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Grid design in estuaries and lagoons using Delft3D Flexible Mesh 
Bas van Maren, Arnold van Rooijen, Arthur van Dam, Giselle Lemos (Technital), Herman Kernkamp
10 november 2014 
Introduction
Introduction 
Delft3D-FLOW * 
D-Flow FM ** 
Morphodynamics 
2015? 
Sand-mud interaction 
2016? 
Vegetation 
3D flow 
Resolution 
Numerical aspects: conveyance & definition of fluxes 
Case studies: Wadden Sea & Venice Lagoon 
* Delft3D-FLOW = hydrodynamic simulation engine of Delft3D 4 
** D-Flow FM = hydrodynamic simulation engine of Delft3D Flexible Mesh
Model resolution 
This presentation: 
-Short introduction on computational methods in D-Flow FM related to model resolution (conveyance and 2nd order fluxes) 
-Comparison of D-Flow FM – Delft3D-FLOW, for two lagoons: 
-Wadden Sea 
-Venice Lagoon
5 
Delft3D-FLOW: tile depths - uniform friction and depth per cell 
D-Flow FM: bed levels at cell corners. 2D analytical conveyance - compute friction integral along entire cell’s edge, based on bathymetry at cell’s corner points. 
Model resolution: conveyance
KfKI, Bremerhaven, 2 November 2011 
6 
Delft3D-FLOW, 3 cells 
The computed discharge does not converge when increasing # cells, when using tile depths. 
Correct discharge ≈ 497 m3/s
KfKI, Bremerhaven, 2 November 2011 
7 
The computed discharge does not converge when increasing # cells, when using tile depths. 
Correct discharge ≈ 497 m3/s 
Delft3D-FLOW, 48 cells
KfKI, Bremerhaven, 2 November 2011 
8 
The computed discharge now does converge when using 2D conveyance. 
Correct discharge ≈ 497 m3/s 
D-Flow FM, 48 cells
KfKI, Bremerhaven, 2 November 2011 
9 
The computed discharge now does converge when using 2D conveyance. 
Correct discharge ≈ 497 m3/s 
D-Flow FM, 3 cells 
Less curvilinear cells needed in D-Flow FM compared to Delft3D-FLOW because of friction formulation
Model resolution: triangular or curvilinear 
Less curvilinear cells needed in case of simple topographies 
Channels in an D-Flow FM model are preferentially designed with a curvilinear grid 
But also: larger cells  larger timestep possible
Q Qc 
Q Qc 
cju 
jd c j ju c c 
  1 
1 
2 
, ju 
j 
Q j j 
j 
j 
u t 
c c S 
x 
c c c 
   
      
 
     j c 
j c 
Triangular grids lead to 
cross-flow numerical diffusion 
Model resolution: triangular or curvilinear 
Channels in an D-Flow FM model are preferentially 
designed with a curvilinear grid
Model resolution: conclusions 
-Less curvilinear cells needed in D-Flow FM compared to Delft3D-FLOW because of the bed schematization (conveyance) 
-Curvilinear cells are more efficient than triangular cells for simple geometry 
-Less grid cells needed 
-Larger grid cells  larger timestep possible 
-Triangular grids lead to cross-flow numerical diffusion 
Use curvilinear grids when possible and triangular grids when needed
Case study: the Wadden Sea 
Curvilinear grid (Borsje et al. 2008) 
Unstructured grid 
Grid 
Time step 
Delft3D-FLOW 
curvilinear 
1 min 
D-Flow FM: CL 
curvilinear 
1 min 
D-Flow FM 
unstructured 
≈ 20 sec (CFL- condition based)
Case study: the Wadden Sea 
10 november 2014 
Triangular cells used as ‘glue’
Case study: the Wadden Sea 
Delft3D-FLOW 
D-Flow FM: CL 
D-Flow FM 
Data
Case study: the Wadden Sea 
10 november 2014
Case study: the Wadden Sea 
-Delft3D-FLOW model most accurate 
-Related to numerical settings  optimization needed in the D-Flow FM model (and practical experience) 
RMSE (cm) 
Den Oever 
Harlingen 
Kornwerder zand 
Delft3D-FLOW 
9.9 
6.8 
8.2 
D-Flow FM: CL 
