RADIOSONDE TEMPERATURE BIAS ESTIMATION USING A VARIATIONAL APPROACH Marco Milan Vienna 19/04/2012.

Slides:



Advertisements
Similar presentations
Reconciling trends from radiosondes and satellites (MSU4 and SSU15x) Data: LKS radiosondes (87 stations), updated to 2004 using IGRA data MSU4 and SSU15x.
Advertisements

Introduction to data assimilation in meteorology Pierre Brousseau, Ludovic Auger ATMO 08,Alghero, september 2008.
Quantity of Water and Wastewater CE 547. Probability Quantity of Water Types of Wastewater Sources of Wastewater Population Projection Deriving Design.
Repeat station crustal biases and accuracy determined from regional field models M. Korte, E. Thébault* and M. Mandea, GeoForschungsZentrum Potsdam (*now.
Time Series Analysis Autocorrelation Naive & Simple Averaging
Regression. So far, we've been looking at classification problems, in which the y values are either 0 or 1. Now we'll briefly consider the case where.
Chapter 7 Introduction to Sampling Distributions
Some more issues of time series analysis Time series regression with modelling of error terms In a time series regression model the error terms are tentatively.
Chapter 13 Forecasting.
X-12 ARIMA Eurostat, Luxembourg Seasonal Adjustment.
Bill Campbell and Liz Satterfield Naval Research Laboratory, Monterey CA Presented at the AMS Annual Meeting 4-8 January 2015 Phoenix, AZ Accounting for.
TRENDS IN MARINE WINDS ADJUSTED FOR CHANGES IN OBSERVATION METHOD, Bridget R. Thomas 1, Elizabeth C. Kent 2, Val R. Swail 3 and David I. Berry.
Slide 1 Evaluation of observation impact and observation error covariance retuning Cristina Lupu, Carla Cardinali, Tony McNally ECMWF, Reading, UK WWOSC.
Forecasting Revenue: An Example of Regression Model Building Setting: Possibly a large set of predictor variables used to predict future quarterly revenues.
COSMO General Meeting Zurich, 2005 Institute of Meteorology and Water Management Warsaw, Poland- 1 - Verification of the LM at IMGW Katarzyna Starosta,
Two and a half problems in homogenization of climate series concluding remarks to Daily Stew Ralf Lindau.
Time-Series Analysis and Forecasting – Part V To read at home.
Nynke Hofstra and Mark New Oxford University Centre for the Environment Trends in extremes in the ENSEMBLES daily gridded observational datasets for Europe.
by B. Zadrozny and C. Elkan
The speaker took this picture on 11 December, 2012 over the ocean near Japan. 2014/07/29 AOGS 11th Annual Meeting in Sapporo.
Foliage and Branch Biomass Prediction an allometric approach.
RMTD 404 Lecture 8. 2 Power Recall what you learned about statistical errors in Chapter 4: Type I Error: Finding a difference when there is no true difference.
Estimation of Statistical Parameters
Eidgenössisches Departement des Innern EDI Bundesamt für Meteorologie und Klimatologie MeteoSchweiz Statistical Characteristics of High- Resolution COSMO.
Forecasting Revenue: An Example of Regression Model Building Setting: Possibly a large set of predictor variables used to predict future quarterly revenues.
Understanding Variation in Your Charts Module 5. What is the state of Statistical Control? A stable mean over time with only random variation about that.
Business Statistics: A Decision-Making Approach, 6e © 2005 Prentice-Hall, Inc. Chap 6-1 Business Statistics: A Decision-Making Approach 6 th Edition Chapter.
Stephanie Guedj Florence Rabier Vincent Guidard Benjamin Ménétrier Observation error estimation in a convective-scale NWP system.
SIXTH SEMINAR FOR HOMOGENIZATION AND QUALITY CONTROL IN CLIMATOLOGICAL DATABASES AND COST ES-0601 “HOME” ACTION MANAGEMENT COMMITTEE AND WORKING GROUPS.
Forest fires: from research to stakeholder needs C. Giannakopoulos, M. Hatzaki, A. Karali, A. Roussos, E. Athanasopoulou WP6 Climate services for the forest.
Reanalysis: When observations meet models
AGU Fall meeting Quality assessment of GPS reprocessed Terrestrial Reference Frame 1 IGN/LAREG and GRGS 2 University of Luxembourg X Collilieux.
Accuracy Based Generation of Thermodynamic Properties for Light Water in RELAP5-3D 2010 IRUG Meeting Cliff Davis.
