lecture 3 tropospheric chemistry data assimilation -...
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Day 5 Lecture 3 Module name - Tropospheric Chemistry Data Assimilation 1
Lecture 3Tropospheric Chemistry
Data AssimilationH. Elbern
Rhenish Institute for Environmental Research at the University of Cologne
andInstitute for Chemistry and dynamics of the Geosphere-2: Troposphere (ICG-2), Research Centre Jülich, Germany
Day 5 Lecture 3 Module name - Tropospheric Chemistry Data Assimilation 2
Objective of this lecture
Understand the• the bi- and multi-uncertainty aspect of
tropospheric chemistry data assimilation: the generalized inversion task
• consequences for system implementation
• Observe practical potential and limits of tropospheric chemistry data assimilation and air quality forecasts
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Outline1. Objectives and special challenges of air quality
data assimilation
2. Implications for the methodology
3. Tropospheric chemistry 4Dvar examples
4. Summary
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Motivation What is the public request?
As brief as possible:• to provide timely prediction of chemical
weather (summer: photo smog; winter: particulate matter)
• fine scale pollution monitoring for retrospective assessment of reduction measures and exposure times (most importantly particulate matter)2 realisation attempts on a European level:EC 6FP GEMS, ESA GSE PROMOTE
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Objectives of air quality data assimilation
• bring together air quality measurements and CTMs to provide optimal spatio-temporal reconstructions of air quality parameters,
• estimate variability, sources, sinks, and trends• provide better air quality predictions• reconstruct past changes,• act as a decision support system for protection
measures (which emissions are most critical?)
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Which constituents/complexity really matters? • Human health:
– PM10, PM2.5, PM1 (= Particulate Matter )– POPs (Persistent Organic Pollutants):
• PAHs (Polycyclic Aromatic Hydrocarbons), • PCBs (PolyClorinated Biphenyls), • HCHs (HexaCloroHexanes), • benzene, • benzopyrene, ….
– Trace metals: Cd, Be, Co, Hg, Mo, Ni, Se, Sn, V, As, Cr, Cu, Mn, Zn, Pb
– Ozone, PAN, NO, NO2, SO2, CO– Pollen
• Crops:– Ozone
• Forests, lakes, other vulnerable ecosystems– “Acid rain”– ozone
∫x
drrm0
)(
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Special challenges of Special challenges of tropospherictroposphericchemistry data assimilationchemistry data assimilation
The following problems prevail:1. strong influence of manifold processes including
emissions and deposition2. temporarily highly variable “chemical regimes”3. chemical state observability (= “analyseability”)
hampered by manifold hydrocarbon species4. consistency with heterogeneous data sources:
satellite data and in situ observations
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State of the Art ExamplesHow are today’s services designed?
1. solvers of a deterministic transport-diffusion-reaction equation, mostly operator-split-wise (except probably reaction-vert. diffusion)
2. continental, or regional nest (1 km < Δx < 250 km horizontal resolution)
3. tropospheric gas phase chemistry, 40-60 species, < 200 reactions
4. basic aerosol treatment of at least NH3, HNO3, H2SO4
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““UpgradeUpgradedata to data to informationinformation”
GISdata
Simulation of the“atmospheric processor”
healthinformation
legislationculturalheritage
farmingsupport
aviationcontrol
science
Meteodata
Emissioninventories
in situobservations
Satellite retrievals
Chemical Weather SystemChemical Weather System
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Special challenge: which is the appropriate scale for air quality modelling?
