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Integrating information sources for inland
waters
A NEW GLOBAL FRAMEWORK FOR LAKES MODELLING AND MONITORING
Theo Baracchini
Physics of Aquatic Systems Laboratory
Dep. of Environmental Engineering
DSD 2016
Supervisors:
Prof. Alfred Johny WΓΌest
Dr. Damien Bouffard
Outline of the presentation
Motivation
Delft3D - Lakes modelling
OpenDA
 Recent developments
 Delft3D case studies
 Calibration
 Data assimilation
Future developments
3
Introduction
β€œEvery lake is a geographical individual well separated
from its congeners, in which physical and biological facts
develop as in a world apart.”
François-Alphonse Forel,
Le LΓ©man – Monographie
Limnologique, 1901
4
Introduction
Lakes are β€œsentinels” of environmental change
Aquatic ecosystem & biodiversity effects from the
Environmental Performance Index [GLaSS project,
WorldBank, November 12th, 2013]
A number of policies now aim at
securing ecosystem services provided
by lakes:
 EU Water Framework Directive
 EU Bathing Water Directives
 EU Nitrates Directive
 UN Post-2015 Development agenda
 …
5
Introduction
Existing Monitoring
3 information sources:
 In-situ
measurements
 Remote Sensing
observations
 Model simulationsModel simulation (left), Remote Sensing (RS) observations
(center), and in-situ measurements [Odermatt & Brockmann
GmbH, Zurich Eawag SURF, Kastanienbaum]
Only a very small proportion of lakes (<0.00003%) are monitored, and
when it’s the case, often inconsistently
6
Introduction
Objectives
The current challenge is to combine those sources to provide timely,
scientifically credible, and policy-relevant environmental information
Interlink of the 3 information sources
Provide a modelling framework tailored to
inland waters:
 Operational in real-time
 With short-term forecasting
 Online, open to the public
 Benefiting/applied to aquatic research
 By studying mesoscale processes
 And assessing the variability of lake
responses to climate change
7
Motivation
Assimilation platform - OpenDA
Features:
 Open-source
 Various algorithms implemented
 Parallelization possible
OpenDA connects 3 building blocks: method (DA or calibration
algorithms), observations (stochastic observer for handling
the observations), and model [openda.org].
Implementation:
 Communication interface in Java
 Continuing development and
testing at Deltares those two weeks
8
Bathymetry
Grid
300 200 100 (m)
Delft3D – Lakes modelling
Lake Geneva model setup
Delft3D model set-up:
 Z-layer, 100 layers
 < 500m horizontal grid size
 1 min time step
 Calibrated and validated with in-
situ and remote sensing data over
two years
 Real time validation with AVHRR
satellites
9
Wind field
Ex: typical synoptical wind
Delft3D – Lakes modelling
Space-time varying forcing
Meteorological forcing (MeteoSwiss COSMO-1):
 7 Variables
 Air temperature
 Air pressure
 Relative humidity
 Cloud cover
 Wind intensity
 Wind direction
 Solar radiations
 Every 1.1 km
 Every hour
10
𝐷 𝐻 = 𝐷𝑆𝐺𝑆 + 𝐷 𝑉 + 𝐷 𝐻
π‘π‘Žπ‘π‘˜
π‘„π‘‘π‘œπ‘‘ = 𝑄𝑠𝑀 + 𝑄 π‘Žπ‘™π‘€ βˆ’ 𝑄𝑙𝑀 βˆ’ 𝑄 𝑒𝑣 βˆ’ 𝑄 π‘π‘œπ‘›π‘£
πœ•π‘‡π‘ 
πœ•π‘‘
=
π‘„π‘‘π‘œπ‘‘
πœŒπ‘ 𝑝Δ𝑧 𝑠
𝑄𝑠𝑀 β„Ž =
π›Ύπ‘’βˆ’π›Ύβ„Ž
1 βˆ’ π‘’βˆ’π›Ύπ»
1 βˆ’ 𝛽 𝑄𝑠𝑀 𝛾 =
1.7
π»π‘†π‘’π‘π‘β„Žπ‘–
Delft3D – Lakes modelling
Model limitations and uncertainties
Difference in surface temperature after one month of
simulation in summer using a background horizontal diffusivity
of 0.05 m2/s and 50 m2/s.
Difference in surface temperature after one month of simulation
in summer using a constant Secchi depth of 1 m and 10 m.