10.0 
8.7 
9.1 
D-Flow FM 
11.1 
8.8 
12.4
Case study: the Wadden Sea 
-D-Flow FM is 2.5 times faster than Delft3D-FLOW for the curvilinear grid 
-The new D-Flow FM model is much slower, because of much higher resolution 
Model run 
Wall clock time 
# time steps x 1000 
# grid cells 
Delft3D-FLOW 
143 m 
176 
20829 
D-Flow FM: CL 
63 m 
187 
20829 
D-Flow FM 
464 m 
602 
45134
Case study: the Venice Lagoon 
-Venice lagoon model setup in Delft3D-FLOW and D-Flow FM (various configurations, see presentation Giselle Lemos) 
-Continuous improvements in the past years
Case study: the Venice Lagoon 
10 november 2014 
VENICE LAGOON: SOUTHERN PART 
3D-FLOW VENICE MODEL: SOUTHERN PART 
D-FLOW VENICE MODEL: SOUTHERN PART 
Triangular cells used as ‘glue’. Curvilinear cells when possible, triangular when needed
Case study: the Venice Lagoon – curvilinear grid 
10 november 2014 
D-Flow FM and Delft3D-FLOW give similar results on the same curvilinear grid, but D-Flow FM is 2 times faster
Case study: the Venice Lagoon – new grid 
Fluxes 
Water levels 
New grid: D-Flow FM slightly better, but computationally more demanding
Conclusions 
D-Flow FM is more accurate in complex topographies  less grid cells required 
D-Flow FM is faster  combined with less grid cells the model should be much faster 
Case studies: D-Flow FM is >2 times faster on same curvilinear grid and comparably accurate 
Pitfall: increase the horizontal resolution (too much…) resulting in (much) slower models 
Setting up an D-Flow FM grid takes time – think carefully before actual grid design 
Need to improve hands-on experience for accurate numerical settings 
Use curvilinear grids when possible and triangular grids when needed (‘glue’)

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Grid design in estuaries and lagoons using Delft3D Flexible Mesh

  • 1. Grid design in estuaries and lagoons using Delft3D Flexible Mesh Bas van Maren, Arnold van Rooijen, Arthur van Dam, Giselle Lemos (Technital), Herman Kernkamp
  • 2. 10 november 2014 Introduction
  • 3. Introduction Delft3D-FLOW * D-Flow FM ** Morphodynamics 2015? Sand-mud interaction 2016? Vegetation 3D flow Resolution Numerical aspects: conveyance & definition of fluxes Case studies: Wadden Sea & Venice Lagoon * Delft3D-FLOW = hydrodynamic simulation engine of Delft3D 4 ** D-Flow FM = hydrodynamic simulation engine of Delft3D Flexible Mesh
  • 4. Model resolution This presentation: -Short introduction on computational methods in D-Flow FM related to model resolution (conveyance and 2nd order fluxes) -Comparison of D-Flow FM – Delft3D-FLOW, for two lagoons: -Wadden Sea -Venice Lagoon
  • 5. 5 Delft3D-FLOW: tile depths - uniform friction and depth per cell D-Flow FM: bed levels at cell corners. 2D analytical conveyance - compute friction integral along entire cell’s edge, based on bathymetry at cell’s corner points. Model resolution: conveyance
  • 6. KfKI, Bremerhaven, 2 November 2011 6 Delft3D-FLOW, 3 cells The computed discharge does not converge when increasing # cells, when using tile depths. Correct discharge ≈ 497 m3/s
  • 7. KfKI, Bremerhaven, 2 November 2011 7 The computed discharge does not converge when increasing # cells, when using tile depths. Correct discharge ≈ 497 m3/s Delft3D-FLOW, 48 cells
  • 8. KfKI, Bremerhaven, 2 November 2011 8 The computed discharge now does converge when using 2D conveyance. Correct discharge ≈ 497 m3/s D-Flow FM, 48 cells