• intercontinental / long range transport of pollutants
• many processes are local: point and line source emissions
• surface patterns/tesselation affects simulation skills
• boundary layer and convection simulation at least of like importance as in meteorology
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Prognosis
www.eurad.uni-koeln.de
Europeds = 125 km
Central Europeds = 25 km
NRWds = 5 km
23 levels lowest level: ca. 40 mupper boundary ca. 15 km
Sequential nestingJülich example
ECHOds = 1 km
10 20 30 40 50 60 70
10
20
30
40
50
60
5.250 12.800 22.400 35.700 53.200 76.600 111.000 190.000 412.000
casename: grid: 79 x 69
KFZ kg/Tag echo
© b
y E
UR
AD
Wed
Nov
6 2
2:48
:26
2002
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Hemispheric forecast PM10
Incentives•In readiness for tropospheric satellite data•boundary value provision for continental scale models for long range transported constituents
high resolution version150 x 150 gridDx = 125 km
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Daughter grids forecast 6.9.2005 todayEurope Δx=125 km and central Europe Δx=25 km
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targeted regionsforecast 6.9.2005
5 km resolution
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NOx1.5 x
1 x
0.6 x
VOCs
0.6 x 1 x 1.5 x
0.6 x 1 x 1.5 x
Note:notC-orthogonal,not max.sensitivitiesaligned
BERLIOZ NOx-VOC emissions variationensemble (20.7.1998,
15:00 UTC)
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NOx1.5 x
1 x
0.6 x
VOCs
0.6 x 1 x 1.5 x
0.6 x 1 x 1.5 x
BERLIOZ NOx-VOC emissions variationensemble (21.7.1998,
15:00 UTC)
Note:notC-orthogonal,not max.sensitivitiesaligned
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Empirical Kinetic Model Approach scheme
Isopleths of ozone production, due to NO2 and VOC
•Nitrogene oxides and numerous hydrocarbons act highly nonlinearly as precursors of ozone. •Chemical conditions are either controlled by NOx or VOC deficit, delineating the “chemical regime”.•Both 4D-var and Kalman filter should start with the proper chemical regime.
EKMA diagram(Empirical Kinetic Model Approach) VOC sensitive
NOx sensitive
NOx
VOCs
approximate conditions 20.7. and 21.7.
A prototypelon-linearityexample:
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Aerosol Chemistry in
MADEModal Aerosol Dynamics
for EURAD/Europe(Ackerman et al., 1998,
Schell 2000)
dMik/dt=nuki
k+coagiik+coagij
k
+condik+emiik
Mik:=kth Moment of ith Mode
Bridge from optical to chemicalpropertiesassimilation of aerosolBy sattelite retrievals: e.g.MERIS MODIS AATSR+SCIAMACHY,…
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Example: chemical complexity:The EURAD Secondary ORGanic Aerosol
Model (SORGAM)
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Advanced spatio-temporal data assimilation:4D -var and Kalman filtering
• Models do not passively accept external 3D analyses (probably react by engendering spurious relaxations)
• Rather contribute with its dynamics/ chemical kinetics as constraint to estimate the most probable state or parameter values
Best Linear Unbiased Estimate (BLUE)while using data and models consistentlyallows for Hypothesis testing
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Advanced Advanced spatiospatio--temporal methods used in temporal methods used in tropospherictropospheric chemistry data assimilationchemistry data assimilation
Spacio-temporal BLUEs applied in troposphericchemistry data assimilation:
• 4D var: – with EURAD (Elbern and Schmidt, 1999, 2001), – with POLAIR (Issartel and Baverel, 2003)
• Kalman Filter – with LOTOS model (van Loon et al, 2000), (RRSQR)– with EUROS model (Hanea et al. 2004) (En+RRSQRKF)
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Question: Which parameter to be optimized?Hypothesis: initial state and emission rates are least known
emission biased model state
only emission rate opt.
only initial value opt.true state
observations
time
conc
entra
tion
joint opt.
