Experiences in assessing deposition model uncertainty and the consequences for policy application Rognvald I Smith Centre for Ecology and Hydrology, Edinburgh.

Slides:



Advertisements
Similar presentations
Running a model's adjoint to obtain derivatives, while more efficient and accurate than other methods, such as the finite difference method, is a computationally.
Advertisements

How will SWOT observations inform hydrology models?
Design of Experiments Lecture I
Perspectives in Designing and Operating a Regional Ammonia Monitoring Network Gary Lear USEPA Clean Air Markets Division.
Basic geostatistics Austin Troy.
From Uncertain Depositions to Uncertain Critical Load Exceedances Maximilian Posch RIVM Coordination Center for Effects (CCE/TF M&M) Balancing Critical.
The current status of fisheries stock assessment Mark Maunder Inter-American Tropical Tuna Commission (IATTC) Center for the Advancement of Population.
Analysis of Extremes in Climate Science Francis Zwiers Climate Research Division, Environment Canada. Photo: F. Zwiers.
PROVIDING DISTRIBUTED FORECASTS OF PRECIPITATION USING A STATISTICAL NOWCAST SCHEME Neil I. Fox and Chris K. Wikle University of Missouri- Columbia.
Uncertainty and Climate Change Dealing with uncertainty in climate change impacts Daniel J. Vimont Atmospheric and Oceanic Sciences Department Center for.
Urban Air Pollution, Tropospheric Chemistry, and Climate Change: An Integrated Modeling Study Chien Wang MIT.
Interdisciplinary Modeling of Aquatic Ecosystems Curriculum Development Workshop July 18, 2005 Groundwater Flow and Transport Modeling Greg Pohll Division.
Statistics, data, and deterministic models NRCSE.
THE PHYSICAL BASIS OF SST MEASUREMENTS Validation and evaluation of derived SST products 1.To develop systematic approaches to L4 product intercomparison.
Statistics, data, and deterministic models NRCSE.
The Calibration Process
Climate quality data and datasets from VOS and VOSClim Elizabeth Kent and David Berry National Oceanography Centre, Southampton.
For the lack of ground data the verification of the TRMM performance could not be checked for the entire catchments, however it has been tested over Bangladesh.
MODELING OF COLD SEASON PROCESSES Snow Ablation and Accumulation Frozen Ground Processes.
CARPE DIEM Centre for Water Resources Research NUID-UCD Contribution to Area-3 Dusseldorf meeting 26th to 28th May 2003.
Environmental Modeling Steven I. Gordon Ohio Supercomputer Center June, 2004.
Nynke Hofstra and Mark New Oxford University Centre for the Environment Trends in extremes in the ENSEMBLES daily gridded observational datasets for Europe.
Geostatistical approach to Estimating Rainfall over Mauritius Mphil/PhD Student: Mr.Dhurmea K. Ram Supervisors: Prof. SDDV Rughooputh Dr. R Boojhawon Estimating.
Multi-mission synergistic activities: A new era of integrated missions Christa Peters- Lidard Deputy Director, Hydrospheric and Biospheric Sciences, Goddard.
University of Ottawa - Bio 4118 – Applied Biostatistics © Antoine Morin and Scott Findlay 08/10/ :23 PM 1 Some basic statistical concepts, statistics.
GHP and Extremes. GHP SCIENCE ISSUES 1995 How do water and energy processes operate over different land areas? Sub-Issues include: What is the relative.
Practical Statistical Analysis Objectives: Conceptually understand the following for both linear and nonlinear models: 1.Best fit to model parameters 2.Experimental.
Gridding Daily Climate Variables for use in ENSEMBLES Malcolm Haylock, Climatic Research Unit Nynke Hofstra, Mark New, Phil Jones.
Addo van Pul Eiko Nemitz Tony Dore Liu Xuejun Hilde Fagerli Camilla Geels Ole Hertel Roy van Kruijt Maciej Kryza Robert Bergström Massimo Vieno Rognvald.
Downscaling and its limitation on climate change impact assessments Sepo Hachigonta University of Cape Town South Africa “Building Food Security in the.
June 19, 2007 GRIDDED MOS STARTS WITH POINT (STATION) MOS STARTS WITH POINT (STATION) MOS –Essentially the same MOS that is in text bulletins –Number and.
© Crown copyright Met Office Providing High-Resolution Regional Climates for Vulnerability Assessment and Adaptation Planning Joseph Intsiful, African.
School of something FACULTY OF OTHER “Complementary parameterization and forward solution method” Robert G Aykroyd University of Leeds,
