6-DoF Hydrodynamic Modelling For Wind Tunnel
Hybrid/HIL Tests of FOWT:
The Real-time Challenge
I.Bayati, A.Facchinetti, A.Fontanella & M.Belloli
Politecnico di Milano
Department of Mechanical Engineering
International Conference on Ocean,
Offshore & Arctic Engineering
June 17-22, 2018
Madrid, Spain
OMAE 2018-77804
Ilmas Bayati
• Experimental Setup (H2020/Lifes50+ project)
• Hybrid/HIL methodology
• Modelling approach and case study
• Real-time challenges
• Conclusions and ongoing activities
Outline
Ilmas Bayati
• Experimental Setup (H2020/Lifes50+ project)
• Hybrid/HIL methodology
• Modelling approach and case study
• Real-time challenges
• Conclusions and ongoing activities
Outline
Ilmas Bayati
Experimental Setup
Hybrid/HIL 6DoF system
λ 𝐿 = 75
Ilmas Bayati
Experimental Setup
Hybrid/HIL 6DoF system
λ 𝐿 = 75 Why Hybrid Testing?
• Scaling issues
• Separate facilities
Wind Tunnel/Ocean Basin
Ilmas Bayati
Experimental Setup
Hybrid/HIL 6DoF system
λ 𝐿 = 75 National Instrument
PXI/VeriStand
Wind
6-DoF
Real Time
ModelDisplacements
Aerodynamic Forces
Controller
Wind
Turbine
Controller
Robot
Motion
Angular speed + pitch
Hydro/Substructure
Aerodynamic Forces
Load Balance
PMAC dSPACE
Ilmas Bayati
End effector
6-components
balance
Links
Custome-made joints
Motor-reducer units
Experimental Setup
Hybrid/HIL 6DoF HexaFloat Robot
In-house
• Design
• Realization
• Calibration
• Control
Ilmas Bayati
• Experimental Setup (H2020/Lifes50+ project)
• Hybrid/HIL methodology
• Modelling approach and case study
• Real-time challenges
• Conclusions and ongoing activities
Outline
Ilmas Bayati
Experimental Setup
Real-Time: Measurements + Computations + Actuation
λ 𝐿 = 75 National Instrument
PXI/VeriStand
Wind
6-DoF
Real Time
ModelDisplacements
Aerodynamic Forces
Controller
Wind
Turbine
Controller
Robot
Motion
Angular speed + pitch
Hydro/Substructure
Aerodynamic Forces
Load Balance
PMAC dSPACE
Ilmas Bayati
Hybrid/HIL methodology
Real-Time: Measurements + Computations + Actuation
λ 𝐿 = 75
Wind
Displacements
Controller
Wind
Turbine
Controller
Robot
Angular speed + pitch
Aerodynamic Forces
Load Balance
PMAC dSPACE
Aerodynamic Forces
Motion
6-DoF
Real Time
Model
Hydro/Substructure
Ilmas Bayati
Hybrid/HIL methodology
Real-Time: Measurements + Computations + Actuation
λ 𝐿 = 75
Wind
Displacements
Controller
Wind
Turbine
Controller
Robot
Angular speed + pitch
Aerodynamic Forces
Load Balance
PMAC dSPACE
Aerodynamic Forces
Motion
6-DoF
Real Time
Model
Hydro/Substructure
Ilmas Bayati
Hybrid/HIL methodology
Real-Time: Measurements + Computations + Actuation
λ 𝐿 = 75
Wind
Displacements
Controller
Wind
Turbine
Controller
Robot
Angular speed + pitch
Aerodynamic Forces
Load Balance
PMAC dSPACE
Aerodynamic Forces
Motion
6-DoF
Real Time
Model
Hydro/Substructure
Ilmas Bayati
• Experimental Setup (H2020/Lifes50+ project)
• Hybrid/HIL methodology
• Modelling approach and case study
• Real-time challenges
• Conclusions and ongoing activities
Outline
Ilmas Bayati
Modelling approach
Matlab/Simulink for Real-Time Implementation
Platform+Turbine
Inertia Tensor
Platfform Added Damping
(e.g. Ocean Basin)
Platform+Turbine
• Gravitational
• Restoring
Substructure
• Radiation
• Mooring Forces
• Viscous forces
• Wave Forces
Derived
from measurements
Ilmas Bayati
Modelling approach
Matlab/Simulink for Real-Time Implementation
Platform+Turbine
Inertia Tensor
Platfform Added Damping
(e.g. Ocean Basin)
Platform+Turbine
• Gravitational
• Restoring
Substructure
• Radiation
• Mooring Forces
• Viscous forces
• Wave Forces
Derived
from measurements
Challenging
Modelling
for Real-Time!!
