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Cheas 2006 Meeting Marek Uliasz: Estimation of regional fluxes of CO 2 …. = 40m Sylvania flux tower with high-quality standard gases. = LI-820 sampling from 75m above ground on communication towers. = 447m WLEF tower. LI-820, CMDL in situ and flask measurements.
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Cheas 2006 Meeting Marek Uliasz: Estimation of regional fluxes of CO2 …
= 40m Sylvania flux tower with high-quality standard gases. = LI-820 sampling from 75m above ground on communication towers. = 447m WLEF tower. LI-820, CMDL in situ and flask measurements. • Problems of regional scale CO2 flux estimations by inversions: • limited domain • domain coverage by tower data
ASSUMPTION: SiB-RAMS is capable to realistically reproduce diurnal cycle and spatial distribution of CO2 (assimilation and respiration) fluxes. Therefore, observation data are used to correct those fluxes for errors in atmospheric transport.
time independent corrections to be estimated from concentration data for each inversion cycle CO2 flux respiration & assimilation fluxes simulated by SiB-RAMS
time independent corrections to be estimated from concentration data for each inversion cycle CO2 flux respiration & assimilation fluxes simulated by SiB-RAMS
MODELING FRAMEWORK SiB-RAMS typically run with several nested grids covering a continental scale meteo fields CO2 fields and fluxes LPDM run on any subdomain extracted from SiB-RAMS influence functions CO2 observations inversion techniques Bayesian MLEF corrected CO2 fluxes corrected within each inversion cycle
Representation of atmospheric concentration sample with the aid of influence function, C*, derived from a backward in time run of the LPDM. concentration sample surface fluxes initial concentration inflow fluxes
[10-10 x sm-3 ] sunrise
influence functions for 396m WLEF tower integrated over unit flux for 7x10 day inversion cycles
Implementation for a given inversion cycle C – observed concentration k – index over observations (sampling times and towers) i – index over source grid cell (both respiration & assimilation fluxes) C*R.A – influence function integrated with respiration & assimilation fluxes CIN – background concentration combining effect of the flow across lateral boundaries and initial concentration at the cycle start “beta’s” – corrections to be estimated
INVERSION EXPERIMENTS SiB-RAMS simulation: 75 days starting on April 25th, 2004 on two nested grids (10 km grid spacing on the finer grid)
INVERSION EXPERIMENTS SiB-RAMS simulation: 75 days starting on April 25th, 2004 on two nested grids (10 km grid spacing on the finer grid) LPDM and influence function domain: 600x600km centered at WLEF tower
INVERSION EXPERIMENTS SiB-RAMS simulation: 75 days starting on April 25th, 2004 on two nested grids (10 km grid spacing on the finer grid) LPDM and influence function domain: 600x600km centered at WLEF tower Concentration pseudo-data were generated for WLEF and the ring of towers from SiB-RAMS assimilation and respiration fluxes using correction values of 1
INVERSION EXPERIMENTS SiB-RAMS simulation: 75 days starting on April 25th, 2004 on two nested grids (10 km grid spacing on the finer grid) LPDM and influence function domain: 600x600km centered at WLEF tower Concentration pseudo-data were generated for WLEF and the ring of towers from SiB-RAMS assimilation and respiration fluxes using correction values of 1 Model-data mismatch error was assumed to be higher for lower towers: 1 ppm for towers>100m, 1.5 ppm for towers > 50m, and 3 ppm for towers < 50m and very high values for short towers during nighttime
INVERSION EXPERIMENTS SiB-RAMS simulation: 75 days starting on April 25th, 2004 on two nested grids (10 km grid spacing on the finer grid) LPDM and influence function domain: 600x600km centered at WLEF tower Concentration pseudo-data were generated for WLEF and the ring of towers from SiB-RAMS assimilation and respiration fluxes using correction values of 1 Model-data mismatch error was assumed to be higher for lower towers: 1 ppm for towers>100m, 1.5 ppm for towers > 50m, and 3 ppm for towers < 50m and very high values for short towers during nighttime 7 x 10 day inversion cycles were performed using Bayesian inversion technique with concentration pseudo data (initial corrections = 0.75 and their standard deviations = 0.1)
source area: 20x20 km NW of WLEF 10 day (cycle) average
source area: 20x20 km NW of WLEF 24 hour average
source area: 20x20 km NW of WLEF hourly average
NEE UNCERTAINTY: INITIAL, WLEF, RING aggregation of source areas
NEE UNCERTAINTY: INITIAL, WLEF, RING aggregation of source areas
NEE UNCERTAINTY: INITIAL, WLEF, RING aggregation of source areas
Implementation for a given inversion cycle C – observed concentration k – index over observations (sampling times and towers) i – index over source grid cell (both respiration & assimilation fluxes) C*R.A – influence function integrated with respiration & assimilation fluxes CIN – background concentration combining effect of the flow across lateral boundaries and initial concentration at the cycle start “beta’s” – corrections to be estimated
Implementation for a given inversion cycle C – observed concentration k – index over observations (sampling times and towers) i – index over source grid cell (both respiration & assimilation fluxes) l - index over time intervals C*R.A – influence function integrated with respiration & assimilation fluxes CIN – background concentration combining effect of the flow across lateral boundaries and initial concentration at the cycle start “beta’s” – corrections to be estimated
Inversion experiments: • Pseudo-data experiments • The ring of towers (Bayesian, MLEF) • US continental scale (MLEF) • Real data experiments • The ring of towers (Bayesian) new SiB-RAMS simulations
RUC-LPDM: • Influence functions to be integrated with user provided CO2 fluxes