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T. U. T. C. E. E. Tennessee Tech. CEE. UNIVERSITY. Sustainable Application of Water-Measuring Satellite Missions for Water Resources Management. Tennessee Technological University. Past, Present and Future. Faisal Hossain. Faisal Hossain - PowerPoint PPT PresentationTRANSCRIPT
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Sustainable Application of Water-Measuring Satellite Missions for Water Resources Management
Faisal HossainDepartment of Civil and Environmental Engineering
Tennessee Technological University
Past, Present and Future
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
ACKNOWLEDGEMENTS
1. Former and Current Students- Amanda Harris, Preethi Raj, Nitin Katiyar, Jon Schwenk, Rahil Chowdhury, Ling Tang and Caitlin Balthrop.
2. Collaborators– University of Connecticut, University of Mississippi, Ohio State University, NASA Goddard Space Center (Laboratory of Atmospheres and Hydrologic Sciences Branch), McNeese State University, University of Oklahoma, Oregon State University, University of California-Davis, University of Dhaka, Indian Institute of Technology-Kanpur.
3. Sponsors – NASA Rapid Prototyping Capability Program; NASA Precipitation Measurement Program; NASA Earth System Science Fellowship; TTU Research Initiation Grants, TTU Water Center, Ivanhoe Foundation, Mississippi Department of Environmental Quality.
4. International Partners – Institute of Water Modeling (Bangladesh), International Precipitation Working Group (WMO), Bureau of Meteorology (Australia).
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
OUTLINE
1. Primary Research Area: Scientific evolution of the concept of ‘sustainability’ for water-measuring satellites for water resources management.
2. Overview of Complementary Research and Education Agendas.
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
WATER ‘MEASURING’ SATELLITES - 101
Hydrologic Remote Sensing- Microwave MW (1-20cm) and Infrared IR (< 0.1cm) Wavelengths.
Water Cycle Variables- ‘Rainfall’, ‘Soil Moisture’, ‘Discharge’.
Water has a dipole and high dielectric constant.
Orbiting and Geostationary platforms; Passive/Active.
MW sensors mostly orbiting – higher accuracy, lower sampling frequency (space-time).
IR sensors mostly geostationary platforms – lower accuracy, higher sampling frequency (space-time).
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
WATER MEASURING SATELLITES - 101
HYDROS
TRMMWaTER (SWOT)
Geostationary Orbit
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
WHAT IS ‘SUSTAINABILITY’ FOR WATER MEASURING SATELLITES?
“Sustainability is a characteristic of a process or state that can be maintained at a certain level indefinitely.” - Wikipedia
For water measuring satellites? – To make ‘optimal’ use of satellite sensor’s capability to ‘measure’ water looking down over a large area from the vantage of space.
Optimal Use? – Identify, maintain and enhance the realistic limits to which satellite hydrologic data can be used for analysis, modeling and monitoring of water resources.
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
The Conceptual Appeal of Water-Measuring Satellites to the Hydrologist
In-situ networks – globally disappearing or absent; expensive maintenance; limited by point-scale.
Source: USGS
Source: Climate Prediction Center
Effective sampling area of the world’s rainfall gages is the size of a few football fields!
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Global Hydrology (Earth’s Energy/Water Budget) – Can only be supported by space-borne instruments (75% of surface is oceans).
Flood prone Tropics – sparse or non-existent network where floods are most catastrophic.
The Conceptual Appeal of Water-Measuring Satellites to the Hydrologist
Transboundary Flood Forecasting: The Story of the Niger River
Question:
How does one monitor early the evolution of river flooding across political boundaries of 5 nations, 11 administrations and a diverse landscape?
1. 4030 km long, 211,3200 km2
2. Flows through 5 countries
4. Frequent river flooding induced by heavy rainfall
3. Drainage area comprised of 11 countries
5. Diverse climate, rainfall regime, soil conditions, topography = varying response of landscape to rainfall
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Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Hydro-political limitations worsen at the shorter time scales
214 International River Basins in 1979 UN Register
261 in 2002 (Updated)
145 countries are associated in IRBs
Accounts for 40% of total land surface.