Estimation of Cloud and Precipitation From Warm Clouds in Support of the ABI: A Pre-launch Study with A-Train Zhanqing Li, R. Chen, R. Kuligowski, R. Ferraro,
Data assimilation and forecasting the weather (!) Eugenia Kalnay and many friends University of Maryland.
How Errors Propagate Error in a Series Errors in a Sum Error in Redundant Measurement.
Eurostat Weighting and Estimation. Presented by Loredana Di Consiglio Istituto Nazionale di Statistica, ISTAT.
Ensemble Kalman Filter in a boundary layer 1D numerical model Samuel Rémy and Thierry Bergot (Météo-France) Workshop on ensemble methods in meteorology.
1 OUTPUT ANALYSIS FOR SIMULATIONS. 2 Introduction Analysis of One System Terminating vs. Steady-State Simulations Analysis of Terminating Simulations.
On the reliability of using the maximum explained variance as criterion for optimum segmentations Ralf Lindau & Victor Venema University of Bonn Germany.
The Application of Observation Adjoint Sensitivity to Satellite Assimilation Problems Nancy L. Baker Naval Research Laboratory Monterey, CA.
Introduction of temperature observation of radio-sonde in place of geopotential height to the global three dimensional variational data assimilation system.
NWS Calibration Workshop, LMRFC March, 2009 slide - 1 Analysis of Temperature Basic Calibration Workshop March 10-13, 2009 LMRFC.
1 Bias correction in data assimilation Dick Dee ECMWF Meteorological Training Course Data Assimilation and Use of Satellite Data 11 May 2011.
The Impact of the Reduced Radiosonde Observation in Russia on GRAPES Global Model Weihong Tian, Ruichun Wang, Shiwei Tao, Xiaomin Wan Numerical Prediction.
Bob Livezey NWS Climate Services Seminar February 13, 2013.
Lecture 5 Introduction to Sampling Distributions.
Validation of Satellite-derived Clear-sky Atmospheric Temperature Inversions in the Arctic Yinghui Liu 1, Jeffrey R. Key 2, Axel Schweiger 3, Jennifer.
Irwin/McGraw-Hill © Andrew F. Siegel, 1997 and l Chapter 14 l Time Series: Understanding Changes over Time.
A step toward operational use of AMSR-E horizontal polarized radiance in JMA global data assimilation system Masahiro Kazumori Numerical Prediction Division.
1 Detection of discontinuities using an approach based on regression models and application to benchmark temperature by Lucie Vincent Climate Research.
One-dimensional assimilation method for the humidity estimation with the wind profiling radar data using the MSM forecast as the first guess Jun-ichi Furumoto,
1 3D-Var assimilation of CHAMP measurements at the Met Office Sean Healy, Adrian Jupp and Christian Marquardt.
ENVIRONMENTAL AGENCY OF THE REPUBLIC OF SLOVENIA COST benchmark dataset homogenisation: issues and remarks of the “Slovenian team” Presentation.
A Closer Look at Damaging Surface Winds Timothy A. Coleman and Kevin R. Knupp The University of Alabama in Huntsville AMS 12th Conference on Mesoscale.
Demand Management and Forecasting Chapter 11 Portions Copyright © 2010 by The McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin.
1 Validation of Swarm ACC preliminary dataset Swarm 5th Data Quality Workshop, Institut de Physique du Globe de Paris, France, 7 – 10 September 2015 Aleš.
Chapter 11 – With Woodruff Modications Demand Management and Forecasting Copyright © 2010 by The McGraw-Hill Companies, Inc. All rights reserved.McGraw-Hill/Irwin.
Interminimum Changes in Global Total Electron Content and Neutral Mass Density John Emmert, Sarah McDonald Space Science Division, Naval Research Lab Anthony.
Slide 1 Investigations on alternative interpretations of AMVs Kirsti Salonen and Niels Bormann 12 th International Winds Workshop, 19 th June 2014.
SUR-2250 Error Theory.
Data Assimilation Training
Weak constraint 4D-Var at ECMWF
Daniela Stan Raicu School of CTI, DePaul University
The ECMWF weak constraint 4D-Var formulation
New DA techniques and applications for stratospheric data sets
Regression Forecasting and Model Building
Daniela Stan Raicu School of CTI, DePaul University
Wenche Aas, Hilde Fagerli, Svetlana Tsyro, Sverre Solberg
MGS 3100 Business Analysis Regression Feb 18, 2016
Presentation transcript:

RADIOSONDE TEMPERATURE BIAS ESTIMATION USING A VARIATIONAL APPROACH Marco Milan Vienna 19/04/2012

MOTIVATION Radiosondes data often used as reference for other data Radiosondes data, especially upper air data, are not unbiased Different radiosonde type have, generally, different bias Different location for the same radiosonde leads to different bias All long-period stations have shifts leading to different bias A bias adjustment, which take into account all this problems, is needed Without bias adjustment, temperature trend are not believable

Previous works: –Radiosonde adjustment during ERA-INTERIM Current approach –Variational Bias correction –Type or predictors –Grouping Preliminary results Conclusions OUTLINE

Previous homogenization of radiosonde temperature dataset Adjustment of annual mean bias –Use of RAOBCORE (Haimberger et al. 2007, 2008) –Based on time series of individual station –Detection of shifts in background departure –Adjustment can change temperature trends Adjustment of daily/seasonal bias –Method based on solar elevation adjustment (Andrae et al. 2004) –Based on station groups –Four classes of solar elevation –Corrections calculated from the statistics of background departures over the previous 12 months ERA-Interim adjustment

Russian radiosonde, 12 UTC, 200hPa Start from 1979, when satellite data are available First guess departure, using uncorrected radiosondes Bias correction to apply Bias correction only until 2008, no applied any more After 2008 less departure but still existing, a bias correction is needed Limited departure probably due to changes on radiosondes dataset in the Russian federation

The observations are considered biased, a linear predictor model is used as observation operator in the 4DVAR equations: Introduction of a “bias term” in the variational cost function With x b and b b a priori estimations of model state and bias control parameters A weak constraint (large B b ) allows the parameter estimates to respond more quickly to the latest observation. The adjustment of the radiosondes depends on the resulting fit of the analysis to all other OBS, given the Background from the model. Variational Bias correction

Bias in observation can change during the time Seasonal and daily variations in bias exist The Bias model : Must be choose according with observations and physical origins of the bias. VarBC can be applied in the period where RAOBCORE detects a shift We assume the model unbiased, the presence of model bias attributes a wrong bias to the observations where there are not enough observation to correct the analysis Variational Bias correction

First results using only a constant bias parameter Pressure, for every class (group) j: First approach, good for US and Japanese radiosonde Solar elevation The equation can be formulate also for classes of solar elevation, grouping stations with similar solar elevation. Radiosonde temperature bias correction

First guess departure night Analysis of July 2011 Results divided per station type Large differences between different station type Average of first guess departure 1.Control run without variational bias correction 2.Same analysis applying a basic variational bias correction (only b 0 ) No significant differences are visible with and without VarBC 1 2

RMS first guess departure night The negative departures do not counteract the positive departures RMS give more weight to the bigger first guess departure The Russian stations has larger RMS in the upper levels and near 200 hPa No significant differences are visible with and without VarBC 1 2

First guess departure solar elevation > 22.5° 1 2 Different behaviour between station during the night and with high solar elevation Station in USA and Japan have larger positive departure in the upper levels No significant differences are visible with and without VarBC

RMS first guess departure solar elevation > 22.5° 1 2 Large RMS in the upper levels About 0.5K smaller for USA For Japan RMS in the upper levels different than during the night Russia has still problems around 200 hPa No significant differences are visible with and without VarBC

NIGHT SOLAR ELEVATION > 22.5° Time series for bias correction at 20hPa Generally very small bias corrections (as aspected). For higher solar elevation larger bias corrections Radiosondes with larger first-guess departure (Russia) have also the higher bias correction The bias correction are in the “right” direction but the amount is too low Bias correction at 20 hPa

First-guess departure bias correction Station 23921, Russia Vertical averaged first guess departure quite constant positive We aspire a bias correction which converge to a positive value of about 0.4K The bias correction for this station increase until a value around 0.02K and then decrease (negative fg- departure) The bias correction is in the “right” direction but the amount is too low B too large We do not exclude the occurrence of computational problems =0.389 K

CONCLUSIONS AND OUTLOOK Bias correction for temperature for radiosondes is far away from have a final solution. Different approach as in ERA-CLIM Use a “physical approach” (function of predictors) taking into account grouping of radiosondes VarBC can be applied where RAOBCORE detects the shifts First results, too low Bias correction but in the right directions Different predictors and functions for different groups have to be tested (work in doing)

First-guess departure bias correction Station 27730, Russia Vertical averaged first guess departure change from positive to negative The negative bias corrections could counteract the positive The bias corrections could be too slow =0.137K