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Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Storm Surges Validation 
The State-of-the-Play for D-Flow FM 
watermotion.eu | waterbeweging.nl 
Giordano Lipari 
5.11.2014 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Watermotion.eu | Expertise, Services, Products 
Consultancy 
Dissemination 
Marketing 
Research
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Watermotion.eu | Expertise, Services, Products 
Consultancy 
Dissemination 
Marketing 
Research 
Simulations Data Analysis 
Capacity Building Reviewing
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Watermotion.eu | Expertise, Services, Products 
Consultancy 
Dissemination 
Marketing 
Research 
Simulations Data Analysis 
Capacity Building Reviewing 
Information Data 
Knowledge
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Watermotion.eu | Expertise, Services, Products 
Consultancy 
Dissemination 
Marketing 
Research 
Simulations Data Analysis 
Capacity Building Reviewing 
Information Data 
Knowledge 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Hydrodynamics on All Fours 
Hydrodynamics calculation 
analytical 
numerical 
context 
knowledge 
measurements 
physics 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Words of Caution 
Tri
e-worship, belief in answers, connectionism, black box mistake, methodolatry, dead-
sh 
fallacy, Jehovah problem 
bit.ly/7defects (publisher) 
bit.ly/
nd7defects (Google search) 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Man is the measure of all things" 
Crosby Beach, UK. 'Another Place' by Antony Gormley 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Man is the measure of all things" 
Crosby Beach, UK. 'Another Place' by Antony Gormley 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Man is the measure of all things" 
Crosby Beach, UK. 'Another Place' by Antony Gormley 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Man is the measure of all things" 
Crosby Beach, UK. 'Another Place' by Antony Gormley 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Physics and Computations 
Equations from physics 
I Trustworthy cause-eect relations 
I Raison d'^etre of equations 
I Delft3D, D-Flow FM 
Shallow-water (depth-averaged, 
long-wave) equations 
I Water: Forces ! Motion ! Forces 
! ... 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Physics and Computations 
Equations from physics 
I Trustworthy cause-eect relations 
I Raison d'^etre of equations 
I Delft3D, D-Flow FM 
Shallow-water (depth-averaged, 
long-wave) equations 
I Water: Forces ! Motion ! Forces 
! ... 
I Validation of a choice 
I Solving the right equations... 
I and/or choosing the right 
interpretation? 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Physics and Computations 
Equations from physics 
I Trustworthy cause-eect relations 
I Raison d'^etre of equations 
I Delft3D, D-Flow FM 
Shallow-water (depth-averaged, 
long-wave) equations 
I Water: Forces ! Motion ! Forces 
! ... 
I Validation of a choice 
I Solving the right equations... 
I and/or choosing the right 
interpretation? 
Solutions from computation 
Analytical solutions 
I exact (absolute credibility) 
I restrictive assumptions 
I limited applicability 
I results easy to interpret 
Numerical solutions 
I approximate (conditional credibility) 
I 
exible scope, wide applicability 
I results harder to interpret 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
As many approaches as facets 
Never forget reality 
Equations from Physics, Solutions from Mathematics 
Physics and Computations 
Equations from physics 
I Trustworthy cause-eect relations 
I Raison d'^etre of equations 
I Delft3D, D-Flow FM 
Shallow-water (depth-averaged, 
long-wave) equations 
I Water: Forces ! Motion ! Forces 
! ... 
I Validation of a choice 
I Solving the right equations... 
I and/or choosing the right 
interpretation? 
Solutions from computation 
Analytical solutions 
I exact (absolute credibility) 
I restrictive assumptions 
I limited applicability 
I results easy to interpret 
Numerical solutions 
I approximate (conditional credibility) 
I 
exible scope, wide applicability 
I results harder to interpret 
Veri
cation of a procedure 
I Are we solving the equations right? 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Space | Size | Contour | Forces | Response? 
How to build an exact and useful model
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Space | Size | Contour | Forces | Response? 
How to build an exact and useful model 
L 
B 
D
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Space | Size | Contour | Forces | Response? 
How to build an exact and useful model 
L 
B 
D
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Space | Size | Contour | Forces | Response? 
How to build an exact and useful model 
L 
B 
D
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Space | Size | Contour | Forces | Response? 
