Coupled Data Assimilation for Ocean-Biogeochemical Models Lars - - PowerPoint PPT Presentation

coupled data assimilation for ocean biogeochemical models
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Coupled Data Assimilation for Ocean-Biogeochemical Models Lars - - PowerPoint PPT Presentation

Coupled Data Assimilation for Ocean-Biogeochemical Models Lars Nerger, Himansu Pradhan, Michael Goodliff Alfred Wegener Institute Helmholtz Center for Polar and Marine Research Bremerhaven, Germany ISDA 2019, Kobe, Japan, January 21 24,


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Coupled Data Assimilation for Ocean-Biogeochemical Models Lars Nerger, Himansu Pradhan, Michael Goodliff

Alfred Wegener Institute Helmholtz Center for Polar and Marine Research Bremerhaven, Germany

AWI

ISDA 2019, Kobe, Japan, January 21 – 24, 2019

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Coupled Ocean-Biogeochemical Models

Physics Ocean Circulation Model

Regulated Ecosystem Model – Version 2 REcoM2

1.85

1 1

km

Ecosystem Biogeochemical Model, …

Finite-Element Sea Ice Ocean Model FESOM

coupling

velocities Temperature

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Biogeochemical Process Models

Example: REcoM-2

Regulated Ecosystem Model – Version 2 (Hauck et al., 2013) Wide variations of the model formulation

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Satellite Ocean Color Observations

Natural Color 3/16/2004

Picture source: Suomi-NPP/VIIRS, December 10, 2018 NASA (oceancolor.gsfc.nasa.gov)

This is not a photograph!

spectral bands in ESA OC-CCI data

Spectral data at 5-8 wavelengths in visible part of spectrum

  • Satellite data is water leaving

radiance or surface reflectance ➜ Data products are derived from this

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Satellite Chlorophyll Data (the most common product)

Natural Color 3/16/2004 Chlorophyll Concentrations

Figure: NASA Visible Earth, Image: SeaWiFS Project, NASA/GSFC & Orbimage

Chlorophyll computed as 4th order polynomial of reflectance at two wavelengths:

  • r combined with linear three-wavelength dependence

log10(CHLa) = a0 +

4

X

i=1

ai ✓ log10 ✓ R(λblue) R(λgreen) ◆◆i

<latexit sha1_base64="qnJs0B1X5/hxhzawdCAyXmdvxQ=">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</latexit><latexit sha1_base64="qnJs0B1X5/hxhzawdCAyXmdvxQ=">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</latexit><latexit sha1_base64="qnJs0B1X5/hxhzawdCAyXmdvxQ=">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</latexit><latexit sha1_base64="qnJs0B1X5/hxhzawdCAyXmdvxQ=">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</latexit>

(this is empirical! – derived from statistical analysis)

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Daily gridded SeaWiFS chlorophyll data Ø gaps: satellite track, clouds, polar nights

Ø 30% to 50% data coverage Ø irregular data availability

Example: Chlorophyll-a (SeaWiFS)

mg/m3

Nerger, L., and W.W. Gregg. J. Marine Systems 68 (2007) 237

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Model

  • Skill
  • Complexity

Observations

  • Data gaps
  • Data error level
  • Empiric algorithms

Assimilation

  • Approx. log-normal
  • Diurnal variability
  • Representation errors

Data Assimilation Issues

Much higher error than in physics Only fraction of fields observed Fields are less constrained 15 - 30% representation error Need to transform concentrations representation error Unknown, but expected to be high

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Example 1 Assimilation of total chlorophyll to constrain 2 phytoplankton groups

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Example: Global Chlorophyll Assimilation

Global configuration 80oN - 80oS, 30 layers Resolution: lon : 2 deg lat : 2 deg in North up to 0.38 deg in South

MITgcm

General ocean circulation model

  • f MIT (Marshall et al., 1997).

REcoM-2

Regulated Ecosystem Model – Version 2 (Hauck et al., 2013) Assimilate with PDAF (http://pdaf.awi.de)

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Assimilation:

  • Assimilate satellite total chlorophyll

(ESA Ocean color - climate change initiative): ChlTOT= ChlDIA + ChlPHY

  • Handle logarithmic concentrations

log(ChlTOT), log(ChlDIA), log(ChlPHY)

  • Multivariate update through, e.g.