> 50% of total surface flow
Percentage Area Number of Countries
91-99% 39
81-90% 11
71-80% 14
61-70% 11
51-60% 17
41-50% 10
31-40% 10
21-30% 13
11-20% 9
1-10% 11
Transboundary Flood Forecasting: The Global Picture on International River Basins
Source: Dr. Aaron Wolf, Oregon State University
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Appeal in terms of Future Scenario
Expected launch 2013
3 hourly global rainfall products at 10X10 km scale
WaTER (SWOT)
Expected launch– 2016
Q for major rivers every 2-3 days
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Appeal in terms of Future Scenario
Hossain, F., N. Katiyar, A. Wolf, and Y. Hong. (2007). The Emerging role of Satellite Rainfall Data in Improving the Hydro-political Situation of Flood Monitoring in the Under-developed Regions of the World, Natural Hazards, Invited Paper
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Problems with Water Measuring Satellites
OLD Issues (Relatively longer known and accepted)
MW temporal sampling of rainfall was low until late 1990s. IR Rainfall data useful at > degree-monthly scales.
Scale Incongruity (satellite rainfall/moisture data too large for dynamic terrestrial hydrology).
Soil moisture accuracy limited by the need for long MW wavelength (L-band).
Passive MW (PMW) data for discharge estimation has been good only for large, ‘steady’ (glaciers) rivers on monthly timescales.
Historical solutions devised by hydrologists for handling coarse resolution data: Spatial-Temporal downscaling.
Spatial Downscaling
Tennessee Technological University
• Faisal Hossain
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Chronology of Scale and Accuracy of
Satellite Rainfall Data
1970 – 1980 – 1990 – 2000 - 2010+IR Sensors on GEO platforms
Good space-time sampling
IR parameters weakly
related to rainfall process
PMW Sensors on LEO platforms
Poor space-time sampling
PMW parameters strongly related to rainfall process
Merging or IR with PMW began
1 Degree-Monthly
More Merged Products
Tropical Rainfall Measuring Mission- TRMM
Anticipation of GPM
3 hourly and globally coherent rainfall data
0.25 degree – 3 hourly
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Problems with Rainfall Measuring Satellites
NEW Issues on Satellite Rainfall Data (Recent Insights – post 2004 era)
Existing frameworks and metrics (bias/rmse, correlation) inadequate for assessing hydrologic potential of satellite data.
Satellite rainfall error more complex (multi-dimensional) than conventional network data.
Complexity of error increases as scales (time/space) decrease – non-negligible for dynamic hydrologic modeling.
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All Overland Satellite Rainfall Algorithms are Probabilistic at Hydrologically Relevant Scales
• Rainy/Non-rainy area delineation has a distinct spatial structure• Systematic error has a non-negligible spatio-temporal structure• Random error has a spatial structure• Regime Dependence of error structure on climate, location,
season
Four Possible Outcomes of a Rainfall Sensor at any given time:
1. Successful Rain Detection/Delineation (HIT)
2. Unsuccessful Rain Detection/Delineation (MISS)
3. Successful No-Rain Detection/Delineation (HIT)
4. Unsuccessful No-Rain Detection/Delineation (MISS)
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Our ‘Sustainable’ Solution and Framework for Old and New Problems
“As space and time scales become smaller, the passive sensor’s precipitation measurement characteristics become more complex and random.Fine-scale hydrologic assessment of satellite rainfall retrievals requires the recognition of this increasing complexity of satellite precipitation error structure.”
HYPOTHESIS: New approaches needed for hydrologists that recognize scale incongruity.