Ilmas Bayati
Modelling approach
Matlab/Simulink for Real-Time Implementation
Platform+Turbine
Inertia Tensor
Platfform Added Damping
(e.g. Ocean Basin)
Platform+Turbine
• Gravitational
• Restoring
Substructure
• Radiation
• Mooring Forces
• Viscous forces
• Wave Forces
Derived
from measurements
Challenging
Modelling
for Real-Time!!
Offline verification against
FAST/HydroDyn/MoorDyn
Ilmas Bayati
Case study
Triple Spar/DTU 10MW (Innwind.eu)
Ilmas Bayati
• Experimental Setup (H2020/Lifes50+ project)
• Hybrid/HIL methodology
• Modelling approach and case study
• Real-time challenges
• Conclusions and ongoing activities
Outline
Ilmas Bayati
Experimental Setup
Real-Time challenges
λ 𝐿 = 75
Wind
Displacements
Aerodynamic Forces
Controller
Wind
Turbine
Controller
Robot
Angular speed + pitch
Aerodynamic Forces
Load Balance
PMAC dSPACE
6-DoF
Real Time
Model
Hydro/Substructure
Motion
Ilmas Bayati
Experimental Setup
Real-Time challenges
λ 𝐿 = 75
Wind
Displacements
Aerodynamic Forces
Controller
Wind
Turbine
Controller
Robot
Angular speed + pitch
Aerodynamic Forces
Load Balance
PMAC dSPACE
6-DoF
Real Time
Model
Hydro/Substructure
Motion
Ilmas Bayati
Experimental Setup
Real-Time challenges
λ 𝐿 = 75
Wind
Displacements
Aerodynamic Forces
Controller
Wind
Turbine
Controller
Robot
Angular speed + pitch
Aerodynamic Forces
Load Balance
PMAC dSPACE
Real-time contraints
• Limited number of computations
• Limited memory
Modelling
• Discretization
Platform and Mooring nodes
(Natural Freqs. and damping)
• Contribution of mooring lines’ forces
• Dimension of frequency-dependent files
Spectrum width
Physical consistency
• Time step
Convergency and Accuracy
6-DoF
Real Time
Model
Hydro/Substructure
Motion
Ilmas Bayati
Modelling approach
Discretization
Platform Mooring lines
• Effect on natural frequencies
• Effect on damping
Ilmas Bayati
Modelling approach
Discretization
Platform Mooring lines
Wave
kinematics
• Effect on natural frequencies
• Effect on damping
Ilmas Bayati
Modelling approach
Discretization
Platform Mooring lines
Wave
kinematics
• Effect on natural frequencies
• Effect on damping
Ilmas Bayati
Modelling approach
Mooring lines force contributions
MoorDyn
Lumped-elements
model
Ilmas Bayati
Modelling approach
Mooring lines force contributions
MoorDyn
Lumped-elements
model
Ilmas Bayati
Modelling approach
Mooring lines force contributions
MoorDyn
Lumped-elements
model
T = Tensile Load
C = Damping
W =Weight
B = Contact with seabed
Dp = Transverse viscosity
Dq = Tangential viscosity
Ilmas Bayati
Modelling approach
Mooring lines force contributions
MoorDyn
Lumped-elements
model
T = Tensile Load
C = Damping
W =Weight
B = Contact with seabed
Dp = Transverse viscosity
Dq = Tangential viscosity
Ilmas Bayati
Modelling approach
Mooring force relevant contributions
Combined free decay tests
- Viscosity depends only on the nodes velocity
- No wave-exciting forces
Ilmas Bayati
Modelling approach
Mooring force relevant contributions
Combined free decay tests
- Viscosity depends only on the nodes velocity
- No wave-exciting forces
Ilmas Bayati
Modelling approach
Mooring force relevant contributions
-Constant - Potentially constant  Varying  Neglected
Anchor FairleadSeabed Off-seabedIntermediate
T = Tensile Load
C = Damping
W =Weight
B = Contact with seabed
Dp = Transverse viscosity
Dq = Tangential viscosity
Summary
Ilmas Bayati
Modelling approach
File dimension and sampling handling
Topic Issue
Real-Time
Contraint
Solution/Final
Parameter
Integration time-step
Mooring dynamics = faster
FAST: 0.015/0.001s
Unique 0.015s (FS)
Irregular
Sea
Viscous forces
Wave kinematics
(η, u, v)
• Loading u,v matrices:
N platform elements x time
length
• Dependency on platform
istantaneous position
(wheeler)
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
• No Ptfm dependency
Wave exciting forces
1° order
• Based of WAMIT outputs
• Loading force matrices:
6 x time length
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
Wave exciting forces
2° order (Newmann)
Wave exciting forces
2° order (QTF)
Simulation
(measurement)
time
• Consistency with
Ocean Basin meas.
