Students should have knowledge of Elasticity and Strength of Materials.

Basic knowledge of the fundamentals and development of Finite Element Method (FEM). Ability to formulate the most suitable mathematical model of a generic structure under various stresses. Ability to build a finite element model from the physical model. Ability to interpret critically the results of the analysis. Results After passing the course the student is expected to be able to: - Know the basics and the formulation of the MEF, - Modeling for analysis of different types structures with proper selection of element types to use, - Develop appropriate mesh finite element - Correctly modeling constraints and stresses - Interpret the analysis results.

1. Principles and Fundamentals of the Finite Element Method 2. Variational Formulation of the Finite Element Method 3. F.E.M in Elasticity 4. F.E.M in Nonlinear Problems 5. F.E.M in Dynamic Problems 6. F.E.M in Fracture Mechanics 7. Implementation Aspects 8. Structure and General Features of Finite Element Codes 9. Introduction to Boundary Element and Meshless Methods

The training activities include: - Lectures, doubt solving classes in small groups, student presentations, individual tutorials and personal work, including studies, tests and trials aimed at the acquisition of theoretical knowledge. - Classes of problems, individual tutorials and personal work, including study, tests and examinations, aimed at the acquisition of practical skills related to the course.