11
𝑄 𝑒𝑣,π‘“π‘œπ‘Ÿπ‘π‘’π‘‘ = 𝐿 𝑉 𝜌 π‘Ž 𝒄 𝒆 π‘ˆ10 βˆ™ (π‘ž 𝑠(𝑇 𝑀) βˆ’ π‘ž π‘Ž π‘‡π‘Ž )
𝑄 π‘π‘œπ‘›π‘£,π‘“π‘œπ‘Ÿπ‘π‘’π‘‘ = 𝜌 π‘Ž 𝑐 𝑝 𝒄 𝑯 π‘ˆ10 βˆ™ (𝑇 𝑀 βˆ’ π‘‡π‘Ž)
APEX Flight (2013)
MERIS –Satellite
CHL-a data (2010)
Kiefer et al. (2015) Ultra Light Airplane (2014)
Delft3D – Lakes modelling
3D structures
Picture by Stefan Ansermet
12
Delft3D – Lakes modelling
3D structures
13
OpenDA – Recent developments
 Delft3D Flow z-layers support
 Binary restart and NetCDF history and map files
support
 Equidistant space-time varying meteo forcing
(wind) support
 State variables
 Temperature
 Flow velocities
 Waterlevels
 4 parameters
 Dalton number ce (evaporation/condensation)
 Stanton number cH (convective heat flux)
 Background horizontal diffusivity DV
 Background vertical diffusivity DH
Communication interface with Delft3D
Vwind
X/t
Vwind
X/tOpenDA noise model
Random noise
14
OpenDA – Recent developments
 Domain comparison of ensembles
 Needed when rivers will be included (and strong winds)
Varying waterlevels implementation
? ? ? ?
? ? ? ?
 Updating in the fictive domain:
15
Case studies - Calibration
 25 z-layers (25m x 25m grid)
 Simulation over 2 days
 4 calibration stations (20 depths)
 Temperature observations every 30min
 NetCDF observations file format
 4 parameters to calibrate
 Dalton number ce
 Stanton number cH
 Background horizontal diffusivity DV
 Background vertical diffusivity DH
Twin experiment – Small scale setup
16
Lake Cadagno
Case studies - Calibration
 DUD algorithm (local linearization)
 Perturbation of Stanton and Dalton #
 Results:
 Stanton [-]: 0.05 -> 0.0013 (truth: 0.0013)
 Dalton [-]: 0.05 -> 0.0013 (truth: 0.0013)
 Quick to converge towards the true
parameter values
Cadagno - Simple perturbation
17
 Perturbation of all 4 parameters
 Ln transform needed
 Results:
 Stanton [-]: 0.05 -> 0.013 (truth: 0.0013)
 Dalton [-]: 0.05 -> 3E-7 (truth: 0.0013)
 DV [m2/s]: 1E-5 -> 2.6E-7 (truth: 5E-7)
 DH [m2/s]: 0.5 -> 0.47 (truth: 0.1)
 Less successful for Dalton and Stanton #
 Strong dependence on initial stoch. setup
Cadagno – Full perturbation
Case studies - Calibration
18
 50 z-layers (60m x 60m grid)
 6 months simulation
 4 parameters calibrated
 2 in-situ temperature measurement stations
 Low (1/month) and high frequency (1/2h)
 Over whole water column
 Noos time-series observations file format
Medium scale – setup
Case studies - Calibration
19Lake Greifen
Case studies - Calibration
 Results:
 Stanton [-]: 0.01 -> 0.009
 Dalton [-]: 0.01 -> 0.01
 DV [m2/s]: 5E-7 -> 6.9E-8
 DH [m2/s]: 1E-3 -> 4.5E-8
Greifensee – Temperature evolution
 Improved stratification
 Better shallow water temperature accuracy
 Meaningful parameter results
20
Case studies – Data assimilation
EnKF – In situ data
21
 31 ensembles
 Temperature assimilation
 2 stations, each over whole water column
 Over 2 summer months
 Noise applied to 2D wind forcing
 Work in progress…
OpenDA - Future developments
EnKF – Remote Sensing data
22
 AVHRR lake surface temperature observations over
whole surface
 Localization implementation needed
 Surface echangeItem to implement
 Noise model for other
variables (e.g. secchi depth)
 Interface for Delft3D-WAQ
(e.g. Chl-a assimilation)
13km
Meteolakes - Online real-time platform
System operation:
 Daily computations
(hydrodynamics + water quality)
 33h forecasts (soon 5d)
 Real-time DA
Applications:
 Scientists: in-situ measurements planning, understanding 3D
physical phenomenon (e.g. upwellings)
 Governmental agencies: monitoring lakes at every location in
space and time, following the stratification and mixing
 Public awareness: 50 daily users on avg., up to 800
Future developments - Application
23
meteolakes.epfl.ch
theo.baracchini@epfl.ch
Picture by Stefan Ansermet
24
Acknowledgments:
Stef Hummel
Prof. Martin Verlaan
Prof. Alfred Johny WΓΌest
Dr. Damien Bouffard

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DSD-INT 2016 Integrating information sources for inland waters modelling - Baracchini

  • 1. Integrating information sources for inland waters A NEW GLOBAL FRAMEWORK FOR LAKES MODELLING AND MONITORING Theo Baracchini Physics of Aquatic Systems Laboratory Dep. of Environmental Engineering DSD 2016 Supervisors: Prof. Alfred Johny WΓΌest Dr. Damien Bouffard
  • 2.