Hossain and Lettenmaier, 2006, Water Resources Research
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We Need Hydrologic Process-based Understanding of Scale Incongruity
Watershed = Non-linear system yavg ≠ f(xavg)
timePonding trate Rainfalli )(
p
Kii
Ktp
)(ln
0runoff surface fiWhen
rateon infiltratif )1(
p
p
pttK
F
FFF
FKf
An infiltration approach to surface runoff modeling (physically-based) as follows:
Time Space ThresholdingNon-linearity
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UNIVERSITY
Our Generalized Framework for the Community (IPWG- PEHRPP) – For Rainfall
ONEHydrologically Relevant Frameworks should answer three key questions – Q1. How does the error vary in time?Q2. How does the error vary in space?Q3. How “off” is the rainfall estimate from the true value over rainy areas? TWOMetrics should have ‘Diagnostic’ and ‘Prognostic’ valueDiagnostic – Able to quantify uncertainty on a specific feature/dimension of precipitation.Prognostic – Amenable for use in a mathematical error model for synthetic generation of high resolution satellite rainfall data.
Hossain, F. and G.J. Huffman. (2008).Investigating Error Metrics for Satellite Rainfall at Hydrologically Relevant Scales, Journal of Hydrometeorology (In press)
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Two-Dimensional (x-y) Satellite Rainfall Error Model – SREM2D
Based on the concept of ‘reference’ (ground validation) rainfall.
Modular in design (collection of concepts) – for any rainfall product.
Total Error Metrics - 9 Uses Error Metrics interpretable by
both hydrologists and Data-producers.
Currently used by other research groups (MSU; UArizona; OleMiss). Preferred by NASA Laboratory of Atmospheres.
Hossain and Anagnostou (2006) IEEE Trans Geosci. Remote Sensing, 44(4).
Systematic and Random Errors in Retrieval (6) and (7)
Correlation Length of Retrieval (8)
How does the error vary in time?
Temporal Correlation of Systematic Error in Retrieval (9)
Correlation Length of Successful Detection of Rain (4)
Correlation Length of Successful Detection of No-Rain (4)
How ‘off’ is rainfall estimate from true value over rainy areas?
How does the error vary in space?
Probability of detection of Rain (As a function of
magnitude of reference or satellite rainfall (1)
Probability of detection of No-
Rain (fixed marginal value) (2)
False Alarm (Probability distribution
Parameters) (3)
Rainfall as an Intermittent Process
Rainy Areas Non-Rainy Areas
How well does satellite data delineate the rainy/non-rainy areas?
MISS ? MISS ? HIT ? HIT ?
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Transboundary Flood Monitoring: New Questions for Assessing Sustainability
General Science Question
How realistic is the use of satellite rainfall in overcoming the transboundary limitations to
flood monitoring?
Specific Questions
What specific IRBs, and downstream nations would benefit more than others from GPM?
Can we develop rules of thumb for application of satellite rainfall data in ungauged IRBs?
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Major
Minor
Improvement
Negative
‘Ball Park’ Assessment for NASA product 3B41RT
Fully Distributed Open-Book Hydrologic Model KANPUR 1.0 by Katiyar, N. and Hossain, F. 2007 Environ. Mod. Software, vol. 22(12).
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Speculations on IRBs where Satellite Rainfall Data will be ‘Sustainable’ for Flood Monitoring
Name of down stream country
International River Basin % of Total Basin Area
Cameroon Akpa/Benito/Ntem 41.8
Senegal Senegal 8.08
Ivory Coast Cavally 54.1
Benin Oueme 82.9
Botswana Okovango 50.6
Nigeria Niger 26.6
Bangladesh Ganges-Brahmaputra-Meghna 7.0
Brunei Bangau 46.0
Laos Ca/Song Koi 35.1
Cambodia Mekong 20.1
Preliminary Speculation - Setting aside ALL assumptions
Negligible Improvement
Improvement
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More Intelligent Speculation
Based on Koppen Climate Classification
Source: Encyclopedia Britannica
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Speculation on IRBs (Contd.)
Cfa & Cwa– Humid Subtropical; Bsh- Semi-aridGanges River– Bangladesh (+45%) ↑ Yalu and Tomen Rivers – North Korea (+20%)↑Limpopo River – Mozambique (+35%)↑ Senegal River – Senegal (+42%)↑La Plata River– Uruguay (+45%)↑
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Spatial Downscaling of Satellite Rainfall Data: New Questions for Assessing Sustainability
Spatial downscaling based on scale invariance.
