Work Group 7:

Last updated: 21 Mar 2024

Coordinator:

Introduction

The Working Group No. 7 (WG7) on Predictability and Ensemble Methods collects and coordinates the activities on ensemble forecasting, including predictability studies, which are carried out in the COSMO Consortium.

 

100m PHY-EPS Workshop

 

The WG7

activities

The main areas for cooperation are:

  • Maintenance and improvements of the ensemble systems, considering different methodologies for e.g. providing initial and boundary perturbations, model error description, products interpretation and verification, post-processing
  • Development of methodologies for ensemble forecasting with the COSMO and ICON model at the different spatial scales
  • Predictability studies with the COSMO and ICON model
  • Feed-back on the use of the ensemble products by people involved in verification and forecasting
  • Organisation of dedicated meetings
  • Participation to international activities
ensembles

The COSMO members develop and maintain several ensemble systems at the convection-permitting scale:

  • ICON-D2-EPS, by DWD, operational, 2.1 km
  • COSMO-2E and COSMO-1E, by MCH, operational, 2.2 km and 1.1 km, resp.
  • TLE-MVE, by IMGW, operational, 2.8 km
  • COSMO-IT-EPS, by CNMCA, operational, 2.2 km
  • COSMO-2I-EPS, by Arpae, pre-operational, 2.2 km
  • COSMO-Ru2-EPS, by RHM, for reserach, 2.8 km
  • COSMO-IL-ENS, by IMS, under development, 2.5 km

CNMCA operates also an ensemble at 7 km, COSMO-ME-EPS.

the COSMO ensenble systems

The Consortium has also a common operational mesoscale ensemble, COSMO-LEPS, developed and maintained by Arpae-SIMC, running at ECMWF thanks to a collection of COSMO computational resources. The system covers 5 days forecast range and the current spatial resolution is 7 km (more).

For more information about the set-up of the ensembles, see the operational (Table3) page.

ICON-D2-EPS, COSMO-2E, COSMO-1E, COSMO-2I-EPS and COSMO-IT-EPS use as Initial Condition the analyses provided by a KENDA data assimilation cycle. See the WG1 and KENDA-O pages about this topic.

The transition to ICON-LAM in ensemble mode is carried out within the WG7 Priority Projects APSU and PROPHECY, establishing a coordination with the Priority Project C2I.

A list of ICON parameters suitable for tuning and model perturbations is available.

 

100m PHY-EPS Workshop

 

On 5-7 February 2024, a Workshop on hectometric scale model physics and predictability took place at DWD.

The aim of the Workshop was to bring together scientists currently working on the model physics and predictability aspects of hectometric scale (O(100m)) forecasts.

The final programme can be found here.

The group photo! photo.

The presentations are available here:

Opening

Session: observations

Session: ensemble

Session: turbulence

Session: surface

Session: convection

Closing

 

Stochastic Workshop

 

On the 2nd and 3rd of March 2021, a Stochastic Workshop took place online.

The aim of the Workshop was to present and discuss the activities on-going in the COSMO Consortium and in the other European Consortia in the field of "stochastic physics", in particular intrinsically stochastic parametrisations, in view of their usage in ensembles.

The final programme can be found here.

The presentations are available here:

The minutes of the discussion are available here.

 

Priority Projects

 

The main research activities about the development of the convection-permitting ensembles are carried out mainly within Priority Projects.

The PP SPRED has ended in February 2018, please have a look at the project page for the main developments. Its final report is available as a COSMO TechReport No39.

From the 1st of March 2018 to the 30th of August 2020 the PP APSU was running, please see the APSU page. The final report will be provided as COSMO Technical Report by the end of 2021.

A new PP PROPHECY (more) has started in September 2020.

Ensemble activities were formerly coordinated in the framework of the WG4, a dedicated WG has been established in Sep 2010, hence the workplan starts from this date.

 

Stochastic physics

 

The most widely used model perturbation methodologies and the methods developed in the COSMO Consortium are here listed and shortly described:

 

PP:

Perturbed Parameters:
each member has a different value of one or several parameters, fixed during the integration.

RPP:

Random Perturbed Parameters:
each member has a different value of one or several parameters, fixed during the integration, but the value of the parameter is randomly chosen for each cycle and member.

RP:

Random Parameters:
each member has a different value of one or several parameters, fixed in space during the integration but varying in time; the value of the parameter is randomly chosen for each cycle and member.

