Satellite rainfall application in the Narayani basin CORDEX South Asia science workshop Kathmandu, Nepal 27-30th August 2013 Mandira Singh Shrestha International Centre for Integrated Mountain Development Kathmandu, Nepal Presentation outline Satellite rainfall estimates Hydrological modelling using GeoSFM Study area Input data Intercomparison of products Calibration and validation Results One third of the disaster are floods Pakistan floods: 2000 killed, 20 million affected Most floods are transboundary which requires cooperation across borders Uttarakhand disaster: >5000 killed, millions affected Why satellite rainfall estimate? Inadequate density of hydrometeorological stations Delay in data transmission Not adequate lead time – limited data sharing across transboundary borders Failure to Capture Significant Rainfall Application of satellite-based rainfall estimates •Objective 1: Assess the accuracy of satellite-based rainfall estimates and make intercomparisons •Objective 2:Applying the satellitebased rainfall estimates for flood prediction and integration of snow and glacier into rainfall runoff modelling Satellite - based rainfall estimate: NOAA CPC-RFE2.0 Initial version became operational in January 2001 Originally run over the African continent then expanded to southern Asia and western Asia / eastern Europe Product is a combination of surface and satellite precipitation information Spatial resolution: 0.1 degree Temporal resolution: daily Domain: 5o to 40oN, 60o to 110oE Methodology for verification of satellite-based rainfall estimates Verification of Satellite Based Rainfall Estimates Visual Verification: (Qualitative) Maps at same scale and colour Continuous Verification (Quantitative) RMSE Bias Multiplicative Bias Percentage error Correlation Coefficient Categorical Verification (Qualitative) False Alarm Ratio Probability of Detection Equitable Threat Score Study area: Narayani basin Basin characteristics: Located in central Nepal Catchment area = 32, 000 km2 Elevation variation 8167-100 m More than 70% of rainfall occurs in monsoon High spatial and temporal variation of precipitation 200 mm – 6000 mm Study area and hydrometeorological network Input data Spatial datasets Digital Elevation Model: Hydro 1k DEM Soil data (FAO) Landcover (USGS) Dynamic datasets (daily time series) Satellite rainfall estimates: NOAA CPC_RFE2.0 rainfall estimates Period: 2003 – 2004 Gauge observed rainfall (DHM) Discharge data – period of record 1964-2006 (DHM) Rainfall bias: Narayani Gauge observed rainfall (mm) Low: 0 High: 74 Low: 0 Contingency Table Estimated Rainfall High: 129 CPC_RFE2.0 rainfall estimates (mm) Observed Rainfall 37 2 1 1 Probability of Detection (POD) 0.97 False Alarm Ratio (FAR) 0.05 Mean Absolute Error (MAE) 36.1 Bias -33.7 Root Mean Square Error (RMSE) 45.2 Correlation Coefficient 0.60 Percentage Error -62.1 Intercomparison Accumulated June, July, August and September rainfall for 2003 Comparison of annual rainfall Annual Total Rainfall 2002 (OBS) Annual Total Rainfall 2002 (SRE) Annual Total Rainfall 2003 (OBS) Annual Total Rainfall 2003 (SRE) GeoSFM model overview GeoSFM simulates the dynamics of runoff processes by using remotely sensed and widely available global datasets Catchment scale modeling framework Semi-distributed hydrologic model Inputs aggregated to the catchment level GIS based Modeling ArcView 3.0 environment GeoSFM model framework Semi distributed hydrologic model Outputs Hydrologic simulation Inputs Precipitation PET Terrain analysis Basin characteristics Basin response Soil water balance Streamflow generation Discharge Soil moisture Spatial information database DEM, Soil, Landcover Semi-distributed, physically based hydrologic model Simulates runoff process using remotely sensed data and global datasets Graphical user interface within GIS for model input and visualization (ArcView version 3.x with the Spatial Analyst Extension) GeoSpatial streamflow modelling for flood risk monitoring GIS Preprocessing Satellite Rainfall Estimates Processing and Analyzing GDAS PET Fields FAO Soil Data 3 80,000 60,000 40,000 20,000 month/day/year Sim Obs 11/23/2004 6/25/2004 1/26/2004 8/28/2003 3/30/2003 10/30/2002 6/1/2002 0 1/1/2002 DEM 100,000 Discharge (m /sec) Land Use/ Land Cover Geospatial Stream Flow Model (GeoSFM)) Water Balance Routing •1D Sub-basin 1 •2D Sub-basin 2 + Main channel Sub-basin 3 + Sub-basin 4 Main channel Subbasins are the modeling units for water balance and routing •Muskingum-Cunge •Diffusion + Outlet •Lag GeoSFM rainfall-runoff component has three main modules: water balance, catchment routing, and distributed channel routing Source: Guleid Artan Model components Terrain analysis module Parameter estimation module Data preprocessing module Water balance module Flow routing module Post-processing module GeoSFM modelling 39 subbasins were considered Hydro 1K DEM - hydrologic parameters, such as slope, aspect, flow direction, and accumulation were derived focused in particular on the months of June, July, August, and September (the monsoon season) gridded gauge observed rainfall data for the monsoons of 2003 and 2004 were used in the GeoSFM to predict floods Model performance indicator Nash Sutcliff Coefficient of Efficiency (NSCE) 2 2 n Si Oi NSCE 1 i n1 Oi O i 1 where Oi is observed discharge, Si is simulated discharge, and is the mean value of the observed discharge. 