• Affecting freq. resolution
• Memory available
• Simulation time Vs
measurement time
2000-2500 s (FS)
FS = Full scale
Ilmas Bayati
Modelling approach
File dimension and sampling handling
Topic Issue
Real-Time
Contraint
Solution/Final
Parameter
Integration time-step
Mooring dynamics = faster
FAST: 0.015/0.001s
Unique 0.015s (FS)
Irregular
Sea
Viscous forces
Wave kinematics
(η, u, v)
• Loading u,v matrices:
N platform elements x time
length
• Dependency on platform
istantaneous position
(wheeler)
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
• No Ptfm dependency
Wave exciting forces
1° order
• Based of WAMIT outputs
• Loading force matrices:
6 x time length
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
Wave exciting forces
2° order (Newmann)
Wave exciting forces
2° order (QTF)
Simulation
(measurement)
time
• Consistency with
Ocean Basin meas.
• Affecting freq. resolution
• Memory available
• Simulation time Vs
measurement time
2000-2500 s (FS)
FS = Full scale
Ilmas Bayati
Modelling approach
File dimension and sampling handling
Topic Issue
Real-Time
Contraint
Solution/Final
Parameter
Integration time-step
Mooring dynamics = faster
FAST: 0.015/0.001s
Unique 0.015s (FS)
Irregular
Sea
Viscous forces
Wave kinematics
(η, u, v)
• Loading u,v matrices:
N platform elements x time
length
• Dependency on platform
istantaneous position
(wheeler)
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
• No Ptfm dependency
Wave exciting forces
1° order
• Based of WAMIT outputs
• Loading force matrices:
6 x time length
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
Wave exciting forces
2° order (Newmann)
Wave exciting forces
2° order (QTF)
Simulation
(measurement)
time
• Consistency with
Ocean Basin meas.
• Affecting freq. resolution
• Memory available
• Simulation time Vs
measurement time
2000-2500 s (FS)
FS = Full scale
Ilmas Bayati
Modelling approach
File dimension and sampling handling
Topic Issue
Real-Time
Contraint
Solution/Final
Parameter
Integration time-step
Mooring dynamics = faster
FAST: 0.015/0.001s
Unique 0.015s (FS)
Irregular
Sea
Viscous forces
Wave kinematics
(η, u, v)
• Loading u,v matrices:
N platform elements x time
length
• Dependency on platform
istantaneous position
(wheeler)
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
• No Ptfm dependency
Wave exciting forces
1° order
• Based of WAMIT outputs
• Loading force matrices:
6 x time length
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
Wave exciting forces
2° order (Newmann)
Wave exciting forces
2° order (QTF)
Simulation
(measurement)
time
• Consistency with
Ocean Basin meas.
