National scale flood forecasting in the world of data, models, HPC - - PowerPoint PPT Presentation

national scale flood forecasting in the world of data
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National scale flood forecasting in the world of data, models, HPC - - PowerPoint PPT Presentation

National scale flood forecasting in the world of data, models, HPC and AIshaping a more resilient tomorrow Dr. Cline Catton celine.cattoen-gilbert@niwa.co.nz Montgomery, K., Fedaeff, N., Mari, Carey-Smith, T., Moore S., A., Conway, J.,


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  • Dr. Céline Cattoën

celine.cattoen-gilbert@niwa.co.nz

National scale flood forecasting in the world of data, models, HPC and AI—shaping a more resilient tomorrow

Montgomery, K., Fedaeff, N., Mari, Carey-Smith, T., Moore S., A., Conway, J., Lagrava Sandoval, Steinmetz, T. Shankar, U, Measures, R., Bosserelle, C.

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Water plays a key socio-economic role in New Zealand

Insurance Costs1 & ex-cyclones:

Between 1996-2014: $442 Million (NZD) 2017-2019: >$350 Million (NZD), 6 ex- cyclones

Responsibilities for floods:

Local authorities are the primary agents responsible for civil defence emergency management (CDEM)

1Reference: Insurance Council of New Zealand (ICNZ)

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There are many types of flooding, which can sometimes

  • ccur at the same time

Surface flooding Groundwater flooding

https://www.floodguidance.co.uk/what-is-resilience/types- flooding/#Groundwater%20flooding

River flooding

Karamea, WCRC photo Jan 2017 Alan Blacklock, NIWA Wellington 2008

Coastal flooding

Dave Allen, NIWA, Eastbourne 2016

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Return period = average time between flood events

  • A 100-year flood is a flood event that has a 1 in 100 chance (1% probability)
  • f being equalled or exceeded in any given year
  • A 50-year flood has a 0.02 or 2% chance of being exceeded in any one year.
  • A 10-year flood has a 0.1 or 10% chance of being exceeded in any one year.

Long records of historical data (and statistics of extreme distributions) are typically used to provide flood return periods

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12 months’ worth of rain in 2 days: flood event 08-09 Nov 2018

Reference image: A bridge to Arthur's Pass collapsed after heavy rainfall lashed the West Coast

  • region. Photo: Facebook / Greymouth i-SITE

https://www.rnz.co.nz/news/national/375493/west-coast-deluge-road-to-bridge-wiped-out-person-missing-in-river

Goat Creek Bridge on State Highway 73 collapsed

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12 months’ worth of rain in 2 days: flood event 08-09 Nov 2018

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NZCSM forecast

Rainfall accumulation

12 months’ worth of rain in 2 days: flood event 08-09 Nov 2018

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12 months’ worth of rain in 2 days: flood event 08-09 Nov 2018

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Overseas, major flood events became a catalyst for change with the establishment of national flood/flow forecasting centres

UK Flood Guidance statement from the UK MetOffice Flood forecasting centre

http://www.ffc-environment-agency.metoffice.gov.uk/services/guidance.html

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Weather forecasting Hydrological forecasting Hydrodynamics Flood maps Impact forecasting Decision-making Emergency services

Key challenges

Data Models/computational resources Uncertainty quantification Forecast and impact communication

The forecasting to decision-making pathway is complex and requires interdisciplinary science

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Weather is predictable (deterministic) but only for finite times as initial and model errors amplify

The atmosphere is a chaotic dynamical system Lorenz’s experiment with dynamical systems (1960s)

The difference between the initial conditions of these two curves is

  • nly 0.000127
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Forecast uncertainty needs to be quantified, ensemble forecasting provides a probabilistic approach

Flow Time Future Now Past

Flow ensemble

Precipitation Time

Weather ensemble

Uncertainty quantification: Cascading uncertainties between models

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There are several types of ensembles, generating “good” statistical and dynamical ensembles is an active area of research

Real time (UTC) 21:00 21:00 21:00 21:00 T09 36h T03 36h T21 36h T15 36h T09 36h T15 36h T21 36h Forecast issue time 09:00 Lagged ensemble = consecutive forecasts Lead time Statistical ensemble = e.g. precipitation post-processing Dynamical ensemble = multiple weather realization Day 1 Day 2 Day 3 Day 4

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NIWA’s operational flow forecasting system brings together computer models, real-time and long term data

Weather model and forecast Flow forecast Initial conditions Hydrological model NZ Water Model

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Inundation forecasting is a critical step toward impact forecasting to inform decision-making

Operational ensemble inundation system for the Karamea catchment (West Coast)

Probability of flood depth >5cm threshold Pre-computed hydrodynamics model map library Weather forecast Flow forecast

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BG model

GPGPUs could speed up inundation forecasting to include 2D model complexity in real time

https://github.com/CyprienBosserelle/BG

  • Dr. Cyprien Bosserelle, Dr. Wolfgang Hayek, Dr. Emily Lane
  • BG code: Numerical model for simulation of shallow

water hydrodynamics on the GPU using adaptive mesh refinement type grid.

