CC Hennon ATMS 350 UNC Asheville Development of Modern Numerical Weather Prediction.

Slides:



Advertisements
Similar presentations
Chapter 13 – Weather Analysis and Forecasting
Advertisements

The mathematics of weather and climate Dr Emily Shuckburgh.
ESC Global Climate Change Chapter 5
PRESENTS: FORECASTING FOR OPERATIONS AND DESIGN February 16 th 2011 – Aberdeen.
Recitation Geostrophic Balance Thermal Wind Effect of Friction.
Part 5. Human Activities Chapter 13 Weather Forecasting and Analysis.
Numerical Modeling of Climate Hydrodynamic equations: 1. equations of motion 2. thermodynamic equation 3. continuity equation 4. equation of state 5. equations.
Meteorology Presentation Willard Clark Haley Cica Nicholas Scaturo.
Chapter 15 Global Circulation: Big Picture: Idealized View Ferrel cell Polar cell.
General Circulation and Kinetic Energy
Vorticity.
Shear Instability Viewed as Interaction between Counter-propagating Waves John Methven, University of Reading Eyal Heifetz, Tel Aviv University Brian Hoskins,
MET 61 1 MET 61 Introduction to Meteorology MET 61 Introduction to Meteorology - Lecture 12 Midlatitude Cyclones Dr. Eugene Cordero San Jose State University.
Introduction to Weather Forecasting Cliff Mass Department of Atmospheric Sciences University of Washington.
EG1204: Earth Systems: an introduction Meteorology and Climate Lecture 7 Climate: prediction & change.
A History of Modern Weather Forecasting. The Stone Age Prior to approximately 1955, forecasting was basically a subjective art, and not very skillful.
AOSS 321, Winter 2009 Earth System Dynamics Lecture 9 2/5/2009 Christiane Jablonowski Eric Hetland
Chapter 13 – Weather Analysis and Forecasting. The National Weather Service The National Weather Service (NWS) is responsible for forecasts several times.
ATS/ESS 452: Synoptic Meteorology
Applied NWP What is the foundation of computer weather forecast models? (D&VK Chapter 2)
AOSS 401, Fall 2006 Lecture 19 October 26, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
NUMERICAL WEATHER PREDICTION K. Lagouvardos-V. Kotroni Institute of Environmental Research National Observatory of Athens NUMERICAL WEATHER PREDICTION.
Statistical Challenges in Climatology Chris Ferro Climate Analysis Group Department of Meteorology University of Reading ‘Climate is what we expect, weather.
Development of WRF-CMAQ Interface Processor (WCIP)
ATMS 373C.C. Hennon, UNC Asheville Tropical Cyclone Forecasting Where is it going and how strong will it be when it gets there.
1 Introduction to Isentropic Coordinates: a new view of mean meridional & eddy circulations Cristiana Stan School and Conference on “the General Circulation.
Advanced SynopticM. D. Eastin Quasi-Geostrophic (QG) Theory.
USING THE ROSSBY RADIUS OF DEFORMATION AS A FORECASTING TOOL FOR TROPICAL CYCLOGENESIS USING THE ROSSBY RADIUS OF DEFORMATION AS A FORECASTING TOOL FOR.
Applied NWP [1.2] “Once the initialization problem was resolved in the 1960s, models based on the primitive equations gradually supplanted those based.
ADVENTURE IN SYNOPTIC DYNAMICS HISTORY
Class #32: Monday, March 301 Weather Forecasting (continued)
ATS/ESS 452: Synoptic Meteorology
Paul Markowski Department of Meteorology, Penn State University
Weather forecasting by computer Michael Revell NIWA
AOSS 401, Fall 2007 Lecture 23 November 05, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
AOSS 401, Fall 2006 Lecture 17 October 22, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
AOSS 401, Fall 2007 Lecture 21 October 31, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
AOSS 401, Fall 2006 Lecture 18 October 24, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
Governing Equations II
Applied NWP [1.2] “…up until the 1960s, Richardson’s model initialization problem was circumvented by using a modified set of the primitive equations…”
AOSS 401, Fall 2006 Lecture 16 October 19, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
Introduction In 1904, Bjerknes pointed out that the future state of the atmosphere could be predicted by integrating the partial differential equations.
Numerical Weather Prediction (NWP): The basics Mathematical computer models that predict the weather Contain the 7 fundamental equations of meteorology.
Atms 4320 / 7320 lab 8 The Divergence Equation and Computing Divergence using large data sets.
Atmospheric Dynamics Suzanne Gray (University of Reading) With thanks to Alan Gadian and Geraint Vaughan. Basic dynamical concepts.
ATS/ESS 452: Synoptic Meteorology Wednesday 09/10/2014 Quiz! (Short?) Weather Discussion Continue Review Material Geostrophic Wind Continuity Vorticity.
AOSS 401, Fall 2006 Lecture 7 September 21, 2007 Richard B. Rood (Room 2525, SRB) Derek Posselt (Room 2517D, SRB)
Tropical dynamics and Tropical cyclones
For a barotropic flow, we have is geostrophic current.
The Course of Synoptic Meteorology
SO441 Synoptic Meteorology
The Boussinesq and the Quasi-geostrophic approximations
Measuring and Predicting Practical 2: atmospheric dynamics
Enhancement of Wind Stress and Hurricane Waves Simulation
Historical Overview Vilhelm Bjerknes (1904): Future state of atmosphere determined by a set of equations, dependent on initial conditions. Proposed program.
A Guide to Tropical Cyclone Guidance
How do models work? METR 2021: Spring 2009 Lab 10.
Dynamics Vorticity In the previous lecture, we used “scaling” to simplify the equations of motion and found that, to first order, horizontal winds are.
ATS/ESS 452: Synoptic Meteorology
For a barotropic flow, we have is geostrophic current.
Measuring and Predicting Practical 2: atmospheric dynamics
The Stone Age Prior to approximately 1960, forecasting was basically a subjective art, and not very skillful. Observations were sparse, with only a few.
Measuring and Predicting Practical 2: atmospheric dynamics
How will the earth’s temperature change?
Storm Surge Modeling and Forecasting
Richard B. Rood (Room 2525, SRB)
University of Pennsylvania, 1945 (ENIAC museum)
Week 2: can you? Understand terms in the Equations of Motion of the atmosphere: Acceleration Pressure gradient Coriolis force. Be able to describe and.
Richard B. Rood (Room 2525, SRB)
AIR MASS SOURCE REGIONS
Presentation transcript:

CC Hennon ATMS 350 UNC Asheville Development of Modern Numerical Weather Prediction

CC Hennon ATMS 350 UNC Asheville Vilhelm Bjerknes’ Vision 1901 – Wanted to incorporate physics into weather forecasting –Start with complete set of initial conditions (3-D) –Solve equations using graphical methods –Initial state not sufficient for good forecasts –Did not use continuity equation to derive the initial vertical wind component (no direct measurements available) Source: Historical Essays on Meteorology , AMS

CC Hennon ATMS 350 UNC Asheville Lewis F. Richardson About same time as Bjerknes; WWI ambulance driver Used continuity equation to obtain initial vertical velocities, as well as the other “primitive equations” Failed due to insufficient initial data –Solved equations by hand! –Time steps were too large – would have resulted in computational instability Source: Historical Essays on Meteorology , AMS

CC Hennon ATMS 350 UNC Asheville Further Developments Carl-Gustaf Rossby (1939) –Showed that atmospheric longwave motion could be explained by vorticity distribution –Wave movement function of wavelength and speed of large-scale zonal flow (Rossby Waves) Jule Charney (1949) –Developed first barotropic model Large-scale motions approximately geostrophic and hydrostatic; no vertical motions; no vertical wind shear –Numerical prediction now realizable as soon as computers become powerful enough to run the computations Source: Historical Essays on Meteorology , AMS

CC Hennon ATMS 350 UNC Asheville First Numerical Forecast Charney barotropic model run on ENIAC computer (1950) –Produced 500 mb height forecast –Bad forecast but looked realistic ENIAC Computer Jule Charney Source: Historical Essays on Meteorology , AMS

CC Hennon ATMS 350 UNC Asheville Operational Numerical Weather Prediction May 6, 1955 – First regular and continuing NWP forecasts issued for U.S. –Early results worse than lab experiments –Limitations of assumptions made in the models (Quasi-geostrophic approximation) –Many storms missed; public confidence wanes –Many early problems due to bad input data from global observation networks –Barotropic model (Charney) worked best for several years Barotropic processes mostly controlled large-scale daily motions (e.g. long waves), while baroclinic controlled short- bursts of activity (e.g. mid-latitude cyclones) Source: Historical Essays on Meteorology , AMS

CC Hennon ATMS 350 UNC Asheville The Final Major Evolution Successful NWP using full suite of primitive equations occurred in 1966 –Original Bjerknes/Richardson vision! Advances in computational power and improvements in input data let to acceptable forecasts Forecasts improved almost 50% in 10- years ( ) from subjective forecasts Source: Historical Essays on Meteorology , AMS

CC Hennon ATMS 350 UNC Asheville

Types of Numerical Models Barotropic Model –Barotropic atmosphere (constant density/temperature on pressure surface, no vertical motion) –Absolute vorticity conserved –Somewhat skillful at large-scale wave prediction

CC Hennon ATMS 350 UNC Asheville Types of Numerical Models Primitive Equation Models (“Dynamical”) –The “primitive equations” are fundamental relationships that govern atmospheric motion Equations of motion (3) (cons. of momentum) Continuity equation (cons. of mass) First law of thermodynamics (cons. of energy) Moisture equation (cons. of moisture) Equation of state –First operational baroclinic models –Use began in the mid-1960s

CC Hennon ATMS 350 UNC Asheville Other Models Statistical –Forecasts based off of past events –Cannot predict extreme events –Knowledge limited to what has occurred before Statistical-Dynamical (hybrid) –Combines some NWP output with historical statistics –Example: The SHIPS hurricane intensity model uses model fields as predictors for a statistical regression