dc.description.abstract | In this work the resistance of a stiffened column exposed to stern corner impacts
is studied. The effect of ring and vertical stiffeners are explored, as well as the
effect of decks and bulkheads. It is found that the ring stiffener is an important
part of the load carrying structure for radial loads. These are therefore isolated
and studied in greater detail.
The ring stiffeners are analysed as a semicircular arch using several analytical
models, as well as with the finite element method. It is shown that the collapse
load for a ring stiffener with a stocky cross section can be well estimated by both
a static and a kinematic model. For a more slender cross section local effects
such as bucking of the web and top flange is important for the response.
A folding line model for the local collapse of the cross section is proposed, and
included in the kinematic model. This increases the accuracy of the model significantly,
especially for slender cross sections at large displacements.
The accuracy of the statical model was improved by introducing interaction equations
between the moment capacity and the axial load. This resulted in a iterative
formula.
Finite element analyses of stern corner impacts have been performed for several
different designs of stiffened columns to determine how a strength design can
be obtained. It is found that the collapse of the ring stiffeners give a reduction
in capacity and subsequently large deformations. This collapse load is therefore
proposed as a limit for strength design.
The vertical stiffening is shown to influence the collapse load by restraining the
lateral displacement of the ring stiffener web, in addition to providing the necessary
strength to carry the impact load to the ring stiffeners.
The effect of decks was found to be minor with respect to the initial collapse,
but important for the energy dissipation at large deformations. Bulkheads were
found to give little to no extra capacity apart from the case where they are
directly inline with the impact direction. | |