SPPT:

Stochastically Perturbed Parametrization Tendency:
stochastically perturbed physical tendency, with spatial and temporal correlation. (Buizza et al., 1999; Palmer et al., 2009)

iSPPT:

independent SPPT:
as SPPT but the tendency from each parametrization scheme is perturbed using an independent stochastic pattern. (Christensen et al., 2017)

SPP:

Stochastically Perturbed Parametrisations:
physics parameters are stochastically perturbed with spatial and temporal correlation. (Ollinaho et al., 2017)

PSP:

Physically Based Stochastic Perturbations:
Boundary Layer stochastic perturbations with amplitude based on information obtained from turbulence parameterization, with spatial and temporal correlation. (Kober and Craig, 2016)

PSP2:

Physically Based Stochastic Perturbations, revised:
The scheme has been further developed improving its realism. (Hirt et al., 2019)

Multi-physics:

different members use different physics schemes, fixed

Multi-model:

different members use different models, fixed

Stochastic parametrisation:

a scheme for parametrising a physical process in the model which is intrinsically stochastic. (Craig and Cohen, 2006; Plant and Craig, 2008)

Stochastic Shallow Convection:

stochastic version of the shallow convection scheme. (Sakradzija et al., 2015, 2016)

SMME:

Stochastic Model of the Model Error:
aims at modeling the model error by integrating a stochastic partial differential equation, which solution has spatial and temporal correlations corresponding to the model error in the training data set. These solutions of the SPDE (different in each member of the ensemble) are added to the tendencies in the slow physics scheme.

AMPT:

Additive Model-error perturbations scaled by Physical Tendency:
AMPT produces model-error perturbation fields by scaling the unit-variance Stochastic Pattern Generator (SPG; Tsyrulnikov and Gayfulin, 2017) fields with an area averaged physical tendency. SPG computes Gaussian pseudo-random fields with tunable variance and spatial/temporal scales.

 

Summary scheme of the methods to represent model error in ensembles:

 

model perturbation methods

 

References

Buizza, R., M. Miller and T. N. Palmer, 1999:
Stochastic simulation of model uncertainties.
Q. J. R. Meteorol. Soc., 125, 2887-2908.

Christensen H. M., S.-J. Lock, I. M. Moroz and T. N., Palmer, 2017.
Introducing independent patterns into the Stochastically Perturbed Parametrization Tendencies (SPPT) scheme.
Q. J. R. Meteorol. Soc., 143, 2168-2181. doi:10.1002/qj.3075.

Craig G. C. and B. G. Cohen, 2006.
Fluctuations in an equilibrium convective ensemble. Part I: Theoretical formulation.
J. Atmos. Sci., 63, 1996-2004. DOI:10.1175/JAS3709.1.

Hirt M., Rasp S., Blahak U and Craig G. C., 2019.
Stochastic Parameterization of Processes Leading to Convective Initiation in Kilometer-Scale Models.
Monthly Weather Review, 147, 3917-3934. DOI:10.1175/MWR-D-19-0060.1.

Kober K and Craig G. C., 2016.
Physically based stochastic perturbations (PSP) in the boundary layer to represent uncertainty in convective initiation.
J. Atmos. Sci., 73, 2893-2911. DOI:10.1175/JAS-D-15-0144.1.

Ollinaho P., Lock S.J., Leutbecher M., Bechtold P., Beljaars A., Bozzo A., Forbes R. M., Haiden T., Hogan R. J. and Sandu I., 2017.
Towards process-level representation of model uncertainties: stochastically perturbed parametrizations in the ECMWF ensemble.
Q. J. R. Meteorol. Soc., 143, 702, 408-422, doi: 10.1002/qj.2931.

Plant R. S. and G. C. Craig, 2008.
A stochastic parameterization for deep convection based on equilibrium statistics.
J. Atmos.Sci., 65, 87-105. DOI: 10.1175/2007JAS2263.1.

Sakradzija M., A. Seifert and T. Heus, 2015.
Fluctuations in a quasi-stationary shallow cumulus cloud ensemble.
Nonlinear Proc. Geophys., 22, 65-85. DOI:10.5194/npg-22-65-2015

Sakradzija M., A. Seifert and A. Dipankar, 2016.
A stochastic scale-aware parameterization of shallow cumulus convection across the convective gray zone.
J. Adv. Model. Earth Syst., 8, 786-812. DOI:10.1002/2016MS000634

Tsyrulnikov M. and D. Gayfulin, 2017.
A limited-area spatio-temporal stochastic pattern generator for simulation of uncertainties in ensemble applications.
Meteorologische Zeitschrift, 26(5), 549-566. DOI: 10.1127/metz/2017/0815