  • rain on grid
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The scientific workflow for operational forecasting is very complex

Cylc (“Silk”)

  • Dr. Hilary Oliver, NIWA
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Example: Cylc workflow for the weather forecast

NZCSM forecast (NIWA)

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Example: Cylc workflow for the national flow forecast

“Ungroup” “Group” National flow forecast (NIWA)

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Scientific provenance is critical to an operational system: models, datasets, forecasting configurations need to be version controlled

Forecasting suite configuration is also version controlled List of model/datasets repository and tag versions

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NZCSM 1.5km NZLAM 12km 4km Global 23km 17km

NIWA’s high-resolution convective-scale weather forecast (deterministic) has been operational since 2014

High resolution model 1.5km Meridional wind

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High-resolution models can give more realistic orographic and convective rainfall in New Zealand topography

Medium range 12 km Short range 1.5 km

2014

Convective-scale 1.5km (NZCSM) Large scale 12km (NZLAM)

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Weather forecasting is computationally expensive, requires parallel computing, HPC systems

Principal models for everyday forecasting at NIWA are NZLAM-12 and NZCSM. NZLAM-4 and NZENS are currently test models. NZLAM-12 NZLAM-4 NZCSM NZENS Domain Size 324 x 324 x 70 (L70_80km) 900 x 900 x 70 (L70_80km) 1200 x 1350 x 70 (L70_40km) 400 x 450 x 70 (L70_40km) Dynamics timestep (Δt) 300 s 120 s 60 s 120 s Forecast period / frequency T+75 (4x daily) T+75 (4x daily) T+51 (4x daily) T+60 (1x daily) # HPCF cores 272 (7 nodes) 1024 (26 nodes) 1080 (40 nodes) 440 (11 nodes) Wallclock time ~20 mins ~100 mins ~145 mins ~21 mins

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The development of a NZ Water Model is key for many applications including flood forecasting

National Hydrological Project Hydrological Model Observed/ Forecast data Applications GeoFabric

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Lidar Otago U 15m River network Wetness or topographic index

Hybrid of Lidar and Otago Uni 15m DEM

The GeoFabric includes a digital network to model the river network

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Network characteristics

Increased resolution of the river network will improve forecast but increase computational resources

River network

  • 425,000 km or river
  • Independent verification by

regional councils

DN2 DN3 (LIDAR ) Reach length (m) 750 250 Catchment (km2) 0.7 0.07 Nb element ~560,000 >3,700,000

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The GeoFabric includes national databases of land cover and soil property information (Landcare, GNS)

Land cover Soil properties

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The NZ water model is physically-based

Semi-distributed hydrological model based on TopModel Full water balance simulated within each catchment Ongoing model processes improvements:

  • Groundwater
  • Evapotranspiration

McMillan, H. K., Booker, D. J. & Cattoen, C. 2016. Validation of a national hydrological model. Journal of Hydrology, 541, 800-815. Cattoen, C; McMillan, H. and Moore, S. Coupling a high-resolution weather model with a hydrological model for flood forecasting in New Zealand. Journal of Hydrology (New Zealand), Vol. 55, No. 1, 2016: 1-23.

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Network routing

Infiltration excess Throughfall Infiltration Saturated zone Groundwater Recharge River Network Rain Root zone Canopy Surface Snow Snowmelt Evaporation Saturation excess

Catchment processes

Canopy Storage Snow Storage Soil Storage Aquifer Storage Overland Storage

State equations

Weather inputs: Precipitation (rain snow) Atmospheric temperature Relative humidity Snow melt Surface winds, etc. Potential evapotranspiration Solar radiation

Once more with equations…

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Profiling and optimisation are key to increase model complexity and efficiency

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Catchment Models

Flow data assimilation Calibrated for floods, mean

  • r low flows

National Model

~60,000 Catchments All Flows

A traditional flow forecasting approach uses historical observed flow for model calibration, this approach is not applicable at national scale for ungauged catchments

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Getting enough (long historical records) and in real-time data is challenging

Rain data at NIWA Modelled rivers

~60,000

Flow data NIWA+RCs

<1000

Years of record

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Booker, D.J., 2018. Quantifying the Hydrological Effect of Permitted Water Abstractions across Spatial Scales. Environmental Management DOI:10.1007/s00267-018-1040-7.

