• Keine Ergebnisse gefunden

Perspectives of data assimilation for the climate of the Last Glacial Maximum

N/A
N/A
Protected

Academic year: 2022

Aktie "Perspectives of data assimilation for the climate of the Last Glacial Maximum"

Copied!
1
0
0

Wird geladen.... (Jetzt Volltext ansehen)

Volltext

(1)

Outlook: Global Ocean Model

04/24/10

Perspectives of data assimilation for the climate of the Last Glacial Maximum

André Paul

1

and Martin Losch

2

(1) MARUM - Center for Marine Environmental Sciences and Department of Geosciences, University of Bremen, PO Box 33 04 40, D-28334 Bremen, Germany (apaul@marum.de), (2) Alfred Wegener Institute for Polar and Marine Research, Bussestrasse 24, D-27570 Bremerhaven, Germany

We propose to apply data assimilation techniques to constrain climate models rigorously by paleo data in order to further advance our understanding of, e.g. the climate of the Last Glacial Maximum (LGM, ~19,000- 23,000 years before present, Fig. 1). Such techniques combine paleo- data with a numerical model in a systematic way, by taking into account the uncertainties of both models and data.

Methods Results

Conclusions Motivation

The “adjoint method“ can be used to adjust model parameters to be consistent with first modern surface temperature observations and then the reconstructed LGM surface temperature anomaly (Fig. 3). The meridional structure of the MARGO data implies a change in the diffusive heat transport in the Ebm1D.

Benefits and issues of adjoint method:

1.Model sensitivities are a useful by-product of the method and can guide observational efforts (Fig. 4 and Fig 5).

2.However, it is still questionable whether the available paleo-data for the LGM is accurate and abundant enough to be useful for our purpose.

5

4 1

We applied the “adjoint method” (Fig. 2) to a classical one- dimensional energy balance climate model “Ebm1D“, to minimize the misfit between this model and sea-surface temperature data from the LGM (Fig. 1), taken from the Multiproxy Approach for the Reconstruction of the Glacial Ocean surface (MARGO). The “adjoint model” (derivative code) was generated by the “adjoint compiler” TAMC (http://autodiff.com/tamc/).

MARGO LGM annual-mean sea-surface temperature anomaly

Fig 5: Adjoint sensitivity (MITgcm) of meridional overturning circulation strength (MOC, along 45˚N, magenta line) to initial conditions (temperature and salinity at 450 m depth). Negative values mean a decrease of MOC with increasing temperature (left) or salinity (right).

Observed sensitivities have a straightforward dynamical interpretation: lower temperature (higher salinity) north of 45˚N lead to less stability and more convection. The sensitivity pattern along the coast of North America implies that a stronger density gradient increases the surface branch (gulf stream) of the MOC.

Fit to (a) modern climate and (b) the LGM anomaly in Ebm1D.

Ebm1D can be fit to the MARGO tropical cooling, but only at the cost of large positve anomalies in high latitudes.

2

3

Integrate model

Compare model to data

Adjust control variables

(for example, improve air-sea- fluxes)

to minimize

departure from data

Integrate model

Compare model to data

Adjust control variables

(diffusivity, long wave radiation parameters and CO2 sensitivity) to minimize

departure from data

Schematic diagram for the assimilation of paleo-proxy data by data estimation

techniques

Sensitivity of cost function to surface

temperature anomaly in Ebm1D: positive values imply that cooling

reduces misfit to LGM anomaly.

Referenzen

ÄHNLICHE DOKUMENTE

• Overview of ensemble data assimilation • Data assimilation software PDAF Parallel Data Assimilation Framework • Implementation example MITgcm.. Tutorial: Ensemble Data

2.2 The Finite Element Sea Ice-Ocean Model (FESOM) The sea ice-ocean component in the coupled system is represented by FESOM, which allows one to simulate ocean and

Large scale data assimilation: Global ocean model. •  Finite-element sea-ice ocean

One task of SANGOMA is to develop a library of shared tools for data as- similation with a uniform interface so that the tools are easily usable from different data

Sequential data assimilation methods based on ensem- ble forecasts, like ensemble-based Kalman filters, pro- vide such good scalability.. This parallelism has to be combined with

2.2 The Finite Element Sea Ice-Ocean Model (FESOM) The sea ice-ocean component in the coupled system is represented by FESOM, which allows one to simulate ocean and

2.2 The Finite Element Sea Ice-Ocean Model (FESOM) The sea ice-ocean component in the coupled system is represented by FESOM, which allows one to simulate ocean and

2.2 The Finite Element Sea Ice-Ocean Model (FESOM) The sea ice-ocean component in the coupled system is represented by FESOM, which allows one to simulate ocean and