oral lessons and exercises
Analysis of variance. One- and two-ways ANOVA. Numerical methods for ordinary differential equations (ODEs). Initial-value problems (IVP). First and higher order methods. Boundary-value problems (BVP). Shooting, finite differences, collocation methods. Stability analysis. Numerical solution of parabolic partial differential equations (PDEs). Picard and Crank-Nicolson methods for non-linear diffusion equations with or without chemical reactions. Application examples: the osmosis cell. Numerical methods for hyperbolic PDEs. Shock and discontinuity waves.
ANDREA REVERBERI (President)
VINCENZO DOVI'
LUIGI MAGA
oral examination
http://www.ingegneriachimica.unige.it/courses.htm