  • 3. Outline of the presentation Motivation Delft3D - Lakes modelling OpenDA  Recent developments  Delft3D case studies  Calibration  Data assimilation Future developments 3
  • 4. Introduction β€œEvery lake is a geographical individual well separated from its congeners, in which physical and biological facts develop as in a world apart.” FranΓ§ois-Alphonse Forel, Le LΓ©man – Monographie Limnologique, 1901 4
  • 5. Introduction Lakes are β€œsentinels” of environmental change Aquatic ecosystem & biodiversity effects from the Environmental Performance Index [GLaSS project, WorldBank, November 12th, 2013] A number of policies now aim at securing ecosystem services provided by lakes:  EU Water Framework Directive  EU Bathing Water Directives  EU Nitrates Directive  UN Post-2015 Development agenda  … 5
  • 6. Introduction Existing Monitoring 3 information sources:  In-situ measurements  Remote Sensing observations  Model simulationsModel simulation (left), Remote Sensing (RS) observations (center), and in-situ measurements [Odermatt & Brockmann GmbH, Zurich Eawag SURF, Kastanienbaum] Only a very small proportion of lakes (<0.00003%) are monitored, and when it’s the case, often inconsistently 6
  • 7. Introduction Objectives The current challenge is to combine those sources to provide timely, scientifically credible, and policy-relevant environmental information Interlink of the 3 information sources Provide a modelling framework tailored to inland waters:  Operational in real-time  With short-term forecasting  Online, open to the public  Benefiting/applied to aquatic research  By studying mesoscale processes  And assessing the variability of lake responses to climate change 7
  • 8. Motivation Assimilation platform - OpenDA Features:  Open-source  Various algorithms implemented  Parallelization possible OpenDA connects 3 building blocks: method (DA or calibration algorithms), observations (stochastic observer for handling the observations), and model [openda.org]. Implementation:  Communication interface in Java  Continuing development and testing at Deltares those two weeks 8
  • 9. Bathymetry Grid 300 200 100 (m) Delft3D – Lakes modelling Lake Geneva model setup Delft3D model set-up:  Z-layer, 100 layers  < 500m horizontal grid size  1 min time step  Calibrated and validated with in- situ and remote sensing data over two years  Real time validation with AVHRR satellites 9
  • 10. Wind field Ex: typical synoptical wind Delft3D – Lakes modelling Space-time varying forcing Meteorological forcing (MeteoSwiss COSMO-1):  7 Variables  Air temperature  Air pressure  Relative humidity  Cloud cover  Wind intensity  Wind direction  Solar radiations  Every 1.1 km  Every hour 10
  • 11. 𝐷 𝐻 = 𝐷𝑆𝐺𝑆 + 𝐷 𝑉 + 𝐷 𝐻 π‘π‘Žπ‘π‘˜ π‘„π‘‘π‘œπ‘‘ = 𝑄𝑠𝑀 + 𝑄 π‘Žπ‘™π‘€ βˆ’ 𝑄𝑙𝑀 βˆ’ 𝑄 𝑒𝑣 βˆ’ 𝑄 π‘π‘œπ‘›π‘£ πœ•π‘‡π‘  πœ•π‘‘ = π‘„π‘‘π‘œπ‘‘ πœŒπ‘ 𝑝Δ𝑧 𝑠 𝑄𝑠𝑀 β„Ž = π›Ύπ‘’βˆ’π›Ύβ„Ž 1 βˆ’ π‘’βˆ’π›Ύπ» 1 βˆ’ 𝛽 𝑄𝑠𝑀 𝛾 = 1.7 π»π‘†π‘’π‘π‘β„Žπ‘– Delft3D – Lakes modelling Model limitations and uncertainties Difference in surface temperature after one month of simulation in summer using a background horizontal diffusivity of 0.05 m2/s and 50 m2/s. Difference in surface temperature after one month of simulation in summer using a constant Secchi depth of 1 m and 10 m. 11 𝑄 𝑒𝑣,π‘“π‘œπ‘Ÿπ‘π‘’π‘‘ = 𝐿 𝑉 𝜌 π‘Ž 𝒄 𝒆 π‘ˆ10 βˆ™ (π‘ž 𝑠(𝑇 𝑀) βˆ’ π‘ž π‘Ž π‘‡π‘Ž ) 𝑄 π‘π‘œπ‘›π‘£,π‘“π‘œπ‘Ÿπ‘π‘’π‘‘ = 𝜌 π‘Ž 𝑐 𝑝 𝒄 𝑯 π‘ˆ10 βˆ™ (𝑇 𝑀 βˆ’ π‘‡π‘Ž)
  • 12. APEX Flight (2013) MERIS –Satellite CHL-a data (2010) Kiefer et al. (2015) Ultra Light Airplane (2014) Delft3D – Lakes modelling 3D structures Picture by Stefan Ansermet 12