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In the troposphere, for emission rates, theproduct (paucity of knowledge*importance)
is high
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Background Error Covariance Matrix B• must be provided as an operator (size is of order 1013)
• we would like to have an operator which caneasily be factorised by B=B1/2BT/2
• Weaver and Courtier (2001):–general diffusion equation serves for a valid operator
generating a positive definite covariance operator–diffusion equation is self adjoint–B1/2 and BT/2 by applying the diffusion operator half the
diffusion time
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Background Error Covariance Matrix B (short design outline)
( )( )∑=
−−=K
nj
nji
niij xxxx
KB
1
1
K=# Ensembles; i,j neighboring cells
TL κ2=diffusion coefficients κ:
Correlation length L to neighboring gridcell:
, , ,
⇒
1. How to obtain the covariances?Ensemble/NMC approach:
2. How to process this information?Translate into Diffusion coefficients difusion paradigma
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4D-var configuration
MesoscaleMesoscale EURAD EURAD 4D4D--var var datadata
assimilationassimilation systemsystem
meteorologicaldriverMM5
meteorologicaldriverMM5
EURADemission model
EEMemission 1. guess
EURADemission model
EEMemission 1. guess
direct CTMdirect CTM
emission ratesemission rates
Initi
alva
lues
Initi
alva
lues
min
imis
atio
nm
inim
isat
ion
adjointCTM
adjointCTM
observationsobservationsanalysisanalysis
grad
ient
fore-cast
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backward integration
1. step 2. step 3. step 4. step 5. step 6. step 7. step 8. step 9. step
2 level forward and backward integration schemetime direction
disk
forward integration
backward integration
intermediate storageLevel 1
intermediate storageLevel 1
store
recover
1. step 2. step 3. step 4. step 5. step 6. step 7. step 8. step 9. step
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Treatment of the inverse problem for emission rate inference
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Normalised diurnal cycle of anthropogenic surface emissions f(t)
emission(t)=f(t;location,species,day) * v(location,species)day in {working day, Saturday, Sunday} v optimization parameter
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Optimisation of emission ratesamplitude optimisation for each emittedspecies and grid cell
AS1
Slide 31
AS1 Fraglich, ob diese Folie gezeigt werden muss. Wenn Fragen kommen, dann zeigen.Achim Strunk, 22/04/2004
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Background emission rate covariance matrix D
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Semi-rural measurement site Eggegebirge
assimilation interval forecast
7. August 8. August 1997
+ observationsno optimisation
initial value opt.
emis. rate opt.
joint emis + ini val opt.
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Rhine-Main area box: (Frankfurt-Mainz)9.-10. August 1997
assimilation interval forecast+ observationsno optimisation
initial value opt.
emis. rate opt.
joint emis + ini val opt.
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Error statisticsbias (top), root mean square (bottom)
assimilation window forecast
forecast
assimilation window
+ observationsno optimisation
initial value opt.
emis. rate opt.
joint emis + ini val opt.
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Δx=54 km
WhichWhich isis thethe requestedrequested resolutionresolution??BERLIOZBERLIOZ grid designs and observational sites
(20. 21. 07.1998)
Δx=18 kmΔx=6 km
Δx=2 km
Con
trol a
nd d
iagn
ostic
sC
ontro
l and
dia
gnos
tics
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Some BERLIOZ examples of NOx assimilation (20. 21. 07.1998)
NO
NO2
Time series for selected NOx stations on nest 2. + observations, -- - no assimilation,-____ N1 assimilation (18 km), -____N2 assimilation.(6 km), -grey shading: assimilatedobservations, othersforecasted.
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surf
ace
heig
ht la
yer ~
32-~
70m
NO2, (xylene (bottom), CO (top) SO2 .
Emission source estimates by inverse modellingOptimised emission factors for Nest 3
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Nest 2: (surface ozone)(20. 21. 07.1998)
withoutassimilation
with assimilation
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CONTRACEConvective Transport of Trace Gases into
the upper Troposphere over
Europe: Budget and Impact of Chemistry
Coord.: H. Huntrieser, DLR
flight path Nov. 14, 2001
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CONTRACE Nov. 14, 2001 north (= home) bound
O3
H2O2CO
NO
1. guess assimilation result observations flight height [km]
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Satellite information:ESA UV-VIS satellite footprints Ruhr area
comparison
SCIAGOME1
GOME(1u).2
OMI
minimal areas:GOME 1 320 x 40 km2
(special mode) 80 x 40 “SCIAMACHY 60 x 30 “GOME 2 80 x 40 “OMI 24 x 13 “
Ruhr area domain 90 x 80 km2
(~12 000 000 inhabitants)
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Error variances appliedfor period 1.-10.7.2006 over model domain
molecules/cm2
E(y) Ε(Δy)
OMI 1.4*1015 0.8*1015
SCIAMACHY 1.2*1015 0.9*1015
NO2 columns from KNMI data files: R (diagonal)
Forecast error covariances B schematic formula
Bii (spec,lev)= max{1 ppb,0.8*var(spec,lev), 0.5 max(spec,lev)}
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Assimilation of GOME NO2 tropospheric columns, 5.8.1997
GOME NO2 columns: Courtesy of A. Richter, IFE, U. Bremen
# m
olec
NO
2/cm
2
NOAA NOAA chch 3 (near infrared)3 (near infrared)
# m
olec
NO
2/cm
2#
mol
ecN
O2/c
m2
post assimilationforecaststarted:5.8.97 06:00 UTC
forecast without assimilation
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Mean averaging kernel over the model domain.
