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Regional Flux Estimation using the Ring of Towers

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Regional Flux Estimation using the Ring of Towers Scott Denning, Ken Davis, Scott Richardson, Marek Uliasz, Dusanka Zupanski, Kathy Corbin, Andrew Schuh, Nick Parazoo, – PowerPoint PPT presentation

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Title: Regional Flux Estimation using the Ring of Towers


1
Regional Flux Estimation using the Ring of Towers
  • Scott Denning, Ken Davis, Scott Richardson,
    Marek Uliasz, Dusanka Zupanski, Kathy Corbin,
    Andrew Schuh, Nick Parazoo, Ian Baker, Tasha
    Miles, and Peter Rayner

2
Regional Fluxes are Hard!
  • Eddy covariance flux footprint is only a few
    hundred meters upwind
  • Heterogeneity of fluxes too fine-grained to be
    captured, even by many flux towers
  • Temporal variations hours to days
  • Spatial variations in annual mean
  • Some have tried to paint by numbers,
  • measure flux in a few places and then apply
    everywhere else using remote sensing
  • Annual source/sink isnt a result of vegetation
    type or LAI, but rather a complex mix of
    management history, soils, nutrients, topography
    not seen by RS

3
Temporal Variations in NEE
NEE _at_ WLEF
  • Flux is nothing like a constant value to be
    estimated!
  • Coherent diurnal cycles?, but
  • Day-to-day variability of factor of 2 due to
    passing weather disturbances

4
Pesky Variability in the Real World
High-Frequency Variations in Space
  • Managed forests, variable soils, suburban
    landscapes, urban parks
  • Disturbance and succession fires, harvest, etc
  • Crops Wheat vs Corn vs Soybeans
  • Irrigation, fertilization, tillage practice
  • Wisconsin (ChEAS) flux towers Attempt to
    upscale annual NEE over 40 km
  • WLEF a1 WC a2 LC,
  • but only if a2 lt 0
  • decorrelation length scale is very small on
    annual NEE!

5
What Causes Long-Term Model Bias?
  • Parameters (maybe, but more likely to control
    variability than bias)
  • State!
  • Respiration soil carbon, coarse woody debris
  • GPP stand age, nutrient availability, management
  • Missing equations!
  • Physiology is easier to model than site history
    and management

6
Our Strategy
  • Divide carbon balance into fast processes that
    we know how to model, and slow processes that
    we dont
  • Use coupled model to simulate fluxes and
    resulting atmospheric CO2
  • Measure real CO2 variations
  • Figure out where the air has been
  • Use mismatch between simulated and observed CO2
    to correct model biases for slow BGC
  • GOAL Time-varying maps of sources/sinks
    consistent with observed vegetation, fluxes, and
    CO2 as well as process knowledge

7
Observational Constraints
  • Satellite imagery veg maps
  • spatial and seasonal variations
  • Flux towers
  • Ecosystem physiology for different veg types
  • GPP, Resp, stomates, drought response
  • Atmospheric CO2
  • Average source/sink over large upstream area

8
Continental NEE and CO2
  • Variance dominated by diurnal and seasonal
    cycles, but target is source/sink processes on
    interannual to decadal time scales
  • Diurnal variations controlled locally by
    nocturnal stability (ecosystem resp is
    secondary!)
  • Seasonal variations controlled hemispherically by
    phenology
  • Synoptic variations controlled regionally, over
    scales of 100 - 1000 km. Target these.

9
Seasonal and Synoptic Variations
Daily min CO2, 2004
  • Strong coherent seasonal cycle across stations
  • SGP shows earlier drawdown (winter wheat), then
    relaxes to hemispheric signal
  • Synoptic variance of 10-20 ppm, strongest in
    summer
  • Events can be traced across multiple sites
  • What causes these huge coherent changes?

10
Lateral Boundary Forcing
  • Flask sampling shows N-S gradients of 5-10 ppm in
    CO2 over Atlantic and Pacific
  • Synoptic waves (weather) drive quasi-periodic
    reversals in meridional (v) wind with 5 day
    frequency
  • Expect synoptic variations of 5 ppm over North
    America, unrelated to NEE!
  • Regional inversions must specify correct
    time-varying lateral boundary conditions

11
Modeling Analysis Tools(alphabet soup)
  • Ecosystem model (Simple Biosphere, SiB)
  • Weather and atmospheric transport (Regional
    Atmospheric Modeling System, RAMS)
  • Large-scale inflow (Parameterized Chemical
    Transport Model, PCTM)
  • Airmass trajectories(Lagrangian Particle
    Dispersion Model, LPDM)
  • Optimization procedure to estimate persistent
    model biases upstream (Maximum Likelihood
    Ensemble Filter, MLEF)

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Frontal Composites of Weather
Oklahoma
Wisconsin
Alberta
Frontal Locator Function
  • The time at which magnitude of gradient of
    density (?) changes the most rapidly defines the
    trough (minimum GG ?, cold front) and ridge
    (maximum GG?)