0.0 14000 20.0 12000 40.0 Discharge (m3/sec) 16000 10000 60.0 8000 80.0 6000 100.0 Rainfall (mm) Model calibration and validation 4000 120.0 2000 Observed and simulated streamflow at Devghat using 2003 monsoon gauge observed rainfall (June to September) NSCE = 0.84, Correlation = 0.94 140.0 0 152 167 182 197 212 227 242 257 272 Days Gauge Rain Observed Discharge 12000 Simulated Discharge (Gauge) 0.0 10.0 10000 8000 30.0 6000 Observed and simulated streamflow at Devghat using 2004 monsoon gauge4000 observed rainfall (June to September)2000 NSCE =0.77, Correlation 0.94 40.0 50.0 60.0 70.0 0 80.0 152 162 172 182 192 202 212 222 232 242 252 262 Days Gauge Rain Observed Discharge Simulated Discharge (Gauge) 272 Rainfall (mm) Discharge (m3/sec) 20.0 Comparison of observed and simulated with CPC_RFE 12000 Discharge (m3/sec) 10000 8000 6000 4000 2000 0 152 172 192 212 232 252 272 Days Observed Discharge Simulated Discharge (RFE) Simulated Discharge (Gauge) Comparison of observed and simulated daily flows at Devghat using gauge observed rainfall and RFE data as input rainfall (June to September 2003) Why bias-correction? Regional and country level satellite-based rainfall estimates have indicated discrepancies between SRE and gauge observed rainfall The uncertainty involved in Geo-SFM modeling that has been observed using the SRE Bring observed and predicted/estimated values as close to each other as possible The bias in precipitation was found to vary spatially in a given domain/basin Methods of bias-adjustment Ratio based or multiplicative bias-adjustment Ingestion of local rain gauges into the RFE algorithm Anomaly – based bias adjustment Correcting the mean and coefficient of variation Many other methods RFE and improved RFE: Narayani basin 70.0 Rainfall (mm) 60.0 50.0 40.0 30.0 Basin averaged RFE 20.0 10.0 272 264 256 248 240 232 224 216 208 200 192 184 176 168 160 152 0.0 Days RFE Observed Rain 70.0 50.0 40.0 Basin averaged Improved RFE 30.0 20.0 10.0 Days Improved RFE Observed Rain 256 248 240 232 224 216 208 200 192 184 176 168 160 0.0 152 Rainfall (mm) 60.0 Improved RFE RFE-the shape of precipitation is given by the combination of satellite estimates, magnitude is inferred from GTS station data, need the maximum availability of the rain gauge stations - Incorporate more gauge data for improved rainfall estimates Rainfall ingestion: Narayani basin Statistical comparison of performance of GeoSFM with unadjusted and adjusted RFE NSCE r Bias RMSE RFE (unadjusted) -1.23 0.75 -2458 2750 0.81 0.19 0.58 RFE adjusted with a seasonal factor 0.27 0.8 -345 1561 0.49 0.51 0.87 RFE adjustment with a monthly factor 0.38 0.81 -378 1471 0.45 0.55 0.87 RFE adjustment with running 7 day average factor 0.22 0.79 106 1654 0.52 0.48 0.85 RFE (gauge-satellite merged) 0.53 0.90 -990 1316 0.57 0.43 0.89 Dataset RMSEs RMSEu d Daily observed and simulated flows using bias-adjusted CPC_RFE2.0 rainfall 16000 16000 Seasonal adjustment 14000 12000 12000 10000 10000 Discharge ( m3/sec) Discharge (m3/sec) 14000 Monthly adjustment 8000 6000 4000 2000 8000 6000 4000 2000 0 0 152 162 172 182 192 202 212 222 232 242 252 262 152 272 162 172 182 192 Time (Days) Observed Observed Simulated 232 242 252 262 272 232 242 252 262 272 Simulated 16000 7-Day moving average 14000 12000 Discharge (m3/sec) Discharge (m3/sec) 16000 14000 202 212 222 Time (Days) 10000 8000 6000 4000 2000 Improved RFE 12000 10000 8000 6000 4000 2000 0 0 152 162 172 182 192 202 212 222 232 242 252 262 272 152 162 172 182 192 202 Time (Days) Observed Simulated 212 222 Time (Days) Observed Simulated Shrestha, M.S., Artan, G.A.,Bajracharya, S.R., Gautam, D.K. and Tokar, S.A. (2011) Bias-adjusted satellite-based rainfall estimates for predicting floods: Narayani Basin. J. Flood Risk Management Summary Using new technology and advanced scientific knowledge for monitoring, assessing, forecasting and communicating information Data formats are important as data preparation takes a lot of time and energy Good quality insitu data is essential for model calibration and validation Improved understanding of flood forecasting methods and models More accurate (quantitative) and high resolution data are necessary for reasonable flood predictions. It is difficult to predict the floods quantitatively using current satellite based data. We can only give an indication of probability of occurrence Intercomparison of satellite based rainfall estimates and models for flood forecasting needs to be further explored. Continued training and capacity building in state of the art technology such as application of satellite-based precipitation in the region is necessary to enhance flood risk management. Thank you