A principal problem:Average OMI averaging kernel profileover model domain for July 9th, 2006
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assimilated values (y); :EURAD forecasted (Hxb); column analyses (Hxa).
Comparison of NO2 tropospheric columns in molecules/cm2 for July 6th, 2006, 09-12 UTC.
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Data assimilation result in terms of troposphericcolumns for July 6th, 2006. NO2 model columns based on OMI and SCIAMACHY assimilation within interval,
09-12 UTC.
Difference field giving implied changes for tropospheric columns by assimilation (middle), and induced surface concentration changes by NO2 ppb (right)
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Data assimilation result in terms of tropospheric columns for July 7th, 2006. NO2 model columns based on OMI and SCIAMACHY assimilation
within the assimilation interval, 09-12 UTC.
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Qualitative assessment of emission correction factors for July 7th, 2006
Emission inventoryvalues
to be increased
to be reduced
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Control run (OmC) (no data assimilation at all,) black bold line, forecasted values (OmF) green bold line, analyses (OmA) blue bold line. For comparison: Gaussian fit to OmF pdf by mean and standard deviation given by broken purple line.
SCIAMACHYOSCIAmXOMIT probability density functions
for July 6th (left), and July 8th, (right).
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GOME ozone profile assimilation BERLIOZ (20.7.1998)Data: Neuronal Network retrieval (Müller et al., 2003)
+ NNORSY ozone retrieval
first guess
after assimilation
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MOPITT tropospheric CO assimilation
850 hPa, 1 July. 2003
first guess at 11:00 UTC;.
retrieved 850 hPaconcentrationsin ppbV.
4D-Var analysis for thesame time;
Note: Colour codes are not fully consistent!
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Assimilation of Aerosol observations• In situ:
EEA Airbase: Database of groundstations of EU member countries& states:
• 450 stations for PM10 (2003)• No PM2.5. (4 stations in UK only)
• Satellite measurements:SYNAER (SYNergetic AErosol Retrieval, DLR-DFD, [Holzer-Popp, 2001])*
• combines GOME&ATSR-2, SCIAMACHY&AATSR measurementsaboard ERS-2/ENVISAT
• ATSR-2/AATSR:dark field detection, BLAOT (Boundary Layer Aerosol OpticalThickness) and albedo are calculated
• GOME/SCIAMACHY: Provides PM0.5, PM2.5 and PM10 columns and its composition(6 intrinsic species)
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EEA PM10 stations
SYNAER PM10
retrievals
Aerosol observations (14.7.2003, ~10:00 UTC)
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3Dvar aerosol assimilation (13.7.2003)
in s
ituon
lyin
situ
& S
YNAE
R
in s
itu&
SYN
AER
back
grou
nd
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3Dvar aerosol assimilation (14.7.2003)biomass burning case in Spain
in s
ituon
lyin
situ
& S
YNAE
R
in s
itu&
SYN
AER
back
grou
nd
in s
itu&
SYN
AER
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Do aerosol data assimilation effectsaccumulate? (14. July 2003)
No previous assimilation
only 14. July 2003
assimilation on previous days 10 UTC
Accumulation of retrieval information over 14 days
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Summary• chemical weather forecasts are a multiple scale
problem• chemical data assimilation rests on sparse and
heterogeneous observations, with variable error characteristics (incl. error of representativity)
• initial value optimisation is insufficient, as at least emissions are less known and more important
• the ability for inversion is therefore required to optimize emission rates
• much is to be done for optimising multivariate covariance matrices