Cov(log(ChlTOT), log(ChlDIA))

  • How are both phytoplankton groups

influenced?

  • Validate with satellite and

in situ data

Assimilated: Total chlorophyll from ESA OC-CCI

Assimilation of Total Chlorophyll

logarithmic observation errors Total chlorophyll (5 day composite)

mg/m3

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Verification: Phytoplankton group data SynSenPFT (Losa et al. 2018)

mg/m3

Small phytoplankton Diatoms

mg/m3

Assimilated: Total chlorophyll from ESA OC-CCI

Assimilation of Total Chlorophyll

logarithmic observation errors Total chlorophyll (5 day composite)

mg/m3

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Effect on Chlorophyll in Phytoplankton Groups

  • Assimilation improves groups

individually through cross- covariances

  • Stronger error-reductions for

Diatoms

  • In situ data comparison:

(bias and correlation also improved)

logarithmic RMS errors (southern regions)

Diatoms Small phytoplankton Pradhan et al., J. Geophy. Res. Oceans, in press, doi:10.1029/2018JC014329

Current work

  • Asses impact of assimilating

chlorophyll group data (much lower errors for diatoms)

RMSe Free Assim. Diatoms 1.3 0.91 Small Phyto. 0.53 0.45

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Ensemble-estimated Cross-correlations

  • Significantly different correlations for small phytoplankton and diatoms
  • Negative correlations exist (despite ChlTOT= ChlDIA + ChlPHY)

Cross correlations between total and group chlorophyll

Pradhan et al., J. Geophy. Res. Oceans, in press, doi:10.1029/2018JC014329

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Example 2 Weakly- and Strongly Coupled Assimilation Constrain Biogeochemistry with Temperature Data

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

1 1

km

Example: weakly- and strongly coupled assimilation

HBM (Hiromb-BOOS Model) – operationally used at Germany Federal Maritime and Hydrographic Agency

5 km

Baltic Sea North Sea

900 m

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Biogeochemical model: ERGOM

Atmosphere Ocean Sediment PO4

3-

N2 O2 Cyanobacteria Diatoms Flagellates Detritus N Micro- zooplankton Si NO3

  • NH4

+

O2 Meso- zooplankton Detritus Si N2 Phytoplankton Zooplankton Nutrients

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Observations – Sea Surface Temperature (SST)

  • 12-hour composites
  • Vastly varying data coverage (due to clouds)
  • Effect on biogeochemistry?
  • Assimilation using assimilation framework PDAF

NOAA/AVHRR Satellite data

10 April 2012 25 May 2012

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Weakly & strongly coupled effect on biogeochemistry

l

Changes up to 8% (slight error reductions)

l

Larger in Baltic than North Sea

Free run

Oxygen mean for May 2012 (as mmol O / m3)

Free run Assimilation WEAK Free – Assimilation WEAK

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Assimilation STRONG

Weakly & strongly coupled effect on biogeochemistry

Free run

Oxygen mean for May 2012 (as mmol O / m3)

Free run Assimilation WEAK

Strongly coupled

l slightly larger changes l Strongly coupled DA

further improves

  • xygen

l Used actual (linear)

concentrations

Free – Assimilation WEAK Free – Assimilation STRONG

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Using Logarithmic Concentrations

Free run

Oxygen mean for May 2012 (as mmol O / m3)

Free run Assimilation STRONG-lin Assimilation STRONG-log STRONG-log vertical localization 10m

Use logarithmic concentrations in analysis step ➜ Unrealistic concentrations

  • Much too high in deeper ocean regions
  • Caused by unrealistic cross-covariances

between SST & sub-surface oxygen Vertical localization ➜ Helps in most regions (but not all) ➜ Is log-normal assumption correct?

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Lars Nerger et al. – Coupled DA for Ocean Biogeochemical Models

Summary

  • Biogeochemical model skill worse than physical
  • Ocean-color observations
  • Most direct data: surface reflectance
  • Data products from empirical algorithms

(chlorophyll, carbon, absorption, diffuse attenuation, ...)

  • Strongly coupled DA of SST successful for linear concentrations
  • Log-normal assumption might not be fully valid
  • Leads to stability issues
  • Vertical assimilation impact particularly problematic

Lars.Nerger@awi.de

Thank you!