Flow observations are not always a true areal integrator of rainfall

  • ver a catchment, this makes model testing more difficult
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The national scale approach produces forecast relative to a long-term modelled flow climatology at gauged and ungauged catchments

FDC

Flow climatology

  • 40 year model simulations using observed climate data (VCSN)
  • Model flow statistics (FDC) at ~60,000 basins

> 99% FDC 90% - 99% FDC 66% - 90% FDC 33% - 66% FDC 10% - 33% FDC 0% - 10% FDC

Categorical flow forecasts

normal

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Random Forest - hourly Flow Duration Curve (FDC)

Machine learning could be a pathway towards forecast beyond relative values by merging physically-based with AI models

Based on catchment characteristics and observed gauges (training set), derive FDC at ungauged basins across countries

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What constitutes a “good” ensemble forecast?

Forecasts should agree with observations, with few large errors Continuous Ranked Probability Score (CRPS) Ranked Probability Score (RPS) Mean Absolute Error (MAE)

Accuracy

Forecast mean should agree with observed mean %bias

Bias

Agreement between the probability provided by the ensemble forecast and the frequency of occurrence of

  • bservation

Reliability histogram Probability Integral Transform (PIT) histogram

Reliability

Probability Distribution Forecasts of a Continuous Variable Meteorological Development Lab October 2007 by Jonas Daughtry

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To statistically evaluate the performance of the system and establish a baseline for future improvements, we need to first assess the flow climatology and produce enough flow forecasts

  • ~710 flow gauges
  • Period 1973-2015
  • Flow climatology: 1973-2015
  • Categorical scores (correlation, misclassification, Adjusted Rand Index, … )
  • Cross validation, leave one year out for Flow Duration Curve
  • Flow forecasts: October 2018-… -> Several years of flow forecasts are ideal

for verification scores, especially for flood. Ongoing work.

Cattoën, C., Turek, G, Montgomery, K., Fedaeff N., Mari, A., Shankar, U., Diettrich, J., Zammit, C., Measures, R., Henderson, R., Booker, D.J. (2018) NZ Water Model-River Flow Forecasting. New Zealand Hydrological Society Annual Conference, Christchurch, December 2018

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Overall the flow climatology performs well across diverse catchments, however poor geology representation, abstractions and managed rivers likely affect the performance in some regions

Preliminary results:

  • ~710 flow gauges
  • Period 1973-2015
  • 6 flow categories

Categorical Correlation

better worse

Cattoën, C., Turek, G, Montgomery, K., Fedaeff N., Mari, A., Shankar, U., Diettrich, J., Zammit, C., Measures, R., Henderson, R., Booker, D.J. (2018) NZ Water Model-River Flow Forecasting. New Zealand Hydrological Society Annual Conference, Christchurch, December 2018

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  • UM10.9/RA1-M
  • 40km model top
  • Up to 18 members
  • LBCs: MOGREPS-G
  • Forecast period: T+60
  • Output frequency: Hourly
  • AT: 00 UTC (from T+3 dump)

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With access to new HPCs, NIWA’s been running an 18 member convective-scale ensemble at (~4.5km) in test since March 2019

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Understanding and representing uncertainty in flood forecasting is critical and a complex challenge

Given computational resources available what is the most

  • ptimized flood ensemble operational configuration?

Is higher resolution with a small ensemble size better? Is smaller ensemble size but more frequent issue times better? How do statistical and dynamical ensembles compare? Australian collaborators

  • D. Robertson (CSIRO), Q.J. Wang (U. of Melbourne), J. Bennett (CSIRO)
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Post-processing methods are essential to produce bias free and reliable statistical ensembles

Post-processing method based on the Bayesian joint probability (BJP) model (Wang et al 2009) Step 1: Correct biases and quantify uncertainty Step 2: Instill temporal and spatial patterns New post-processing method with daily data for national scale flow forecasting: using spatial and temporal information from high-resolution rainfall forecasts

Cattoën, C., Robertson, D.E., Wang, Q.J, Bennett J.C., Carey-Smith, T., (In preparation) “Calibrating hourly precipitation forecasts with daily observations”.

  • J. Hydrometeorology

Cattoën, C., Roberston, D.E, Bennett, J.C., Wang, Q.G. and Carey-Smith, T. (2019) An ensemble flow forecasting system for New Zealand—calibrating hourly precipitation forecast with daily observations. EGU2019-7171, Vienna, Austria

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Ensemble Flood event case studies

  • Impact of weather IC, LBC,

resolution, physics, domain, Data assimilation.

