Course Details

Computational Methods in Hydrodynamics

Computational Methods in Hydrodynamics

Spring Semester

Nonlinear hydrodynamic flows with free surface effects. Propagation of water waves. Luke’s variational principle and Hamilton’s principle. Representations of the wave fields. Green’s theorem.  Modal series expansions. Non-linear models for the propagation of surface gravity waves in finite water depth and in shallow water. Simplified depth-integrated models Application to propagation over non-uniform bathymetry. Wave – floating body interaction. Linearized equations of motion. Hydrodynamic loads and responses. Computational Lab: Matlab programs and application to various problems concerning water wave propagation over bathymetry.

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Optional Course
ECTS: 6

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