A NICE PLACE 1 Chemical Modelling & Data Assimilation D. Fonteyn, S. Bonjean, S. Chabrillat, F. Daerden and Q. Errera Belgisch Instituut voor Ruimte –

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A NICE PLACE 1 Chemical Modelling & Data Assimilation D. Fonteyn, S. Bonjean, S. Chabrillat, F. Daerden and Q. Errera Belgisch Instituut voor Ruimte – Aëronomie (Belgian Institute for Space Aeronomy) BIRA - IASB

A NICE PLACE 2 >> OUTLINE Introduction What is chemical data assimilation? Why do we need chemical data assimilation? 4D –VAR chemical data assimilation system Physical consistency, Self consistency, Independent observations Added value Inverse modelling: emission estimations

A NICE PLACE 3 >> OUTLINE Belgian Assimilation System of Chemical Observations from Envisat (BASCOE) IMAGES

A NICE PLACE 4 >> Introduction Focus on the Stratosphere: –Chemical processes are well understood: high level of confidence in modelling results. (?) –Mature remote sensing technology (UARS, ENVISAT, SAGE, CRISTA, POAM …) If models are perfect, no data assimilation is needed

A NICE PLACE 5 >> Introduction >> Overview chemistry Gas phase chemistry Chapman Cycle O 2 + h  2O O 2 + O + M  O 3 + M O 3 + O  2O 2 O 3 + h  O 2 + O Catalytic cycles Hydrogen radicals(HO x ) OH + O  H + O 2 H + O 3  OH + O 2 Net: O + O 3  2 O 2 OH + O  H + O 2 H + O 2 + M  HO 2 + M HO 2 + O  OH + O 2 Net: O + O 3  O 2 HO 2 + O  OH + O 2 OH + O 3  HO 2 + O 2 Net: O + O 3  2 O 2 Hydrogen Source Gases: H 2 O, CH 4 Long term trends HO x chemistry in the upper stratosphere and mesosphere

A NICE PLACE 6 >> Introduction >> Overview chemistry 2.Nitrogen radicals (member of NO y ) NO 2 + O  NO + O 2 NO + O 3  NO 2 + O 2 Net: O + O 3  2 O 2 3.Chlorine radicals (member of Cl y ) ClO + O  Cl + O 2 Cl + O 3  ClO + O 2 Net: O + O 3  2 O 2 Chlorine Source Gases: Organic Chlorine Long term trends Cl y partitioning (in the lower stratosphere: aerosols ) Nitrogen Source Gas: N 2 O (and …) Long term trends NO y partitioning (in the lower stratosphere: aerosols )

A NICE PLACE 7 >> Chemical data assimilation Chemical data assimilation Inert tracer assimilation Tracer with parameterized chemistry assimilation Multiple species with chemical interactions  Necessity

A NICE PLACE 8 >> Why chemical data assimilation >> Model shortcomings TOMS total ozone 28 August 2003

A NICE PLACE 9 >> Why chemical data assimilation >> Model shortcomings Free model total ozone 28 August 2003, 12 UTC

A NICE PLACE 10 >> Why chemical data assimilation >> Model shortcomings HALOE CH 4 monthly gridded zonal mean, August 2003 ppmv

A NICE PLACE 11 >> Why chemical data assimilation >> Model shortcomings HALOE CH 4 monthly gridded zonal mean, August 2003 Free Model Run co-located, isolines ppmv

A NICE PLACE 12 >> Why chemical data assimilation >> Model shortcomings Problem: input dynamics, confirmed by mean age of air experiment

A NICE PLACE 13 >> Why chemical data assimilation >> Model shortcomings CH 4 GEM STRATO (MSC) with BASCOE chemistry vs. BASCOE driven by ECMWF 3 month free model run Same initial conditions Matching resolution Identical chemistry No Feedback

A NICE PLACE 14 CH 4 BASCOE driven by GEM-STRATO vs BASCOE driven by ECMWF >> Why chemical data assimilation >> Model shortcomings

A NICE PLACE 15 Ozone BASCOE driven by GEM-STRATO vs BASCOE driven by ECMWF >> Why chemical data assimilation >> Model shortcomings

A NICE PLACE 16 Total ozone BASCOE driven by GEM-STRATO vs BASCOE driven by ECMWF >> Why chemical data assimilation >> Model shortcomings

A NICE PLACE 17 Model Shortcomings: Effect of dynamical assimilation Effect of different dynamical assimilation systems Dynamics driven shortcomings Chemical modelling shortcomings (not shown) >> Why chemical data assimilation >> Model shortcomings

A NICE PLACE 18 >> 4D – VAR 4D-var assimilation : find x(t 0 ) minimizing J With the constraint x(t 0 ):control variable n  x b : a priori state of the atmosphere ( background) y o (t i ):observations, de dimension p  ( ) x(t i ): model state H: observational operator M: model operator B: background error covariance matrix R: observational error covariance matrix

A NICE PLACE 19 >> 4D – VAR >> BASCOE Model (3D - Chemical Transport Model) –horizontal: 3°.75 x 3°.75 (96 x 49 pts); vertical: 37 pressure levels, surface → 0.1 hPa (subset of ECMWF hybrid levels, keeping stratospheric levs) –57 chemical species (control variables), 200 reactions –4 types of PSC particles (36 size bins): NOT assimilated –Eulerian, driven by ECMWF 6h analyses/forecast –advection by Lin & Rood (1996) with 30’ time step Assimilation set-up –Adjoint of chemistry and transport –Assimilation time window: 24 hours –B diagonal; 20 % of first guess distribution (= univariate) –Quality check: 1 st climatoligical behaviour; 2 nd first guess based QC Observations –ESA Envisat MIPAS L2 products, Near Real Time (NRT) and Offline (OFL) –O 3, H 2 O, N 2 O, CH 4, HNO 3, NO 2 –Representativeness error: 8.5 %