• Affecting freq. resolution
• Memory available
• Simulation time Vs
measurement time
2000-2500 s (FS)
FS = Full scale
Ilmas Bayati
Modelling approach
File dimension and sampling handling
Topic Issue
Real-Time
Contraint
Solution/Final
Parameter
Integration time-step
Mooring dynamics = faster
FAST: 0.015/0.001s
Unique 0.015s (FS)
Irregular
Sea
Viscous forces
Wave kinematics
(η, u, v)
• Loading u,v matrices:
N platform elements x time
length
• Dependency on platform
istantaneous position
(wheeler)
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
• No Ptfm dependency
Wave exciting forces
1° order
• Based of WAMIT outputs
• Loading force matrices:
6 x time length
Memory available
• Offline generation
Lookup Tables
• Downsampling (x10)
= 0.15s (FS)
Wave exciting forces
2° order (Newmann)
Wave exciting forces
2° order (QTF)
Simulation
(measurement)
time
• Consistency with
Ocean Basin meas.
• Affecting freq. resolution
• Memory available
• Simulation time Vs
measurement time
2000-2500 s (FS)
FS = Full scale
Ilmas Bayati
Modelling approach
Results
Natural frequencies and damping
Irregular SeaDecays
Ilmas Bayati
Conclusions and ongoing activities
• Hybrid approach for wind tunnel tests
• Real-time hydrodynamic modelling = heavy constraints
• Sensitivity analysis for semplification
• Finalizing LIFES50+ wind tunnel tests
• Olav Olsen - Semisub
• Tecnalia/Nautilus - Semi
Ilmas Bayati
Experimental Setup
Politecnico di Milano Wind Tunnel
Boundary Layer Test Section
• 36m long
• 13.8x3.8m, 16m/s
• Turbulence < 2%
• Turbulence generators = 25%
• 13m turntable
Low Turbulence Test Section
• 4x3.8m, 55m/s
• turbulence <0.1%
• open jet / closed test section
Boundary Layer Section
Low Turbulence Section
Ilmas Bayati
Experimental Setup
DTU 10 MW Wind Turbine Scale Model
Ilmas Bayati
Scaling factors
Ilmas Bayati
PoliMi Wind Turbine Properties
Target mass [g] 550
Total mass [g] 1270
Components [g] 903
Custom parts [g] 367
Rotor mass
Ilmas Bayati
PoliMi Robot Properties
Parameter Limit value
zWsd Center height 523 mm
x Surge ± 150 mm
y Sway ± 75 mm
z Heave ± 75 mm
α Roll ± 5 °
β Pitch ± 8 °
γ Yaw ± 3 °
Design displacements (3Hz)
Ilmas Bayati
Analytics
Aerodynamic forces from measurements
Ilmas Bayati
Analytics
Mooring Lines Forces
Ilmas Bayati
Analytics
Mooring Lines Added Mass
Ilmas Bayati
Mooring Lines Forces
Ilmas Bayati
Mooring Lines Forces
Ilmas Bayati
Mooring Lines Forces

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6-DoF Hydrodynamic Modelling For Wind Tunnel Hybrid/HIL tests of FOWT: the real-time challenge

  • 1. 6-DoF Hydrodynamic Modelling For Wind Tunnel Hybrid/HIL Tests of FOWT: The Real-time Challenge I.Bayati, A.Facchinetti, A.Fontanella & M.Belloli Politecnico di Milano Department of Mechanical Engineering International Conference on Ocean, Offshore & Arctic Engineering June 17-22, 2018 Madrid, Spain OMAE 2018-77804
  • 2. Ilmas Bayati • Experimental Setup (H2020/Lifes50+ project) • Hybrid/HIL methodology • Modelling approach and case study • Real-time challenges • Conclusions and ongoing activities Outline
