Finite Element models for the dynamic analysis of composite and sandwich structures
Creato da
Treviso, Alessandra
Mundo, Domenico
Tournou, Michel
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Dottorato di Ricerca in Igegneria Meccanica, Ciclo XXVIII, a.a. 2015-2016; The use of lightweight multi-layered materials is dramatically changing the design process
and criteria in many engineering fields. The transportation industry, for example,
is facing major challenges in order to replace traditional materials while keeping at least
the same level of passengers’ comfort and safety. In particular, the Noise, Vibration
and Harshness (NVH) performances are affected by the novel combination of high stiffness
and low density. If the aeronautic industry still heavily relies on testing to assess
designs’ validity, such an approach cannot be applied to the automotive industry for
the development costs would be too high. It is therefore necessary to identify CAE
tools capable of giving realistic, reliable and cost-effective predictions of multi-layered
structures’ behaviour under dynamic loadings. An often overlooked problem is that of
damping which is generally higher in composite and sandwich structure but rarely it is
also efficiently exploited, so that in most cases the classic approach of applying NVH
treatments is followed. However, this procedure has a detrimental effect on the attained
weight saving and on the global dynamic performance of lightweight structures, therefore
leading to unsatisfactory results. Moreover, the variability of mechanical properties due
to the low repeatability of some manufacturing processes can also have an impact on the
global behaviour of the as-manufactured component. An early integration of damping
prediction and an estimate of possible stiffness variations due to the manufacturing can
actually lead to better designs in less time.
In this thesis these challenges are tackled from the Computer Aided Engineering (CAE)
point of view, thanks to the introduction of a novel finite element for the prediction of
the damped response of generic multi-layered structures and the proposition of a CAMCAE
approach to introduce manufacturing simulations at an early stage in the design
and analysis process.
In the first chapters, different analytical and numerical approaches for the modelling
of multi-layered structures are presented and used for the development of a 1D finite
element. The results of the mono-dimensional analysis show that zigzag theories are
a cost-effective and accurate alternative to solid finite element models, motivating the
development of a 2D element for the analysis of plates and shells. With respect to
previous investigations on zigzag theories, the current study focus on their use for modal
parameters prediction, i.e. eigenfrequencies, mode shapes and damping. It will be shown that compared to classic models, the zigzag elements are able to predict the dynamic
response, damped and undamped, of beam, plates and shells with the same accuracy of
3D models but at a much lower computational cost.
In the last chapter, the available homogenisation methods for the analysis of long fibres
composites are reviewed and compared to more refined models based on manufacturing
simulation algorithms. Results show that changes in manufacturing parameters lead to
substantially different results. The goal is to show that CAM/FE coupling is possible
already at an early design stage and that manufacturing simulations can be used as a
mean to further optimise the performance of composite structures. As a final stage, an
example of coupling between zigzag theories and manufacturing simulations is presented.
Despite some limitations, the proposed methods increase the accuracy of the analysis
and gives a better understanding of lightweight multi-layered structures. Further research
could focus on the use of the developed zigzag elements for fatigue analysis and
delamination modelling as well as detailed modelling of drop-off regions in the framework
of CAM tools improvements; Università della CalabriaSoggetto
Meccanica applicata alle macchine; Materiali compositi; Metodo degli elementi finiti
Relazione
ING/IND-13;