Università Roma Tre

3D Potential THeory. Second Green's theorem and Green's function. Doublets and vorticity. The Boundary Element Method.
Fundamentals of turbulence: phenomenology and Kolmogorov theory. Reynolds decomposition, turbulence models and RANS methods.
Fundamentals of numerical simulations, finite difference methods, finite volumes methods, steady and unsteady flows (explicit and implicit approaches).

Notes given by the teacher.

Fundamentals of Fluid Dynamics. Theory of potential flows and Boundary Element method. Basic concepts on the generation of lift for 2D and 3D bodies, the induced drag and the lifting line theory. Basic concepts of signal analysis, probability and statistics. Fundamental of Turbulence and RANS methodologies for CFD. Procedures for the discretization of the governing equations using finite difference and finite volume approach. Applications using an industrial code.

Notes distributed by the teacher.

1- introduction to the problem of a floating body
2-introduction to the opensource, full Navier-Stokes, solver for such a problem.
3- introduction to the potential solution of the same problem.
4- analysis of the results

teaching material will be made available during the course