  • 3. Ilmas Bayati • Experimental Setup (H2020/Lifes50+ project) • Hybrid/HIL methodology • Modelling approach and case study • Real-time challenges • Conclusions and ongoing activities Outline
  • 5. Ilmas Bayati Experimental Setup Hybrid/HIL 6DoF system λ 𝐿 = 75 Why Hybrid Testing? • Scaling issues • Separate facilities Wind Tunnel/Ocean Basin
  • 6. Ilmas Bayati Experimental Setup Hybrid/HIL 6DoF system λ 𝐿 = 75 National Instrument PXI/VeriStand Wind 6-DoF Real Time ModelDisplacements Aerodynamic Forces Controller Wind Turbine Controller Robot Motion Angular speed + pitch Hydro/Substructure Aerodynamic Forces Load Balance PMAC dSPACE
  • 7. Ilmas Bayati End effector 6-components balance Links Custome-made joints Motor-reducer units Experimental Setup Hybrid/HIL 6DoF HexaFloat Robot In-house • Design • Realization • Calibration • Control
  • 8. Ilmas Bayati • Experimental Setup (H2020/Lifes50+ project) • Hybrid/HIL methodology • Modelling approach and case study • Real-time challenges • Conclusions and ongoing activities Outline
  • 9. Ilmas Bayati Experimental Setup Real-Time: Measurements + Computations + Actuation λ 𝐿 = 75 National Instrument PXI/VeriStand Wind 6-DoF Real Time ModelDisplacements Aerodynamic Forces Controller Wind Turbine Controller Robot Motion Angular speed + pitch Hydro/Substructure Aerodynamic Forces Load Balance PMAC dSPACE
  • 10. Ilmas Bayati Hybrid/HIL methodology Real-Time: Measurements + Computations + Actuation λ 𝐿 = 75 Wind Displacements Controller Wind Turbine Controller Robot Angular speed + pitch Aerodynamic Forces Load Balance PMAC dSPACE Aerodynamic Forces Motion 6-DoF Real Time Model Hydro/Substructure
  • 11. Ilmas Bayati Hybrid/HIL methodology Real-Time: Measurements + Computations + Actuation λ 𝐿 = 75 Wind Displacements Controller Wind Turbine Controller Robot Angular speed + pitch Aerodynamic Forces Load Balance PMAC dSPACE Aerodynamic Forces Motion 6-DoF Real Time Model Hydro/Substructure
  • 12. Ilmas Bayati Hybrid/HIL methodology Real-Time: Measurements + Computations + Actuation λ 𝐿 = 75 Wind Displacements Controller Wind Turbine Controller Robot Angular speed + pitch Aerodynamic Forces Load Balance PMAC dSPACE Aerodynamic Forces Motion 6-DoF Real Time Model Hydro/Substructure
  • 13. Ilmas Bayati • Experimental Setup (H2020/Lifes50+ project) • Hybrid/HIL methodology • Modelling approach and case study • Real-time challenges • Conclusions and ongoing activities Outline
  • 14. Ilmas Bayati Modelling approach Matlab/Simulink for Real-Time Implementation Platform+Turbine Inertia Tensor Platfform Added Damping (e.g. Ocean Basin) Platform+Turbine • Gravitational • Restoring Substructure • Radiation • Mooring Forces • Viscous forces • Wave Forces Derived from measurements
  • 15. Ilmas Bayati Modelling approach Matlab/Simulink for Real-Time Implementation Platform+Turbine Inertia Tensor Platfform Added Damping (e.g. Ocean Basin) Platform+Turbine • Gravitational • Restoring Substructure • Radiation • Mooring Forces • Viscous forces • Wave Forces Derived from measurements Challenging Modelling for Real-Time!!