GEOSTATISICAL ANALYSIS Course: Special Topics in Remote Sensing & GIS Mirza Muhammad Waqar Contact: EXT:2257.
Clear sky Net Surface Radiative Fluxes over Rugged Terrain from Satellite Measurements Tianxing Wang Guangjian Yan
Dongkyun Kim and Francisco Olivera Zachry Department of Civil Engineering Texas A&M University American Society Civil Engineers Environmental and Water.
Center for Radiative Shock Hydrodynamics Fall 2011 Review Assessment of predictive capability Derek Bingham 1.
1 Snow depth distribution Neumann et al. (2006). 2.
Calibration Guidelines 1. Start simple, add complexity carefully 2. Use a broad range of information 3. Be well-posed & be comprehensive 4. Include diverse.
Page 1© Crown copyright Scale selective verification of precipitation forecasts Nigel Roberts and Humphrey Lean.
An ATD Model that Incorporates Uncertainty R. Ian Sykes Titan Research & Technology Div., Titan Corp. 50 Washington Road Princeton NJ OFCM Panel Session.
July 5-9, 2009, Univ. of Bologna, Italy HARP - A Software Tool for Fast Assessment of Radiation Accident Consequences and their Variability Petr Pecha.
Improving the bottom up N 2 O emission inventory for agricultural soils U. Skiba, S. Jones, N. Cowan, D. Famulari, M. Anderson, J. Drewer, Centre for Ecology.
Real-Time Mapping Systems for Routine and Emergency Monitoring Defining Boundaries between Fairy Tales and Reality A. Brenning (1) and G. Dubois (2) (1)
Introduction to Models Lecture 8 February 22, 2005.
1 Module One: Measurements and Uncertainties No measurement can perfectly determine the value of the quantity being measured. The uncertainty of a measurement.
Lecture 5 Introduction to Sampling Distributions.
QUANTIFYING UNCERTAINTY IN ECOSYSTEM STUDIES Carrie Rose Levine, Ruth Yanai, John Campbell, Mark Green, Don Buso, Gene Likens Hubbard Brook Cooperators.
Why use landscape models?  Models allow us to generate and test hypotheses on systems Collect data, construct model based on assumptions, observe behavior.
Uncertainty and Reliability Analysis D Nagesh Kumar, IISc Water Resources Planning and Management: M6L2 Stochastic Optimization.
Source-apportionment for atmospheric mercury deposition: Where does the mercury in mercury deposition come from? Mark Cohen, Roland Draxler, and Richard.
APPLICATION OF A SOIL WATER BALANCE MODEL TO THE MERCOSUR AREA. J. Tomasella, J.A. Marengo M. Doyle and G. Coronel MAR DEL PLATA OCTOBER 2002.
Goal of Stochastic Hydrology Develop analytical tools to systematically deal with uncertainty and spatial variability in hydrologic systems Examples of.
Spatial statistics What is spatial statistics?  Refers to a very broad collection of methods and techniques of visualization, exploration and analysis.
ISRIC Spring School – Hand’s on Global Soil Information Facilities, 9-13 May 2016 Uncertainty quantification and propagation Gerard Heuvelink.
NOAA Northeast Regional Climate Center Dr. Lee Tryhorn NOAA Climate Literacy Workshop April 2010 NOAA Northeast Regional Climate.
The application of Models-3 in national policy Samantha Baker Air and Environment Quality Division, Defra.
Robin L. Dennis, Jesse O. Bash, Kristen M. Foley, Rob Gilliam, Robert W. Pinder U.S. Environmental Protection Agency, National Exposure Research Laboratory,
Exposure Prediction and Measurement Error in Air Pollution and Health Studies Lianne Sheppard Adam A. Szpiro, Sun-Young Kim University of Washington CMAS.
CARPE DIEM 4 th meeting Critical Assessment of available Radar Precipitation Estimation techniques and Development of Innovative approaches for Environmental.
IIASA Riku Suutari, Markus Amann, Janusz Cofala, Zbigniew Klimont Wolfgang Schöpp A methodology to propagate uncertainties through the RAINS scenario calculations.
Measurement, Quantification and Analysis
From Economic Activity to Ecosystems Protection in Europe
The Calibration Process
Chapter 6 Calibration and Application Process
Impact of climate change on water cycle: trends and challenges
IPCC overview: reliability of regional projections
From Economic Activity to Ecosystems Protection in Europe
Environmental Statistics
Regression and Correlation of Data
Presentation transcript:

Experiences in assessing deposition model uncertainty and the consequences for policy application Rognvald I Smith Centre for Ecology and Hydrology, Edinburgh

Concentration (measured) >MODEL >Deposition estimate MODEL – field programme of flux measurements Substantial degree of confidence – but not quantified Ammonia concentrations provided by a combination of model and measurement – local variability FLUX measurements Comparison of national model output against measurements would help provide uncertainty measure DRY – 2 sites WET – lack of co-located rainfall amount and precipitation concentration collection

Sensitivity and Uncertainty Analyses on dry and wet deposition Dry – concentration always important component, but also some model parameters were very influential Wet (seeder-feeder model) used for more extensive study Demonstrated usefulness of techniques but also raised questions What is the important output? each 5km square (>10000 for UK) some groups of squares to make regions a smaller area like a hectare Many sensitivity analyses assume there is one, or possibly a few, summary statistics as important output – need to look for 2D area-based approaches.

It appeared that biased output was probably the norm from the deposition models. - even simple models are non-linear - current preferred parameter choices may not be optimal. Bias is not a problem if - it can be estimated with reasonable accuracy, or - the flux estimate is so far away from a ‘test level’ that it can be ignored. but it is a bigger issue when it can be cumulated: regional/national budgets inside transport models (bias may be applied at each time step) It proved to be extremely difficult to get good estimates of uncertainty for the inputs or the parameters. SA/UA identified ‘important’ sources of uncertainty a number of important interactions within the model – these should be used to identify where further work is required on the inputs and parameters

Spatial interpolation PROBLEM: models require values of parameters and input variables everywhere. NH 3 concentration driven by local sources: background 1  g NH 3 m -3 (blue and green) near source 50  g NH 3 m -3 (purple and black) With a wide distribution of farm animals, impossible to interpolate ammonia only from measurements. approx 3km image Smoothly varying fields, e.g. SO 4 in rain 30 site networks: kriged interpolation CV about 30% for most areas [magnitude confirmed by other studies] 2 x standard error approximation => concentration in many areas is the mapped value  60% Little mechanism to reduce this in the deposition models, so the flux uncertainty will be greater in almost all cases.

Summary: Scale effects on deposition terrain: valley v hilltop (rain, wind, temperature …) stochastic rainfall (even on flat areas) local sources, especially with a cleaner atmosphere Interpolation or modelled concentration uncertainty Deposition/Flux model uncertainty  1)Uncertainty in any statistic which focuses on small ecosystem areas and is derived from a national or European scale model will be large. 2)Any reasonable assessment of uncertainty in the deposition estimates will take a substantial effort.

A possible way forward considers these points:  Focus on specific statistics for which an uncertainty estimate is required.  Modelling studies can give some insight into scale uncertainties.  Accept that predictions for small areas will be extremely uncertain.  Consider a result in probability terms over larger areas and accept the sacrifice, at present, of small area information.  Look to simplifying the structure where possible, for example by smoothing.  Massive simulations are now possible, but are still expensive.  There is no off-the-shelf satisfactory solution.