smolders the 3 d unstructured scaldis model
TRANSCRIPT
SCALDIS : A 3D Hydrodynamic
model of the tidal Scheldt
05/10/2015
Belgian Hydraulics Day 2015
Smolders, S.; Vanlede, J.; Maximova, T.
Introduction
• Project “Integrated Plan Upper Sea Scheldt”
• Improve navigability of the Upper Sea Scheldt
• Without negative effects on nature and safety against flooding
• Integrated within Flemish-Dutch research programme "Agenda for the Future“(2014-2017)
Need for a hydrodynamics and sediment transport model that covers the entire tidally influenced zone of the Scheldt Estuary and the mouth area, and that has sufficient resolution in the upstream part.
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Unstructured mesh
• Existing NEVLA model (SIMONA) has structured
mesh and lacks high spatial resolution in upper part of
the estuary,
• Need for a new schematisation
• Increase the resolution in the upstream part
• Keep one model domain for practical reasons (so
no nesting or domain decomposition) and
• With an acceptable computational cost
• Move to an Unstructured Grid
• Choice for TELEMAC 3D platform
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Model domain
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Model domain includes CRT
and FCA
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Lippenbroek
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NEVLA
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Bergenmeersen
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NEVLA
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Bergenmeersen
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SCALDIS
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Bergenmeersen
SCALDIS
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Bergenmeersen
Model Comparison
NEVLA SCALDIS
Model Domain
Grid type Structured Unstructured
Software platform SIMONA TELEMAC
Resolution @Antwerp ~65m ~25m
Resolution @Ghent ~20m ~7m
Calibrated HD
Mud transport LTV-Slib (Delwaq) Foreseen
Sand transport Delft3D Foreseen
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Extended model domain
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• Possibility to include scenarios in the mouth area
• Model boundary far enough from mouth area WS
• Necessary to include Eastern Scheldt in model
domain
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Grid & Bathymetry
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• 200 to 500 m in North Sea and mouth area
• 200 m in Eastern Scheldt
• 120 m in Western Scheldt
• 7 m in upper Sea Scheldt to 5 m at upstream boundaries
+460,000 nodes in the horizontal
3D in 5 sigma layers
+2,300,000 nodes in total
• Bathymetry from 2013-2014
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Boundary conditions
downstream
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• Derived from CSM-ZUNO modeling train
• CSMv5 – Continental Shelf Model • driven at ocean boundaries by astronomical water levels (tidal
components: M2, S2, N2, K2, O1, K1, Q1, P1, NU2, L2, SA)
• ZUNOv3 – Zuidelijke Noordzee Model • nested in CSM
• HIRLAM winddata
• ZUNO incl Salinity
• Run for 2013
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Boundary conditions upstream
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• 8 discharge boundaries with daily
averaged discharge values
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Channel Bath
Channel Ghent-Terneuzen
Dender Merelbeke
Zenne Dijle
Grote Nete
Kleine Nete
Calculation time
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• Dependant on:
• Number of parallel processors used
• Including tracers or not
• Activation of Culverts for Controlled Reduced Tide
areas and Flood Control Areas
• Fastest: 128 processors, 1 active tracer, no culverts
1 day simulated in 1 hour (x24 speed-up) or
0,001302 seconds per time step per processor
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Calibration strategy
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• Focus on data 2013
• Water Levels
• Timeseries + Extrema
• Harmonic Components
• Normal conditions + Storm dec 2013
• Fluxes
• Velocities
• Sailed ADCP measurements
• Fixed Velocity Measurements
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Calibration strategy
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• Data availability 2013
• 48 WL stations (10’ TS)
• 58 sailed ADCP campaigns (2005-2014)
• 11 salinity stations (10’ TS)
• 29 discharge transects
• Cost Function
• Water levels 50%
• ADCP velocities 40%
• Cross-sectionally averaged Flux 10%
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Bottom Roughness
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• The modeled horizontal and vertical tide is calibrated
by adapting the bottom roughness, which is
represented by Manning’s equation for the
dimensionless friction coefficient
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Model Skill Assessment
• Vertical Tide
• WL History
• WL Harmonic Analysis
• Horizontal Tide
• Point velocities (dug-in ADCP’s)
• Sailed ADCP transects
• Q measurements
• Assessed using VIMM toolbox (in-house development FHR)
• +5000 figures
• +40 tables
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WL History Vlissingen
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WL History Antwerpen
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WL History Schelle
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RMSE Water levels
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M2 Amplitude
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M2 Phase
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Phase shift 2M2-M4
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Velocity: shallow ADCP
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Model performance
ADCP Waarde
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Max Ebb Max Flood
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Model performance
ADCP Liefkenshoek
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Max Ebb Max Flood
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Model performance
ADCP Schoonaarde
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Max Ebb Max Flood
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Model Performance
Q Boom
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Model Application
Hydrodynamics
3D TELEMAC model
Sand
Transport
model
= Sisyphe
Mud
Transport
model
= DELWAQ
(+ Sisyphe)
Integrated
ecosystem
modeling
OMES model
for primary
production
Dispersion
coefficients
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Thank you for your attention
Belgian Hydraulics Day