Prospects for river discharge and depth estimation through assimilation of swath–altimetry into a raster-based hydraulics model Kostas Andreadis 1, Elizabeth.

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Presentation transcript:

Prospects for river discharge and depth estimation through assimilation of swath–altimetry into a raster-based hydraulics model Kostas Andreadis 1, Elizabeth Clark 2, Dennis Lettenmaier 1, and Doug Alsdorf 3 1 Civil and Environmental Engineering, University of Washington 2 Geological and Environmental Sciences, Stanford University 3 School of Earth Sciences, Ohio State University AGU Fall Meeting 2006, San Francisco, CA

Motivation Swath altimetry provides measurements of water surface elevation, but not discharge (key flux in surface water balance) Satellite dataset, spatially and temporally discontinuous Data assimilation offers the potential to merge information from swath altimetry measurements over medium to large rivers with discharge predictions from river hydrodynamics models Key questions include role of satellite overpass frequency and model uncertainties: synthetic experiment ideal to address these

Experimental Design Baseline Meteorological Data Hydrologic Model Perturbed Meteorological Data Baseline Boundary and Lateral Inflows Perturbed Boundary and Lateral Inflows Hydrodynamics Model Baseline Water Depth and Discharge JPL WatER Simulator Perturbed Water Depth and Discharge “Observed” WSL Kalman Filter Updated Water Depth and Discharge

Hydrologic & Hydrodynamics Models Variable Infiltration Capacity (VIC) hydrologic model to provide the boundary and lateral inflows Has been applied successfully in numerous river basins LISFLOOD-FP, a raster-based inundation model Based on a 1-D kinematic wave equation representation of channel flow, and 2-D flood spreading model for floodplain flow Over-bank flow calculated from Manning’s equation No exchange of momentum between channel and floodplain

Data Assimilation Methodology Ensemble Kalman Filter (EnKF) Widely used in hydrology Square root low-rank implementation Avoids measurement perturbations Initial State Forecast Analysis Member 1 Member 2 Observation Time t1t1 t2t2 t3t3

Study Area and Implementation Ohio River basin Small (~ 50 km) upstream reach 270 m spatial resolution and 20 s time step Spatially uniform Manning’s coefficient Nominal VIC simulation provides input to LISFLOOD for “truth” simulation Perturbing precipitation with VIC provides input to LISFLOOD for open-loop and filter simulations Precipitation only source of error for this feasibility test

WatER Observation Simulations NASA JPL Instrument Simulator Provides “virtual” observations of WSL from LISFLOOD simulations 50 m spatial resolution ~8 day overpass frequency Spatially uncorrelated errors Normally distributed with (0,20 cm) Goteti et al. (to be submitted)

Assimilation Results - WSL Spatial snapshots of WSL for the different simulations (28 April 1995, 06:00) Satellite coverage limited by the orbits used in the simulator (m)

Effects of Boundary & Lateral Inflow Errors Upstream boundary inflow dominates simulated discharge Persistence of WSL and discharge update not adequate Correction of upstream boundary inflow errors necessary Simple AR(1) error model with upstream discharge as an exogenous variable Channel Discharge RMSE (m 3 /s) Apr 1May 1Jun 1Jun 27

Assimilation Results – Channel Discharge Discharge along the channel on 13 April 1995, for the different simulations Discharge time series at the channel downstream edge Discharge (m 3 /s) Channel Chainage (km) Apr 1Apr 15May 1May 15Jun 1Jun Discharge (m 3 /s)

Channel Discharge Estimation Error Spatially averaged RMSE of channel discharge Open-loop RMSE = m 3 /s (23.2%) Filter RMSE = 76.3 m 3 /s (10.0%) Apr 1Apr 15May 1May 15Jun 1Jun RMSE (m 3 /s)

Sensitivity to Satellite Overpass Frequency Additional experiments with 16- and 32-day assimilation frequencies Downstream channel discharge time series Apr 1 Apr 15 May 1May 15Jun 1 Jun Discharge (m 3 /s)

Sensitivity to Observation Error Nominal experiment observation error N(0,5cm) Contrary to a synthetic experiment, true observation errors might not be known exactly Sensitivity of results to different assumed observation errors: (1) perfect observations and (2) N(0,25cm) Filter 5 cm: 76.3 m 3 /s Filter 0 cm: 82.1 m 3 /s Filter 25 cm: 98.7 m 3 /s Channel Chainage (km) Discharge (m 3 /s)

Conclusions Preliminary feasibility test shows successful estimation of discharge by assimilating satellite water surface elevations Nominal 8 day overpass frequency gives best results; effect of updating largely lost by ~ 16 days Results are exploratory and cannot be assumed to be general -- additional experiments with more realistic hydrodynamic model errors (Manning’s coefficient, channel width etc), hydrologic model errors, and more topographically complex basins (e.g. Amazon River) are needed. Assumption that “truth” and filter models (both hydrologic and hydrodynamic) are identical needs to be investigated

Questions?