How to build an exact and useful model 
L 
B 
D 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Harbour of IJmuiden 
A look-alike 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Numerical models can be objectively tested 
Books and journals 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Exact water-level and currents driven by the wind 
On a longitudinal transect (marked orange) 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Building a model 
The message of the benchmarks 
Exact water-level and currents driven by the wind 
Side view on the longitudinal cross section. Blue = water level. Green = velocity 
2 
1 
0 
−1 
−2 
E=F0*L/(gH) 
U=F0*L/H(gH)^½ 
0.109 
0.0 
Profiles | t/T=1/360 [min] ; H= 10 m W= 25.0 m/s 
0.0 0.2 0.4 0.6 0.8 1.0 
x/L {L=5000 m} 
e/E, u/U {E=0.064 m, U=0.063 m/s 
0.109 
0.0 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Solving the right equations right 
Testing correctness in D-Flow FM 
Hydrodynamics calculation 
analytical 
numerical 
context 
knowledge 
measurements 
physics 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Computational grid 
Delta Shell: observation points and cross sections 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Water-level history. Map view 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non linear terms turned o 
The darker the shade, the deeper the water 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Water-level history. Downwind location (inundation) 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non linear terms turned o. 
Blue line: D-Flow FM. Red line: exact solution 
2.0 
1.5 
1.0 
0.5 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
0.0 
e/E {E=F0*L/(gH)=0.064 m} 
History water level at x/L=5000.0/5000 [ST3d] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Water-level history. Mid-basin location 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non-linear terms turned o. 
Blue line: D-Flow FM. Red line: exact solution 
1.0 
0.8 
0.6 
0.4 
0.2 
0.0 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.2 
e/E {E=F0*L/(gH)=0.064 m} 
History water level at x/L=2500.0/5000 [ST3d] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Water-level history. First-quarter upwind location 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non-linear terms turned o. 
Blue line: D-Flow FM. Red line: exact solution 
0.5 
0.4 
0.3 
0.2 
0.1 
0.0 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.1 
e/E {E=F0*L/(gH)=0.064 m} 
History water level at x/L=1250.0/5000 [ST3d] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Velocity history. Map view 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non linear terms turned o 
Red shades: net 
ow in. Blue shades: net 
ow out. White: zero net 
ow 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Velocity history. Upwind location (open boundary) 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non-linear terms turned o. 
Green line: D-Flow FM. Red line: exact solution 
1.0 
0.5 
0.0 
−0.5 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−1.0 
q/Q {Q=F0*L/(gH)^½=0.631 m²/s} 
History depth-averaged velocity at x/L=0.0/5000 [ST3d] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Velocity history. Mid-basin location 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non-linear terms turned o. 
Green line: D-Flow FM. Green line: exact solution 
0.6 
0.4 
0.2 
0.0 
−0.2 
−0.4 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.6 
q/Q {Q=F0*L/(gH)^½=0.631 m²/s} 
History depth-averaged velocity at x/L=2500.0/5000 [ST3d] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Velocity history. Third-quarter downwind location 
W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 5 s. Non-linear terms turned o. 
Blue line: D-Flow FM. Red line: exact solution 
0.3 
0.2 
0.1 
0.0 
−0.1 
−0.2 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.3 
q/Q {Q=F0*L/(gH)^½=0.631 m²/s} 
History depth-averaged velocity at x/L=3750.0/5000 [ST3d] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Introducing a bit of challenge 
A meander-like grid (but there's no meander). Skewed grid and 
ow. 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Water-level history. Mid-basin location 
Skewed 
ow and grid ... Non-linear terms turned-o. 
Blue line: D-Flow FM. Red line: exact solution 
1.2 
1.0 
0.8 
0.6 
0.4 
0.2 
0.0 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.2 
e/E {E=F0*L/(gH)=0.064 m} 
History water level at x/L=2500.0/5000 [ST3h] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Velocity history. Mid-basin location 
Skewed 
ow and grid ... Non-linear terms turned-o. 
Green line: D-Flow FM. Red line: exact solution 
0.6 
0.4 
0.2 
0.0 
−0.2 
−0.4 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.6 
q/Q {Q=F0*L/(gH)^½=0.631 m²/s} 
History depth-averaged velocity at x/L=2500.0/5000 [ST3h] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Time-step sensitivity 
Increasing the time step from a sound 5 s to 30 s 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Water-level history. Mid-basin location 
Time-step sensitivity. W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 30 s. 
Blue line: D-Flow FM. Red line: exact solution 
1.0 
0.8 
0.6 
0.4 
0.2 
0.0 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.2 
e/E {E=F0*L/(gH)=0.064 m} 
History water level at x/L=2500.0/5000 [ST3g] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
Solving the right equations right 
Comparison with close match of assumptions and settings 
The grid challenge 
Time-stepping 
Velocity history. Mid-basin location 
Time-step sensitivity. W=25 m/s; h0 = 10m/s;  = 103 m/s; t = 30 s. 