14
Frontal CO2 Climatology
  • Multiple cold fronts averaged together (diurnal
    seasonal cycle removed)
  • Some sites show frontal drop in CO2, some show
    frontal rise controls?
  • Simulated shape and phase similar to observations
  • What causes these?

15
Deformational Flow
gradient strength
  • shear
  • deformation
  • tracer field
  • rotated by
  • shear vorticity
  • stretching
  • deformation
  • tracer field
  • deformed
  • by stretching
  • Anomalies organize along cold front
  • dC/dx 15ppm/3-5

16
Ring of Towers
  • inexpensive instruments deployed on six 75-m
    towers in 2004
  • 200 km radius
  • 1-minute data May-August

17
Ring of Towers Datamid-day only June 9- July 5,
2004
5 ppm over 200 km u 10 m/s ?z 1500 m 13
?mol m-2 s-1
18
Coupled Model SiB-RAMS-LPDM
  • SiB3 Simple Biosphere Model Sellers et al.,
    1996
  • Calculates the transfer of energy, water, and
    carbon between the atmosphere and the vegetated
    surface of the earth
  • Photosynthesis model of Farquhar et al. 1980
    and stomatal model of Collatz et al 1991, 1992
  • Ecosystem respiration depends on soil
    temperature, water, FPAR, with pool size chosen
    to enforce annual carbon balance
  • Parameters specified from MODIS Vegetation
    imagery (1 km)
  • RAMS5 Regional Atmospheric Modeling System
  • Comprehensive mesoscale meteorological modeling
    system (Cotton et al., 2002), with telescoping,
    nested grid scheme
  • Bulk cloud microphysics parameterization
  • Meteorological fields initialized and lateral
    boundaries nudged using the NCEP mesoscale Eta
    analysis (?x 40 km)
  • Deep cumulus after Grell (1995) Shallow cloud
    transports after Freitas (2001)
  • Lateral CO2 boundary condition from global
    SiB-PCTM analysis
  • LPDM - Lagrangian Particle Dispersion Model
  • Backward-in time particle trajectories from
    receptors
  • Driven from 15-minute RAMS output

19
SiB-RAMS Simulated Net Ecosystem Exchange (NEE)
Average NEE
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Back-trajectory Analysis
  • Release imaginary particles every hour from
    each tower receptor
  • Trace them backward in time, upstream, using flow
    fields saved from RAMS
  • Count up where particles have been that reached
    receptor at each obs time
  • Shows quantitatively how much each upstream grid
    cell contributed to observed CO2
  • Partial derivative of CO2 at each tower and time
    with respect to fluxes at each grid cell and time

29
Treatment of Variations for Inversion
  • Fine-scale variations (hourly, 20-km pixels) from
    weather forcing and satellite vegetation data as
    processed by forward model logic (SiB-RAMS)
  • Multiplicative biases (caused by slow BGC
    thats not in the model) derived by from observed
    hourly CO2

30
Maximum Likelihood Ensemble Filter (MLEF)
  • Closely related to Ensemble Kalman Filter
  • No adjoint, forward modeling of ensemble of
    perturbed states or parameters
  • Propagate estimates of ?GPP(x,y) and ?Resp(x,y)
    along with (sample of) full covariance matrix
  • Model learns about parameters, state variables,
    and covariance structure over each data
    assimilation cycle
  • Explain on whiteboard?

31
Pseudodata Ring Inversions
  • 6 short towers plus 396 m at WLEF
  • 2-hour averaged data (from 1 min)
  • SiB-RAMS nest at ?x10 km
  • LPDM on RAMS output, convolve with GPP and Resp,
    influence functions integrated for 10 days
  • Add Gaussian noise to initial ?s and obs
  • Estimate ?GPP and ?Resp for 30x30 grid boxes
    centered at WLEF at ?x20 km
  • Nunk 30 x 30 x 2 1800

32
Synthetic Ring Experiment MLEF
  • Solve??for ?(x,y) on a 20-km grid
  • Truth divided in half (E vs W)
  • Noise added at different scales (8?x N vs 4?x S)
  • Prior ? 0.75
  • Prior smoothing 6?x solve

6 towers, obs every 2 hours
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MLEF Result after 70 Days
  • Easily finds E-W diffs
  • Some skill locating anomalies
  • Better N-S diff in covariance than prior
  • No flux over lakes, so no skill there!

41
NACP Mid-Continent Intensive (2007)
42
31 Towers in 2007
43
Next Step Predict ?
  • If we had a deterministic equation that predict
    the next ? from the current ???we could improve
    our estimates over time
  • Fold ? into model state, not parameters
  • Spatial covariance would be based on model
    physics rather than an assumed exponential
    decorrelation length
  • Assimilation would progressively learn about
    both fluxes and covariance structure

44
Coupled Modeling and Assimilation System
  • Add C allocation and biogeochemistry to SiB-RAMS
  • Parameterize using eddy covariance and satellite
    data
  • Optimize model state variables, not parameters or
    unpredictable biases
  • Propagate flux covariance using BGC instead of a
    persistence forecast
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