Preserves the mean of rainfall.
Stochastic in nature – yields equi-probable realizations.
Mimics the expected variance of rainfall at downscaled resolution.
Downscaling schemes preserve the mean and mimic the expected variance. Is that good enough for flood prediction needs for GPM?
Satellite rainfall data has scale-dependent complex error–
i) Does the downscaling scheme add artifacts to downscaled satellite rainfall data?
ii) What are the hydrologic implications of using a spatial downscaling scheme for satellite rainfall on flood prediction uncertainty?
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VIRGINIA
LeeBell
Scott
Clay
Wise
Harlan
Leslie
Hawkins
Letcher
Knox
Claiborne
Perry
Hancock Sullivan
Dickenson
Knott Pike
WashingtonGreeneUnion Grainger
Norton
Owsley
Whitley
Laurel
Legend
Rivers
State Boundaries
County Boundaries
Subbasins
Satellite Pixels
0 4 8 12 16Miles
KENTUCKY
TENNESSEE
End-to-End system conceptualized, developed and tested over Upper Cumberland
River basin in Kentucky.
St. Louis Basin
An end-to-end system for NASA real-time satellite rainfall data analysis
0.25˚SREM2D
Downscaling0.125˚
0.0625˚
0.03125˚
0.12.5˚
0.0625˚
0.03125˚Downscaling
0.25˚SREM2D
HEC-HMS
Aggregated NEXRAD
Data (0.04˚ to 0.25˚)
3B42RT
NASA TMPA Data @ 0.25˚
3B41RT
0.125 deg 0.25 deg
0.0625 deg 0.03125 deg
Upper Yazoo Basin
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UNIVERSITY
Downscaling of 3B41RTIncreases streamflow simulation uncertainty(?!)
0.125 degree 0.0625 degree
0.03125 degreeStream flow simulation
uncertainty using downscaled 3B41RT
data
0
10000
20000
30000
40000
50000
60000
70000
80000
03/16;00
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03/23;00
03/24;00
03/25;00
Time
Ou
tlet
flo
w(c
fs)
ObservedMean+1*StdvMean-1*StdvmeanRadar obs simulation 0.125 deg
0
10000
20000
30000
40000
50000
60000
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Time
Out
let f
low
(cfs
)
ObservedMean+1*StdvMean-1*StdvmeanRadar obs simulation_0.0625 deg
0
10000
20000
30000
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Time
Ou
tlet
flo
w(c
fs)
ObservedMean+1*StdvMean-1*Stdv
meanRadar obs simulation_0.03125 deg
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Physically-based Investigation of Spatial Downscaling on Overland Runoff Generation
Downscaling
Upscaling
Rainy grid boxes can be non-rainy
Non-rainy grid boxes can be rainy
Redistribution and bias of downscaled rainfall can be significant
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Physically-based Investigation of Spatial Downscaling on Overland Runoff Generation
1i1
2i2
1i1
2i2
1 1
2 2
p
Kt
c ci K
1 1 1
K2 ( ) ( )pt ci ci K i i K
1 1 2 2
2p p
p
t i t iF
1 2
2p p
i iF t
1 21 2 or
2
i ii i
1 2/c i iWatershed = Non-linear system yavg ≠ f(xavg)
What role does ‘C’ – subgrid rainfall variability play in runoff simulation?
= f (avg. rainfall)
= yavg
= f (avg. rainfall)
= yavg
i
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Physically-based Investigation of Spatial Downscaling on Overland Runoff Generation
Ksat - fieldRainfall- field
Clayey Loam
Silty Loam
Sandy Loam
High spatial Correlation-200km
Medium spatial Correlation-100km
Low spatial Correlation-50km
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Physically-based Investigation of Spatial Downscaling on Overland Runoff Generation
Spatial downscaling technique improves the estimation of accumulated runoff parameters when compared to estimates derived from lower resolution rainfall data. Not suitable for improving the estimation of time sensitive runoff parameters such as the time to a flood peak.