Green line: D-Flow FM. Red line: exact solution 
0.6 
0.4 
0.2 
0.0 
−0.2 
−0.4 
0.0 0.2 0.4 0.6 0.8 1.0 
t/T {T=21600.0 s} 
−0.6 
q/Q {Q=F0*L/(gH)^½=0.631 m²/s} 
History depth-averaged velocity at x/L=2500.0/5000 [ST3g] 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
State of the Play: Hop Jump Spring 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
State of the Play: Hop Jump Spring 
I Solving the right equations Solving the equations right 
I Analytical solutions Exact credibility at the cost of limited scope 
I Numerical methods All options can be guaged against a reference 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
Watermotion.eu 
Hydrodyamics before Equations 
The Help from Analytical Solutions 
Solving the right equations right 
Summing up 
State of the Play: Hop Jump Spring 
I Solving the right equations Solving the equations right 
I Analytical solutions Exact credibility at the cost of limited scope 
I Numerical methods All options can be guaged against a reference 
I Storm surges Unsteady long waves. The more accurate the better 
I D-Flow FM simulates the velocity and water level oscillations well 
I Source code can be made compliant to benchmarks (transparency) 
I Follow good modelling practices to avoid inaccuracy (expectedly) 
watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play

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  • 1. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Storm Surges Validation The State-of-the-Play for D-Flow FM watermotion.eu | waterbeweging.nl Giordano Lipari 5.11.2014 watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 2. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Watermotion.eu | Expertise, Services, Products Consultancy Dissemination Marketing Research
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  • 14. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up As many approaches as facets Never forget reality Equations from Physics, Solutions from Mathematics Physics and Computations Equations from physics I Trustworthy cause-eect relations I Raison d'^etre of equations I Delft3D, D-Flow FM Shallow-water (depth-averaged, long-wave) equations I Water: Forces ! Motion ! Forces ! ... watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
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  • 16. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up As many approaches as facets Never forget reality Equations from Physics, Solutions from Mathematics Physics and Computations Equations from physics I Trustworthy cause-eect relations I Raison d'^etre of equations I Delft3D, D-Flow FM Shallow-water (depth-averaged, long-wave) equations I Water: Forces ! Motion ! Forces ! ... I Validation of a choice I Solving the right equations... I and/or choosing the right interpretation? Solutions from computation Analytical solutions I exact (absolute credibility) I restrictive assumptions I limited applicability I results easy to interpret Numerical solutions I approximate (conditional credibility) I exible scope, wide applicability I results harder to interpret watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
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  • 18. cation of a procedure I Are we solving the equations right? watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 19. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Building a model The message of the benchmarks Space | Size | Contour | Forces | Response? How to build an exact and useful model
  • 20. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Building a model The message of the benchmarks Space | Size | Contour | Forces | Response? How to build an exact and useful model L B D
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  • 24. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Building a model The message of the benchmarks Harbour of IJmuiden A look-alike watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 25. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Building a model The message of the benchmarks Numerical models can be objectively tested Books and journals watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 26. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Building a model The message of the benchmarks Exact water-level and currents driven by the wind On a longitudinal transect (marked orange) watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 27. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Building a model The message of the benchmarks Exact water-level and currents driven by the wind Side view on the longitudinal cross section. Blue = water level. Green = velocity 2 1 0 −1 −2 E=F0*L/(gH) U=F0*L/H(gH)^½ 0.109 0.0 Profiles | t/T=1/360 [min] ; H= 10 m W= 25.0 m/s 0.0 0.2 0.4 0.6 0.8 1.0 x/L {L=5000 m} e/E, u/U {E=0.064 m, U=0.063 m/s 0.109 0.0 watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 28. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Solving the right equations right Testing correctness in D-Flow FM Hydrodynamics calculation analytical numerical context knowledge measurements physics watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 29. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Computational grid Delta Shell: observation points and cross sections watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 30. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Water-level history. Map view W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non linear terms turned o The darker the shade, the deeper the water watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 31. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Water-level history. Downwind location (inundation) W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non linear terms turned o. Blue line: D-Flow FM. Red line: exact solution 2.0 1.5 1.0 0.5 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} 0.0 e/E {E=F0*L/(gH)=0.064 m} History water level at x/L=5000.0/5000 [ST3d] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 32. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Water-level history. Mid-basin location W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non-linear terms turned o. Blue line: D-Flow FM. Red line: exact solution 1.0 0.8 0.6 0.4 0.2 0.0 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.2 e/E {E=F0*L/(gH)=0.064 m} History water level at x/L=2500.0/5000 [ST3d] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 33. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Water-level history. First-quarter upwind location W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non-linear terms turned o. Blue line: D-Flow FM. Red line: exact solution 0.5 0.4 0.3 0.2 0.1 0.0 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.1 e/E {E=F0*L/(gH)=0.064 m} History water level at x/L=1250.0/5000 [ST3d] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 34. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Velocity history. Map view W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non linear terms turned o Red shades: net ow in. Blue shades: net ow out. White: zero net ow watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 35. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Velocity history. Upwind location (open boundary) W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non-linear terms turned o. Green line: D-Flow FM. Red line: exact solution 1.0 0.5 0.0 −0.5 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −1.0 q/Q {Q=F0*L/(gH)^½=0.631 m²/s} History depth-averaged velocity at x/L=0.0/5000 [ST3d] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 36. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Velocity history. Mid-basin location W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non-linear terms turned o. Green line: D-Flow FM. Green line: exact solution 0.6 0.4 0.2 0.0 −0.2 −0.4 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.6 q/Q {Q=F0*L/(gH)^½=0.631 m²/s} History depth-averaged velocity at x/L=2500.0/5000 [ST3d] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 37. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Velocity history. Third-quarter downwind location W=25 m/s; h0 = 10m/s; = 103 m/s; t = 5 s. Non-linear terms turned o. Blue line: D-Flow FM. Red line: exact solution 0.3 0.2 0.1 0.0 −0.1 −0.2 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.3 q/Q {Q=F0*L/(gH)^½=0.631 m²/s} History depth-averaged velocity at x/L=3750.0/5000 [ST3d] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 38. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Introducing a bit of challenge A meander-like grid (but there's no meander). Skewed grid and ow. watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 39. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Water-level history. Mid-basin location Skewed ow and grid ... Non-linear terms turned-o. Blue line: D-Flow FM. Red line: exact solution 1.2 1.0 0.8 0.6 0.4 0.2 0.0 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.2 e/E {E=F0*L/(gH)=0.064 m} History water level at x/L=2500.0/5000 [ST3h] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 40. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Velocity history. Mid-basin location Skewed ow and grid ... Non-linear terms turned-o. Green line: D-Flow FM. Red line: exact solution 0.6 0.4 0.2 0.0 −0.2 −0.4 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.6 q/Q {Q=F0*L/(gH)^½=0.631 m²/s} History depth-averaged velocity at x/L=2500.0/5000 [ST3h] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 41. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Time-step sensitivity Increasing the time step from a sound 5 s to 30 s watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 42. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Water-level history. Mid-basin location Time-step sensitivity. W=25 m/s; h0 = 10m/s; = 103 m/s; t = 30 s. Blue line: D-Flow FM. Red line: exact solution 1.0 0.8 0.6 0.4 0.2 0.0 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.2 e/E {E=F0*L/(gH)=0.064 m} History water level at x/L=2500.0/5000 [ST3g] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 43. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Solving the right equations right Comparison with close match of assumptions and settings The grid challenge Time-stepping Velocity history. Mid-basin location Time-step sensitivity. W=25 m/s; h0 = 10m/s; = 103 m/s; t = 30 s. Green line: D-Flow FM. Red line: exact solution 0.6 0.4 0.2 0.0 −0.2 −0.4 0.0 0.2 0.4 0.6 0.8 1.0 t/T {T=21600.0 s} −0.6 q/Q {Q=F0*L/(gH)^½=0.631 m²/s} History depth-averaged velocity at x/L=2500.0/5000 [ST3g] watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 44. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up State of the Play: Hop Jump Spring watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 45. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up State of the Play: Hop Jump Spring I Solving the right equations Solving the equations right I Analytical solutions Exact credibility at the cost of limited scope I Numerical methods All options can be guaged against a reference watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 46. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up State of the Play: Hop Jump Spring I Solving the right equations Solving the equations right I Analytical solutions Exact credibility at the cost of limited scope I Numerical methods All options can be guaged against a reference I Storm surges Unsteady long waves. The more accurate the better I D-Flow FM simulates the velocity and water level oscillations well I Source code can be made compliant to benchmarks (transparency) I Follow good modelling practices to avoid inaccuracy (expectedly) watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 47. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up State of the Play: Hop Jump Spring I Solving the right equations Solving the equations right I Analytical solutions Exact credibility at the cost of limited scope I Numerical methods All options can be guaged against a reference I Storm surges Unsteady long waves. The more accurate the better I D-Flow FM simulates the velocity and water level oscillations well I Source code can be made compliant to benchmarks (transparency) I Follow good modelling practices to avoid inaccuracy (expectedly) I Now Leveraging more information from the current test case I Soon Comparison with Delft3D I Then Test cases for similar wind-driven ows watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 48. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Thanks and Credits Deltares sta (they did dare to share!): Arthur van Dam, Edward Melger, Herman Kernkamp, Sander van der Pijl Flickr contributors: Beverley Goodwin, Chris Saxman, Terry Kerney PNG/Tikz community for graphics templates watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play
  • 49. Watermotion.eu Hydrodyamics before Equations The Help from Analytical Solutions Solving the right equations right Summing up Thanks for your attention Hope this has been been useful www.watermotion.eu www.waterbeweging.nl watermotion.eu | waterbeweging.nl Storm Surges Validation for D-Flow FM: the State of the Play