A NICE PLACE 20 4D – VAR >> BASCOE >> OFL number of observations

A NICE PLACE 21 4D – VAR >> BASCOE >> Multi-variate nature Multi variate nature –Diagonal B –(x a (t 0 )-x b (t 0 )) –Local noon and local midnight –August, 7, 2003 –Full: observed species –Striped: unobserved species

A NICE PLACE 22 4D – VAR >> BASCOE >> Physical consistency August 5, hPa & obs within 1 km

A NICE PLACE 23 4D – VAR >> BASCOE >> Physical consistency Tracer correlations: CH 4 vs N 2 O (Aug 5) Tropical South polar MIPAS DATA Co-located FMR Co-located analysis = correlation Needs validation

A NICE PLACE 24 4D – VAR >> BASCOE >> Self – consistency OmF: –Observation – first guess –Normalized by R –= Gaussian distribution –OFL –NRT –FMR –OFL vs NRT –Consistency –Added value w.r.p FMR

A NICE PLACE 25 4D – VAR >> BASCOE >> Self – consistency >> model improvement NRT results: 1 hPa underestimated –Analysis = free model –Model not constrained –O 2 main source of O 3 –O 2 not a control variable –J O 2 increased by 25 % –New free model –Better agreement

A NICE PLACE 26 4D – VAR >> BASCOE >> Self – consistency Self – consistency 4D – VAR: E[J analysis ] = p/2 Time series J analysis /p NRT OFL Monitoring capability

A NICE PLACE 27 4D – VAR >> BASCOE >> Self – consistency >> monitoring Monitoring capability Daily mean MIPAS ozone, [-10,10] at 14 hPa J analysis transients correlate with ozone daily mean transients

A NICE PLACE 28 4D – VAR >> BASCOE >> Example Illustrative example: August 5, 2003 Lat: -38.6° Lon: 83.3° NRT vs OFL data Quality check –Pre-check –OI qc First guess Analysis At 1 hPa: methane rich tropical air, and tropical dry air

A NICE PLACE 29 4D – VAR >> BASCOE >> Independent observations Independent observations: HALOE v19 Periode: August Individual profiles 2.Statistics Individual profile OFL analysis HALOE Free Model run CH 4 H2OH2O

A NICE PLACE 30 4D – VAR >> BASCOE >> HALOE August 2003 H2OH2OCH 4 O3O3 (HALOE-BASCOE)/HALOE OFL analysis NRT analysis HALOE error

A NICE PLACE 31 4D – VAR >> BASCOE >> HALOE August 2003 Mean HALOE and BASCOE co-located profiles: OFL analysis NRT analysis HALOE Ozone model bias & 4D – VAR chemical coupling reduces Cl y HCl NO x

A NICE PLACE 32 4D – VAR >> BASCOE >> Added value HALOE and BASCOE co- located gridded zonal monthly mean OFL analysis FMR HALOE OFL analyis vs Free Model (Schoeberl et al., JGR 2003)

A NICE PLACE 33 TOMS total ozone 28 August D – VAR >> BASCOE >> Added value

A NICE PLACE 34 Analysis total ozone 28 August 2003, 12 UTC 4D – VAR >> BASCOE >> Added value

A NICE PLACE 35 4D – VAR >> BASCOE >> Added value >> Chemical forecasts The operational implementation with NRT MIPAS allows to produce chemical forecasts Examples with verification

A NICE PLACE 36 4D – VAR >> BASCOE >> Added value Operational implementation

A NICE PLACE 37 4D – VAR >> BASCOE >> Added value

A NICE PLACE 38 4D – VAR >> BASCOE >> Conclusions 4D –VAR chemical data assimilation system –Multi-variate nature of 4D – VAR –Benefit –Model bias sensitivity Overall Consistency Independent observations Added value (non-exhaustive) –Monitoring –Bias detection –Correction for dispersive dynamics –Chemical forecasts Potential related to efforts

A NICE PLACE 39 >> Inverse modelling Inverse modelling at BIRA – IASB J. – F. Muller & J. Stavrakou Belgisch Instituut voor Ruimte – Aëronomie (Belgian Institute for Space Aeronomy) BIRA - IASB

A NICE PLACE 40 Focus: Tropospheric reactive gases (ozone precursors CO, NOx, non-methane VOCs) >> Inverse modelling

A NICE PLACE 41 >> Inverse modelling J(f)=½Σ i (H i (f)-y i ) T E -1 (H i (f)-y i )+ ½ (f-f B ) T B -1 (f-f B ) observations Model operator acting on the control variables first guess value for the control parameters Matrix of errors on the emission parameters Matrix of errors on the observations

A NICE PLACE 42 Find best values of emission parameters, i.e. minimize the cost function Previous studies for reactive gases (CO, NOx, CH2O) inverted for a small number of emission parameters (big- region approach) Most previous studies used a linearized CTM, (i.e. OH unchanged by emission updates)  straightforward minimization of the cost (matrix inversion) Non-linearity is best handled using the adjoint model technique (Muller & Stavrakou 2005) also used in 4D-Var assimilation This technique allows also to perform grid-based inversions >> Inverse modelling

A NICE PLACE 43 Grid – based inversion Observations used: CO columns from MOPITT (05/2000 – 04/2001) Model used: IMAGES, 5°x5° (Müller and Stavrakou 2005) Number of control parameters >> number of independent observations  need additional information : correlations between errors on a priori emissions, estimated based on country boundaries, ecosystem distribution, geographical distance >> Inverse modelling

A NICE PLACE 44 >> Inverse modelling