  • 13. Delft3D – Lakes modelling 3D structures 13
  • 14. OpenDA – Recent developments  Delft3D Flow z-layers support  Binary restart and NetCDF history and map files support  Equidistant space-time varying meteo forcing (wind) support  State variables  Temperature  Flow velocities  Waterlevels  4 parameters  Dalton number ce (evaporation/condensation)  Stanton number cH (convective heat flux)  Background horizontal diffusivity DV  Background vertical diffusivity DH Communication interface with Delft3D Vwind X/t Vwind X/tOpenDA noise model Random noise 14
  • 15. OpenDA – Recent developments  Domain comparison of ensembles  Needed when rivers will be included (and strong winds) Varying waterlevels implementation ? ? ? ? ? ? ? ?  Updating in the fictive domain: 15
  • 16. Case studies - Calibration  25 z-layers (25m x 25m grid)  Simulation over 2 days  4 calibration stations (20 depths)  Temperature observations every 30min  NetCDF observations file format  4 parameters to calibrate  Dalton number ce  Stanton number cH  Background horizontal diffusivity DV  Background vertical diffusivity DH Twin experiment – Small scale setup 16 Lake Cadagno
  • 17. Case studies - Calibration  DUD algorithm (local linearization)  Perturbation of Stanton and Dalton #  Results:  Stanton [-]: 0.05 -> 0.0013 (truth: 0.0013)  Dalton [-]: 0.05 -> 0.0013 (truth: 0.0013)  Quick to converge towards the true parameter values Cadagno - Simple perturbation 17
  • 18.  Perturbation of all 4 parameters  Ln transform needed  Results:  Stanton [-]: 0.05 -> 0.013 (truth: 0.0013)  Dalton [-]: 0.05 -> 3E-7 (truth: 0.0013)  DV [m2/s]: 1E-5 -> 2.6E-7 (truth: 5E-7)  DH [m2/s]: 0.5 -> 0.47 (truth: 0.1)  Less successful for Dalton and Stanton #  Strong dependence on initial stoch. setup Cadagno – Full perturbation Case studies - Calibration 18
  • 19.  50 z-layers (60m x 60m grid)  6 months simulation  4 parameters calibrated  2 in-situ temperature measurement stations  Low (1/month) and high frequency (1/2h)  Over whole water column  Noos time-series observations file format Medium scale – setup Case studies - Calibration 19Lake Greifen
  • 20. Case studies - Calibration  Results:  Stanton [-]: 0.01 -> 0.009  Dalton [-]: 0.01 -> 0.01  DV [m2/s]: 5E-7 -> 6.9E-8  DH [m2/s]: 1E-3 -> 4.5E-8 Greifensee – Temperature evolution  Improved stratification  Better shallow water temperature accuracy  Meaningful parameter results 20
  • 21. Case studies – Data assimilation EnKF – In situ data 21  31 ensembles  Temperature assimilation  2 stations, each over whole water column  Over 2 summer months  Noise applied to 2D wind forcing  Work in progress…
  • 22. OpenDA - Future developments EnKF – Remote Sensing data 22  AVHRR lake surface temperature observations over whole surface  Localization implementation needed  Surface echangeItem to implement  Noise model for other variables (e.g. secchi depth)  Interface for Delft3D-WAQ (e.g. Chl-a assimilation) 13km
  • 23. Meteolakes - Online real-time platform System operation:  Daily computations (hydrodynamics + water quality)  33h forecasts (soon 5d)  Real-time DA Applications:  Scientists: in-situ measurements planning, understanding 3D physical phenomenon (e.g. upwellings)  Governmental agencies: monitoring lakes at every location in space and time, following the stratification and mixing  Public awareness: 50 daily users on avg., up to 800 Future developments - Application 23
  • 24. meteolakes.epfl.ch theo.baracchini@epfl.ch Picture by Stefan Ansermet 24 Acknowledgments: Stef Hummel Prof. Martin Verlaan Prof. Alfred Johny WΓΌest Dr. Damien Bouffard