Windenergie 3 - Offshore 2
18 June 2026, Po Wen Cheng
Substructure Concepts
- Monopile is used in most cases
- If the seabed conditions dont allow it, or the water depth is too great, Jacket can be used (rarely)
- Tripods are not used any more, it has no advantages over the monopile concept
- Gravity based structure can only be used in shallow water and with small wind tubrines
- Suction bucket is more environmentally friendly, because it can be removed again without much lasting disturbance
- Future designs could utilize the floating platform concept
Hydrodynamic Loads
- Bottom-fixed substructure
- Morison's equation
- Hydrodynamically transparent structure (i.e. size of the structure << wave length)
- The wave does not notice the structure
- Floating substructure
- Mosison's equation to capture the viscous forces
- No longer hydrodynamically transparent (structure too large)
- Panel codes using potential flow theory to calculate the hydrodynamic and hydrostatic matrices
- Floating structure assumed to be rigid
Morrison Equation
See Slide 13
- Hydrodynamic damping due to viscous drag force is only calculated for very flexible structures
- Added mass can be formulated as an additional term in the mass matrrix, which is considered in both rigid and flexible structures
- Application in different cases on Slide 16
Hydrodynamic Loads on Larger Structures
Methods of achieving stability
- Hydrostatic forces
- Semi-Sub (Floating Jacket)
- Ballast (mass)
- Spar
- Tension moorings
- Tension Leg Platform TLP - has the least motion (very good)
Typically, a combination of these three will be used with one being most dominant
Hydrodynamic loads on larger substructures can not be ignored (Diffraction starts playing a role)
- Wave excitation forces: the platform is restrained from oscillating and there are waves: Froude-Kriloff force + diffraction force
- Radiation forces: assume still water, platform is forced to oscillate with wave excitation rfequencies: added mass + radiation damping
Dynamics of Floating Offshore Wind Turbines
- Rotational degrees of freedom are
- Pitch (tower fore aft movement) (critical)
- Roll
- Yaw (critical)
- Translational degrees of freedom are
- Surge (in direction of waves) (critical)
- Sway (along the wavefronts)
- Heave (upwards along the structure)
Non-linear viscous forces are important for slim structures / elements (e.g. tripod, jacket) and for extreme waves especially in shallow waters. For larger structures / elements (e.g. monopiles) or small waves, linear inertia forces dominate