  • 16. Ilmas Bayati Modelling approach Matlab/Simulink for Real-Time Implementation Platform+Turbine Inertia Tensor Platfform Added Damping (e.g. Ocean Basin) Platform+Turbine • Gravitational • Restoring Substructure • Radiation • Mooring Forces • Viscous forces • Wave Forces Derived from measurements Challenging Modelling for Real-Time!! Offline verification against FAST/HydroDyn/MoorDyn
  • 17. Ilmas Bayati Case study Triple Spar/DTU 10MW (Innwind.eu)
  • 18. Ilmas Bayati • Experimental Setup (H2020/Lifes50+ project) • Hybrid/HIL methodology • Modelling approach and case study • Real-time challenges • Conclusions and ongoing activities Outline
  • 19. Ilmas Bayati Experimental Setup Real-Time challenges λ 𝐿 = 75 Wind Displacements Aerodynamic Forces Controller Wind Turbine Controller Robot Angular speed + pitch Aerodynamic Forces Load Balance PMAC dSPACE 6-DoF Real Time Model Hydro/Substructure Motion
  • 20. Ilmas Bayati Experimental Setup Real-Time challenges λ 𝐿 = 75 Wind Displacements Aerodynamic Forces Controller Wind Turbine Controller Robot Angular speed + pitch Aerodynamic Forces Load Balance PMAC dSPACE 6-DoF Real Time Model Hydro/Substructure Motion
  • 21. Ilmas Bayati Experimental Setup Real-Time challenges λ 𝐿 = 75 Wind Displacements Aerodynamic Forces Controller Wind Turbine Controller Robot Angular speed + pitch Aerodynamic Forces Load Balance PMAC dSPACE Real-time contraints • Limited number of computations • Limited memory Modelling • Discretization Platform and Mooring nodes (Natural Freqs. and damping) • Contribution of mooring lines’ forces • Dimension of frequency-dependent files Spectrum width Physical consistency • Time step Convergency and Accuracy 6-DoF Real Time Model Hydro/Substructure Motion
  • 22. Ilmas Bayati Modelling approach Discretization Platform Mooring lines • Effect on natural frequencies • Effect on damping
  • 23. Ilmas Bayati Modelling approach Discretization Platform Mooring lines Wave kinematics • Effect on natural frequencies • Effect on damping
  • 24. Ilmas Bayati Modelling approach Discretization Platform Mooring lines Wave kinematics • Effect on natural frequencies • Effect on damping
  • 25. Ilmas Bayati Modelling approach Mooring lines force contributions MoorDyn Lumped-elements model
  • 26. Ilmas Bayati Modelling approach Mooring lines force contributions MoorDyn Lumped-elements model
  • 27. Ilmas Bayati Modelling approach Mooring lines force contributions MoorDyn Lumped-elements model T = Tensile Load C = Damping W =Weight B = Contact with seabed Dp = Transverse viscosity Dq = Tangential viscosity
  • 28. Ilmas Bayati Modelling approach Mooring lines force contributions MoorDyn Lumped-elements model T = Tensile Load C = Damping W =Weight B = Contact with seabed Dp = Transverse viscosity Dq = Tangential viscosity
  • 29. Ilmas Bayati Modelling approach Mooring force relevant contributions Combined free decay tests - Viscosity depends only on the nodes velocity - No wave-exciting forces
  • 30. Ilmas Bayati Modelling approach Mooring force relevant contributions Combined free decay tests - Viscosity depends only on the nodes velocity - No wave-exciting forces
  • 31. Ilmas Bayati Modelling approach Mooring force relevant contributions -Constant - Potentially constant  Varying  Neglected Anchor FairleadSeabed Off-seabedIntermediate T = Tensile Load C = Damping W =Weight B = Contact with seabed Dp = Transverse viscosity Dq = Tangential viscosity Summary
  • 32. Ilmas Bayati Modelling approach File dimension and sampling handling Topic Issue Real-Time Contraint Solution/Final Parameter Integration time-step Mooring dynamics = faster FAST: 0.015/0.001s Unique 0.015s (FS) Irregular Sea Viscous forces Wave kinematics (η, u, v) • Loading u,v matrices: N platform elements x time length • Dependency on platform istantaneous position (wheeler) Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) • No Ptfm dependency Wave exciting forces 1° order • Based of WAMIT outputs • Loading force matrices: 6 x time length Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) Wave exciting forces 2° order (Newmann) Wave exciting forces 2° order (QTF) Simulation (measurement) time • Consistency with Ocean Basin meas. • Affecting freq. resolution • Memory available • Simulation time Vs measurement time 2000-2500 s (FS) FS = Full scale