Estimation Bias (%)
Rainfall 50 KM (LOW) 100 KM (MEDIUM) 200 KM (HIGH)
Soil Clay Silt Sand Clay Silt Sand Clay Silt Sand
Ponding Time
Scale Effect -98.2 -97.8 -79.5 -89.6 -94.8 -98.1 -97.9 -88.8 -89.9
Downscaling Effect
-90.1 -90.0 10.0 -91.1 -69.9 -77.8 -98.0 -51.2 -17.4
Runoff Volume
Scale Effect -75.3 -75.5 -80.5 -75.0 -75.1 -75.8 -75.1 -75.3 -77.0
Downscaling Effect
0.1 1.13 -3.46 -7.6 -7.6 -8.8 -0.1 -1.1 4.8
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Discharge Estimation of Braided Rivers:Sustainability of the SWOT Mission
What is the uncertainty of satellite interferometry (SRTM) -based discharge estimation of large braided rivers?
SRTM Overpass – Feb 20, 2000
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Discharge Estimation of Braided Rivers:Value of SWOT Mission
Hamski et al (2008) – ASLO Conference March 2-7, Orlando, Florida.
Estimated dry season discharge comparable to the natural low-flow variability.
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
The Future on Sustainability of Application of Water Measuring Satellites
NASA’s vision for the post-GPM era (2013+)
- To produce routine high-level uncertainty information of their global and real-time rainfall products for users to identify sustainable application on their own (George Huffman of Laboratory of Atmospheres-NASA).
The Unresolved Paradox:Satellite rainfall will be most useful over ungauged (non-GV) regions – so how can we generate routine uncertainty estimates for satellite data over those regions ?
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
The Future on Sustainability of Application of Water Measuring Satellites
Our Strategy for Solving the Paradox
Global similarity of US climate zones
Rainfall Climatology over US
Study Regions over US; 8 years of data; Radar as ground validation
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Overview of Other Research Agenda:New Paradigms for Improving Spatial Mapping
Development of NLDMAP 1.0
(Non-linear Dynamic Mapping) for rural settings.
Test cases: 1)Arsenic contamination of groundwater in Bangladesh; 2) USGS monitored aquifers in Connecticut.
Improving geostatistical (kriging) methods using Chaos Theory and Neural Networks.
Chaos and ANN analysis are complete (merging of schemes on-going – collaboration with Dept. of ECE/TTU).
Hossain,, F., and B. Sivakumar. (2006). Spatial Pattern of Arsenic Contamination in Shallow Tubewells of Bangladesh: Regional Geology and Non-linear Dynamics Stochastic Environmental Research and Risk Assessment, vol 20(1-2), pp. 66-76
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1. Uncertainty is omni-present in natural or man-made water resources systems.
2. Need good understanding of Stochastic Theory, e.g. Random Functions, Geostatistics, Time series, – to model/predict the variability.
Overview of Education Agenda on Water Resources Engineering Education
• More and more research conducted at graduate level involving stochastic theory applications.
• Bloom’s learning level of entering graduate students should be ‘Analysis’ or ‘Application’.
• Are we doing a good job with instruction of stochastic theory in CE/Water resources?
Tennessee Technological University
Faisal Hossain
Tennessee TechUNIVERSITY
Overview of Education Agenda:Stochastic Theory Education through Visualization Environment
Total Number of Universities Surveyed 67
Number of Universities with www listing of relevant courses 57
Total number of courses identified (having the generic terms ‘stochastic’, ‘statistics’, ‘numerical’ etc in CE curricula)
241
% Graduate(Dual listed) and Undergraduate 84(4.5)11.5
Number of schools with integrated courses on Stochastic Theory 40
Number of courses on Stochastic Theory 84 (35%)
Number of courses on Stochastic Theory in Water Resources and Environmental Engineering
27 (11.2%
)
Number of courses on Stochastic Theory in Water Resources only 23 (9.5%)Schwenk, Hossain and Huddleston (2008) Computer Applications in Engineering Education (In press)
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A Long-term Vision
http://iweb.tntech.edu/saswe
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THANK YOU!
QUESTIONS?