups, as evaluated by means of the present formulation, is compared with other<br />
results from the literature. Finally, the dynamic stiffness of a single buried frame un<strong>de</strong>r<br />
vertical and horizontal loading is studied. The analysis shows that the stiffness of the full<br />
frame may not always be accurately estimated by means of results for single piles, even<br />
though proper dynamic interaction factors <strong>de</strong>vised by Gazetas et al. ([10]) are taken into<br />
account.<br />
Thesis supervisor: Dr. Carlos A. Prato<br />
Title:<br />
Plenary Professor<br />
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