Course Contents Learn how to model non-linear structural/solid mechanics problems using Finite Element Method (FEM).
Computational methods, particularly FEM, are important tools to assess the efficiency and performance of materials & structures
in the field of aerospace, mechanical, civil and biomedical engineering. Reduced performance and failure of materials &
structures are mostly due to the effects of different nonlinearities such as buckling, yielding, damage and fracture. A combination
of theoretical and practical knowledge in non-linear FEM are valuable skills needed to address such problems in industry and
academia.
Upon finishing this course, you will have the skill set needed to solve various non-linear structural/solid mechanics problems
using FEM. Both the theoretical and the practical aspects will be covered. A free FEM package will be used for practical
applications.
Study Goals - be able to explain the theories of non-linear FEM and use them to perform analytical work
- be able to apply non-linear FEM to solve practical engineering problems
- be able to identify and employ efficient modelling techniques