  • 9. KfKI, Bremerhaven, 2 November 2011 9 The computed discharge now does converge when using 2D conveyance. Correct discharge ≈ 497 m3/s D-Flow FM, 3 cells Less curvilinear cells needed in D-Flow FM compared to Delft3D-FLOW because of friction formulation
  • 10. Model resolution: triangular or curvilinear Less curvilinear cells needed in case of simple topographies Channels in an D-Flow FM model are preferentially designed with a curvilinear grid But also: larger cells  larger timestep possible
  • 11. Q Qc Q Qc cju jd c j ju c c   1 1 2 , ju j Q j j j j u t c c S x c c c                j c j c Triangular grids lead to cross-flow numerical diffusion Model resolution: triangular or curvilinear Channels in an D-Flow FM model are preferentially designed with a curvilinear grid
  • 12. Model resolution: conclusions -Less curvilinear cells needed in D-Flow FM compared to Delft3D-FLOW because of the bed schematization (conveyance) -Curvilinear cells are more efficient than triangular cells for simple geometry -Less grid cells needed -Larger grid cells  larger timestep possible -Triangular grids lead to cross-flow numerical diffusion Use curvilinear grids when possible and triangular grids when needed
  • 13. Case study: the Wadden Sea Curvilinear grid (Borsje et al. 2008) Unstructured grid Grid Time step Delft3D-FLOW curvilinear 1 min D-Flow FM: CL curvilinear 1 min D-Flow FM unstructured ≈ 20 sec (CFL- condition based)
  • 14. Case study: the Wadden Sea 10 november 2014 Triangular cells used as ‘glue’
  • 15. Case study: the Wadden Sea Delft3D-FLOW D-Flow FM: CL D-Flow FM Data
  • 16. Case study: the Wadden Sea 10 november 2014
  • 17. Case study: the Wadden Sea -Delft3D-FLOW model most accurate -Related to numerical settings  optimization needed in the D-Flow FM model (and practical experience) RMSE (cm) Den Oever Harlingen Kornwerder zand Delft3D-FLOW 9.9 6.8 8.2 D-Flow FM: CL 10.0 8.7 9.1 D-Flow FM 11.1 8.8 12.4
  • 18. Case study: the Wadden Sea -D-Flow FM is 2.5 times faster than Delft3D-FLOW for the curvilinear grid -The new D-Flow FM model is much slower, because of much higher resolution Model run Wall clock time # time steps x 1000 # grid cells Delft3D-FLOW 143 m 176 20829 D-Flow FM: CL 63 m 187 20829 D-Flow FM 464 m 602 45134
  • 19. Case study: the Venice Lagoon -Venice lagoon model setup in Delft3D-FLOW and D-Flow FM (various configurations, see presentation Giselle Lemos) -Continuous improvements in the past years
  • 20. Case study: the Venice Lagoon 10 november 2014 VENICE LAGOON: SOUTHERN PART 3D-FLOW VENICE MODEL: SOUTHERN PART D-FLOW VENICE MODEL: SOUTHERN PART Triangular cells used as ‘glue’. Curvilinear cells when possible, triangular when needed
  • 21. Case study: the Venice Lagoon – curvilinear grid 10 november 2014 D-Flow FM and Delft3D-FLOW give similar results on the same curvilinear grid, but D-Flow FM is 2 times faster
  • 22. Case study: the Venice Lagoon – new grid Fluxes Water levels New grid: D-Flow FM slightly better, but computationally more demanding
  • 23. Conclusions D-Flow FM is more accurate in complex topographies  less grid cells required D-Flow FM is faster  combined with less grid cells the model should be much faster Case studies: D-Flow FM is >2 times faster on same curvilinear grid and comparably accurate Pitfall: increase the horizontal resolution (too much…) resulting in (much) slower models Setting up an D-Flow FM grid takes time – think carefully before actual grid design Need to improve hands-on experience for accurate numerical settings Use curvilinear grids when possible and triangular grids when needed (‘glue’)