Otimização estrutural de roda-gigante acessível por algoritmos genéticos com avaliação baseada em desempenho
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Universidade Federal de Goiás
Resumo
The development of accessible Ferris wheels with adequate structural
performance and competitive cost remains a significant challenge in the Brazilian
context, characterized by a scarcity of applied technical literature and reliance on
imported equipment. This dissertation proposes an integrated computational
methodology for the design, modeling, and structural optimization of an accessible ferris
wheel, combining the finite element method with genetic algorithms in a Python
environment. A parametric finite element model was implemented and coupled to the
ANSYS solver through the PyMAPDL library, enabling automated geometry generation,
meshing, loading application, and post-processing. In an initial deterministic stage, a
proprietary genetic algorithm was adapted for discrete optimization of commercial
sections, investigating genetic operators and execution parameters with the objective of
minimizing structural mass while satisfying safety and integrity requirements.
Complementarily, a performance-based probabilistic approach was adopted, in which
uncertainties associated with wind, occupancy, and structural parameters were
propagated via Monte Carlo simulations, structured according to intensity measures and
system parameters and evaluated using probabilistic metrics. From the constrained
optimization implemented in the genetic algorithm, a deterministic design with 14 cabins
was obtained, approaching operational limits of peak displacement and comfort. As a
contribution, this work delivers an automated, reproducible, and extensible workflow for
the optimization and performance assessment of Ferris wheels, providing guidelines for
lighter, safer designs aligned with normative and operational criteria, with the potential
to support the national development of accessible recreational structures. In addition, the
study advances the state of the art by integrating genetic algorithms and the finite element
method in an automated manner, offering a replicable model for future applications in
large-scale structures.