2019
DOI: 10.5194/gmd-2019-186
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Variational regional inverse modeling of reactive species emissions with PYVAR-CHIMERE

Abstract: Abstract. Up-to-date and accurate emission inventories for air pollutants are essential for understanding their role in the formation of tropospheric ozone and particulate matter at various temporal scales, for anticipating pollution peaks and for identifying the key drivers that could help mitigate their emissions. This paper describes the Bayesian variational inverse system PYVAR-CHIMERE, which is adapted to the inversion of reactive species. Complementarily with bottom-up inventories, this system aims at up… Show more

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Cited by 8 publications
(12 citation statements)
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References 7 publications
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“…The posterior value of x , i.e. the solution minimizing this equation, can be found by solving the first-order derivative using a descent algorithm, also known as the variational approach, and is the approach used by four of the inversion frameworks in this study [ 8 , 9 , 19 21 ]. The fifth framework (NAME-HB) uses a Monte Carlo Markov Chain approach to find the solution for x [ 22 ].…”
Section: Methodsmentioning
confidence: 99%
“…The posterior value of x , i.e. the solution minimizing this equation, can be found by solving the first-order derivative using a descent algorithm, also known as the variational approach, and is the approach used by four of the inversion frameworks in this study [ 8 , 9 , 19 21 ]. The fifth framework (NAME-HB) uses a Monte Carlo Markov Chain approach to find the solution for x [ 22 ].…”
Section: Methodsmentioning
confidence: 99%
“…This is because the methane lifetime depends on the concentration of the OH radical which, in turn, depends on the concentration of CO and methane as well as sources of OH. There are no perfect methods to constrain global OH concentrations, and more work should be done to constrain trends in the concentration and production of hydroxyl radicals (e.g., Fortems‐Cheiney et al, ; Li et al, ; Miyazaki et al, ; Wolfe et al, ). In decadal methane emissions estimates with fixed OH concentrations, we find a systematic and nonnegligible negative bias in inversions that do not consider this chemical feedback.…”
Section: Summary and Recommendationsmentioning
confidence: 99%
“…The target vector x includes the variables to be optimized by the inversion; it includes the main variables of interest, such as the surface fluxes, but also variables relating to atmospheric chemical sources and sinks, background concentrations in the case of limited-area transport models, model parameters, etc., which are required to make the inversion physically consistent. The observation operator H mainly includes the computation of atmospheric transport and chemistry (if relevant) by numerical Eulerian global circulation models (e.g., LMDZ, Chevallier et al 2010;TM5, Houweling et al 2014;GEOS-Chem, van der Laan-Luijkx et al 2017;Liu et al 2015;Palmer et al 2019;Feng et al 2017;NICAM, Niwa et al 2017), regional Eulerian chemistry-transport models (e.g., CHIMERE, Broquet et al 2011;Fortems-Cheiney et al 2019;WRF-CHEM, Zheng et al 2018;COSMO-GHG, Mizzi et al 2016;LOTOS-EUROS, Curier et al 2012) or Lagrangian Particle Dispersion models (e.g., FLEXPART, Thompson and Stohl 2014;STILT, Bagley et al 2017;Brioude et al 2013;Trusilova et al 2010). It also includes pre-and post-processing operations required to project the target vector to a format compatible with the model input and the model outputs to the observation vector; these operations can be the applications of e.g., averaging kernels in the case of satellite operations, or interpolation of the target vector to higher resolution model inputs.…”
Section: General Bayesian Data Assimilation Frameworkmentioning
confidence: 99%
“…Variational inversions are a numerical approximation to the solution of the inversion problem: they involve the gradient of the cost function in Eq. 5 and require to run forward and adjoint simulations iteratively (e.g., Meirink et al, 2008;Bergamaschi et al, 2010;Houweling et al, 2016Houweling et al, , 2014Fortems-Cheiney et al, 2019;Chevallier et al, 2010Chevallier et al, , 2005Thompson and Stohl, 2014;Wang et al, 2019). In variational inversions, the solution x is defined as being that with maximum posterior probability.…”
Section: Variational Inversionsmentioning
confidence: 99%
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