Module Overview
This module aims to provide students with a rigorous foundation in advanced structural analysis, with particular emphasis on finite element formulations and their applications in engineering design. The course introduces fundamental theoretical principles, including variational methods, displacement–strain–stress relations, and the formulation of stiffness matrices, before progressing to applications involving trusses, beams, and two-dimensional elements. A strong link is established between the matrix stiffness method and finite element modelling, ensuring that students understand both the mathematics and its practical implementation.
Alongside analytical derivations, the module incorporates MATLAB-based computer labs where students will develop coding skills to implement structural models, solve systems of equations, and visualise structural response. These practical sessions are designed to build confidence in programming and computational modelling, which are essential skills for modern structural engineers.
The latter part of the course introduces advanced topics such as the plastic behaviour of structures, including yield criteria, ductility, energy absorption, and collapse mechanisms, with direct links to earthquake engineering and disaster resilience. A dedicated session on sustainability in structural design highlights optimisation strategies and the importance of material efficiency, including practical exercises on timber structures under Eurocode serviceability criteria.
This module aims to provide students with a rigorous foundation in advanced structural analysis, with particular emphasis on finite element formulations and their applications in engineering design. The course introduces fundamental theoretical principles, including variational methods, displacement–strain–stress relations, and the formulation of stiffness matrices, before progressing to applications involving trusses, beams, and two-dimensional elements. A strong link is established between the matrix stiffness method and finite element modelling, ensuring that students understand both the mathematics and its practical implementation.
Alongside analytical derivations, the module incorporates MATLAB-based computer labs where students will develop coding skills to implement structural models, solve systems of equations, and visualise structural response. These practical sessions are designed to build confidence in programming and computational modelling, which are essential skills for modern structural engineers.
The latter part of the course introduces advanced topics such as the plastic behaviour of structures, including yield criteria, ductility, energy absorption, and collapse mechanisms, with direct links to earthquake engineering and disaster resilience. A dedicated session on sustainability in structural design highlights optimisation strategies and the importance of material efficiency, including practical exercises on timber structures under Eurocode serviceability criteria.
- Organiser: Phillippe Sentenac