  • 33. Ilmas Bayati Modelling approach File dimension and sampling handling Topic Issue Real-Time Contraint Solution/Final Parameter Integration time-step Mooring dynamics = faster FAST: 0.015/0.001s Unique 0.015s (FS) Irregular Sea Viscous forces Wave kinematics (η, u, v) • Loading u,v matrices: N platform elements x time length • Dependency on platform istantaneous position (wheeler) Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) • No Ptfm dependency Wave exciting forces 1° order • Based of WAMIT outputs • Loading force matrices: 6 x time length Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) Wave exciting forces 2° order (Newmann) Wave exciting forces 2° order (QTF) Simulation (measurement) time • Consistency with Ocean Basin meas. • Affecting freq. resolution • Memory available • Simulation time Vs measurement time 2000-2500 s (FS) FS = Full scale
  • 34. Ilmas Bayati Modelling approach File dimension and sampling handling Topic Issue Real-Time Contraint Solution/Final Parameter Integration time-step Mooring dynamics = faster FAST: 0.015/0.001s Unique 0.015s (FS) Irregular Sea Viscous forces Wave kinematics (η, u, v) • Loading u,v matrices: N platform elements x time length • Dependency on platform istantaneous position (wheeler) Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) • No Ptfm dependency Wave exciting forces 1° order • Based of WAMIT outputs • Loading force matrices: 6 x time length Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) Wave exciting forces 2° order (Newmann) Wave exciting forces 2° order (QTF) Simulation (measurement) time • Consistency with Ocean Basin meas. • Affecting freq. resolution • Memory available • Simulation time Vs measurement time 2000-2500 s (FS) FS = Full scale
  • 35. Ilmas Bayati Modelling approach File dimension and sampling handling Topic Issue Real-Time Contraint Solution/Final Parameter Integration time-step Mooring dynamics = faster FAST: 0.015/0.001s Unique 0.015s (FS) Irregular Sea Viscous forces Wave kinematics (η, u, v) • Loading u,v matrices: N platform elements x time length • Dependency on platform istantaneous position (wheeler) Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) • No Ptfm dependency Wave exciting forces 1° order • Based of WAMIT outputs • Loading force matrices: 6 x time length Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) Wave exciting forces 2° order (Newmann) Wave exciting forces 2° order (QTF) Simulation (measurement) time • Consistency with Ocean Basin meas. • Affecting freq. resolution • Memory available • Simulation time Vs measurement time 2000-2500 s (FS) FS = Full scale
  • 36. Ilmas Bayati Modelling approach File dimension and sampling handling Topic Issue Real-Time Contraint Solution/Final Parameter Integration time-step Mooring dynamics = faster FAST: 0.015/0.001s Unique 0.015s (FS) Irregular Sea Viscous forces Wave kinematics (η, u, v) • Loading u,v matrices: N platform elements x time length • Dependency on platform istantaneous position (wheeler) Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) • No Ptfm dependency Wave exciting forces 1° order • Based of WAMIT outputs • Loading force matrices: 6 x time length Memory available • Offline generation Lookup Tables • Downsampling (x10) = 0.15s (FS) Wave exciting forces 2° order (Newmann) Wave exciting forces 2° order (QTF) Simulation (measurement) time • Consistency with Ocean Basin meas. • Affecting freq. resolution • Memory available • Simulation time Vs measurement time 2000-2500 s (FS) FS = Full scale
  • 37. Ilmas Bayati Modelling approach Results Natural frequencies and damping Irregular SeaDecays
  • 38. Ilmas Bayati Conclusions and ongoing activities • Hybrid approach for wind tunnel tests • Real-time hydrodynamic modelling = heavy constraints • Sensitivity analysis for semplification • Finalizing LIFES50+ wind tunnel tests • Olav Olsen - Semisub • Tecnalia/Nautilus - Semi
  • 39. Ilmas Bayati Experimental Setup Politecnico di Milano Wind Tunnel Boundary Layer Test Section • 36m long • 13.8x3.8m, 16m/s • Turbulence < 2% • Turbulence generators = 25% • 13m turntable Low Turbulence Test Section • 4x3.8m, 55m/s • turbulence <0.1% • open jet / closed test section Boundary Layer Section Low Turbulence Section
  • 40. Ilmas Bayati Experimental Setup DTU 10 MW Wind Turbine Scale Model
  • 42. Ilmas Bayati PoliMi Wind Turbine Properties Target mass [g] 550 Total mass [g] 1270 Components [g] 903 Custom parts [g] 367 Rotor mass
  • 43. Ilmas Bayati PoliMi Robot Properties Parameter Limit value zWsd Center height 523 mm x Surge ± 150 mm y Sway ± 75 mm z Heave ± 75 mm α Roll ± 5 ° β Pitch ± 8 ° γ Yaw ± 3 ° Design displacements (3Hz)