  • Statistical ensembles and

post-processing

  • Impact of flow DA, flow

initial conditions

Buller ~ 5yr flood Waimakariri ~15yr flood

We need to understand dominant sources of uncertainty to get the right answer for the right reasons

Buller Waimakariri Observed flow

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Flood forecasts seem most sensitive to lagged ensemble, initial and lateral conditions, model physics perturbations, and simple statistical perturbations

Case study: Ex-cyclone Debbie 4th April 2017, weather initial conditions vs perturbed model physics

Montgomery, K., Cattoën, C., Moore S., Carey-Smith, T. (2018) Assessing drivers of ensemble flood forecasting uncertainties during ex-cylcone Debbie. NZ Hydrological Society & Meteorological Society of NZ Joint Conference, Christchurch, NZ, 4-7 December 2018

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Visualisation and communication of flow forecasts at national scale is challenging, it is being developed with GIS-based tools

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Examples of some recent experiments using ESRI

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Why developing a national scale system?

Shaping a nationwide approach for New Zealand’s river flow forecasts

  • Potentially a major aid to public safety, the NZ river flow forecasting project aims to

support & strengthen New Zealand’s response in planning and extreme weather prediction

  • A co-design approach: we seek to complement and support existing local models

and work together to shape research that is designed for decision-makers’ needs and priorities

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Diagram illustrating the decision-making process identified for flood forecasting for emergency management.

Decision-making relies on multiple sources of information, short timelines and flood manuals

Cattoën, C., Blackett, P., Milne J., Jozaei, J. (2019) Water forecasting – Interviews to understand the needs of decision-makers. NIWA Internal Report. July 2019

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Experience is heavily used in scenario testing to cope with uncertainty in decision-making: “15 years ago there was a similar event and this happened, so let’s test adding more rain here” (Participant 5). Models can be another critical source of information for councils. “[…] if you were in a council and there’s no one there who has more than 10- years’experience, you’re quite vulnerable, […] unless you’ve got very good documented systems and they have models” (Participant 5).

Decision-making heavily relies on local knowledge and expertise

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The forecasting to decision-making pathway is complex and requires interdisciplinary science

Weather forecasting Hydrological forecasting Hydrodynamics Flood maps Impact forecasting Decision-making Emergency services

Key challenges

Data Models/computational resources Uncertainty quantification Forecast and impact communication

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What are the challenges for the next 5-10 years?

Data, models and uncertainties:

Incorporating and assimilating data into forecast models from diverse sources: remote sensing, radar images, LIDAR technology, real-time updates from social media?

Model complexity, resolution:

Producing accurate and reliable seamless flood forecast from hours to weeks of lead time?

Communicating forecast impact:

Communicating and translating probabilistic flood forecast into accurate impact based decisions?

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Conclusions

  • First step towards NZ river

flow forecasts

  • Data, models, HPC, machine

learning are central

  • Long-term next steps,

ensemble forecasting of impact

Shaping a nationwide approach for New Zealand’s river flood forecasts

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Acknowledgements

Turek G., Measures R., Henderson R., Zammit C., Sutherland D., Brandolino C., Oliver H., Miville B., Booker D.J., Wood, S., Lane, E., Uddstrom M., Dean S. NeSI consultants: Chris Scott, Alex Pletzer, Wolfgang Hayek Regional councils, Meridian Energy, TrustPower and all the field team members for all the data

Natural Hazards Research Platform 2017 - C05X0907 2017-NIW-03-NHRP

Enhanced probabilistic flood forecasting using optimally designed numerical weather prediction ensembles

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Thank you

Céline Cattoën-Gilbert +64 21 142 5503 celine.cattoen-gilbert@niwa.co.nz

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McMillan, H. K., Booker, D. J. & Cattoen, C. 2016. Validation of a national hydrological model. Journal of Hydrology, 541, 800-815. Cattoen, C; McMillan, H. and Moore, S. Coupling a high-resolution weather model with a hydrological model for flood forecasting in New Zealand. Journal of Hydrology (New Zealand), Vol. 55, No. 1, 2016: 1-23. McMillan, H.K. et al. 2013: Operational hydrological data assimilation with the recursive ensemble Kalman filter. Hydrology and Earth System Sciences, 17(1): 21-38. DOI:10.5194/hess-17-21- 2013 Clark, M.P. et al. 2008: Hydrological data assimilation with the ensemble Kalman filter: Use of streamflow observations to update states in a distributed hydrological model. Advances in Water Resources, 31(10): 1309-1324. DOI:10.1016/j.advwatres.2008.06.005 Bandaragoda, C.; Tarboton, D.G.; Woods, R. 2004: Application of TOPNET in the distributed model intercomparison project. Journal

  • f Hydrology, 298(1-4): 178-201. DOI:10.1016/j.jhydrol.2004.03.038

….

Assessing the hydrological model across the country is crucial to establish a benchmarking process and test future model improvements