luca brocca, christian massari, luca ciabatta, tommaso...
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Stillwater 2nd June 2015
http://hydrology.irpi.cnr.it
Luca Brocca, Christian Massari, Luca Ciabatta, Tommaso Moramarco Research Institute for Geo-Hydrological Protection (IRPI-CNR), Perugia, Italy
The 2015 Workshop at MOISST: The Dawn of the Soil Moisture Information Age?
…and many others: W. Wagner, W. Dorigo, S. Hahn, S. Hasenauer, C. Albergel, P. De Rosnay, S. Puca, S. Gabellani, R. Parinussa, R. De Jeu, P. Matgen, D. Penna,
J. Martinez-Fernandez, V. Levizzani, …
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INTRODUCTION
Casentino basin central Italy
30% increase of soil moisture produces a 8-fold increase of peak discharge!
Runoff generation Brocca et al. (2010, HESS+WRR, 2012 TGRS, …)
Landslide prediction Brocca et al. (2012, RS)
Numerical Weather Prediction Capecchi & Brocca (2014, METZET)
Erosion modelling Todisco et al. (2015, HESSD)
Plant production Bolten et al. (2010, JSTARS)
Water quality modelling Han et al. (2012, HYP)
Drought monitoring Rahmani et al. (2015, JAG, in press)
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Soil moisture is needed by all GEO Social Benefit Areas and was ranked the second top priority parameter (behind precipitation) in a year 2010 GEO report on "Critical Earth Observation Priorities".
http://sbageotask.larc.nasa.gov/US-09-01a_SummaryBrochure.pdf
INTRODUCTION
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RAINFALL SOIL MOISTURE
The soil moisture variations are strongly related to the amount of rainfall falling into the soil. Therefore, we can use soil moisture observations for estimating rainfall by considering the “soil as a natural raingauge”.
What is SM2RAIN?
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precipitation surface runoff
evapotranspiration
drainage
soil water capacity
relative saturation
Inverting for p(t):
= soil depth X porosity
Assuming: + + during rainfall
Soil water balance equation
SM2RAIN algorithm
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calibration validation 0.75<R<0.95
In situ soil moisture observations
SM2RAIN: in situ observations
R
fRMSE fRMSE
R
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SM2RAIN: in situ observations
Soil moisture variations 64%
Drainage 30%
Percentage contribution to the total simulated rainfall of the different components of the
water balance
Actual Evapotranspiration 4%
Surface runoff 2%
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CRASH TEST: timeseries
Central Italy Central Australia
Southern USA Siberia
Congo
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Correlation map between 5-day rainfall from GPCC and the rainfall product obtained from the application of SM2RAIN algorithm to ASCAT, AMSR-E and SMOS data plus TMPA 3B42RT (VALIDATION period 2010-2011)
Global scale: real satellite observations
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Global monthly rainfall from ASCAT
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Application to QUIKSCAT, AMSR2
2007-2009 Improved algorithm Distributed calibration Application of filtering
techniques (e.g. wavelet)
Application to AMSR2 (C+X-band radiometer)
2012-2014
Application to QUIKSCAT (Ku-band scatterometer), 2007-2009
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2007-2009 ERA-Interim
as benchmark 5-day
cumulated
ASCAT+QUIKSCAT vs TMPA-RT
The correlation is 25% higher than TMPA real time rainfall product
0.508 0 .640
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ASCAT
SMOS Estimation of 5-day rainfall for 2-
year data
ASCAT+ SMOS
R increases from 0.65 (0.63) to 0.78
RMSE decreases from 28.0 (30.0) to 22.8 mm (28%)
0.58 0.59 0.53
Mean values
SMOS + ASCAT
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Merging Metop-A and B
Metop-A
Metop-B
Rainfall events detected only by considering both sensors Metop A and B
Blu: MetopA+MetopB Red: MetopA Black: rainfall
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Merging Metop-A and B
Ciabatta et al. (2015) – JHM 2010-2013 Median R= 0.44 T=0 (no SWI application)
Data Period: 2-may-2013 31-dec-2014
Metop A+B improves by 14% wrt single sensors
Metop A+B improves by 37% wrt Ciabatta et al. JHM (calibration period)
Metop-A Metop-B
Metop-A+B Time step: 1-day
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Merging ASCAT and AMSR2
Lon,Lat: -5,40 Period: may 2013-dec 2014 ASCAT: Metop A+B AMSR2: Asc+Desc, X-band Benchmark: ERA-Interim
AMSR2+ASCAT
AMSR2 ASCAT
Time step: 1-day
R=0.59 R=0.66
R=0.76
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SMOS+TMPA in Australia
• Period 2010-2013 • AWAP rainfall as
benchmark • Calibration with 3B42 • 5-day cumulated
3B42RT median R=0.714
SM2RSMOS median R=0.733
SM2RSMOS +3B42RT median R=0.757
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ASCAT+H-SAF in Italy
Time step: 1-day
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0
20
40
5 100
22008-10-21
0
20
40
5 10 15 20 25 30 35 40 45 500
5
102008-10-31
0
5
5 10 150
0.5
12008-12-14
0
5
10
5 10 15 20 25 30 350
2
42008-12-30
0
5
10
5 10 15 20 25 30 35 40 45 500
2
42009-02-01
0
10
20
5 10 15 20 25 30 350
2
2009-10-20
0
5
10
5 10 15 200
1
22010-01-14
0
5
5 10 15 20 25 30 350
1
22010-02-16
0
5
10
5 10 15 20 25 30 350
1
2010-03-25
0
5
10
5 10 15 200
0.5
12010-03-30
0
10
20
5 100
0.5
12010-05-10
0
5
10
5 10 15 20 250
1
22010-11-20
0
5
10
5 10 15 20 250
1
2010-12-21
0
5
10
5 10 15 20 25 30 350
2
42010-12-22
Pob
s [mm
]
Q [m
3 /s]
time [h]
Qobs
Qcase-1
Qcase-6
Pobs
VALESCURE CATCHMENT (France) IN SITU OBSERVATIONS
BLACK: simulated Q with raingauge+SM2RAIN data RED: simulated Q with raingauge data only GREEN: observed discharge (Q)
BLUE: observed rainfall (Pobs)
We obtained an increase in performance from NS=0.49 to
NS=0.83 when SM2RAIN-derived rainfall is used for correcting
rainfall observations during the flood event
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Runoff simulation by using as input 1. Observed rainfall 2. SM2RAINASCAT 3. SM2RAINASCAT + Observed Rainfall
ITALY: 4 catchments SATELLITE OBSERVATIONS Submitted for publication
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This presentation is available for download at: http://hydrology.irpi.cnr.it/repository/public/presentations/2015/moisst-2015-l.-brocca
FOR FURTHER INFORMATION URL: http://hydrology.irpi.cnr.it/people/l.brocca
URL IRPI: http://hydrology.irpi.cnr.it
Compelling evidence that it is possible to estimate rainfall from satellite soil moisture data
The soil moisture derived products are found to estimate accurately the accumulated rainfall addressing the difficulties of estimating light rainfall from state-of-the-art products
Merging multiple satellite soil moisture products allows to obtain good performance also at daily time scale
The integration of the SM-derived products with state-of-the-art products provides a significant improvement, very useful for hydrological applications