Types of Models Marti Blad PhD PE

Slides:



Advertisements
Similar presentations
P LUME R ISE. P URPOSE OF A IR Q UALITY M ODELING Policy Analysis Regional Planning Supplementary Control Systems / Air Quality Prediction System Emergency.
Advertisements

Introduction to SCREEN3 smokestacks image from Univ. of Waterloo Environmental Sciences Marti Blad NAU College of Engineering and Technology.
Introduction to SCREEN3 smokestacks image from Univ. of Waterloo Environmental Sciences Marti Blad.
2. Dispersion We’re going to move on to the second major step in doing dose assessment.
Transport of Air Pollutants
page 0 Prepared by Associate Prof. Dr. Mohamad Wijayanuddin Ali Chemical Engineering Department Universiti Teknologi Malaysia.
Module 9 Atmospheric Stability Photochemistry Dispersion Modeling.
ENAC-SSIE Laboratoire de Pollution de l'Air Model Strategies Simplify the equations Find an analytical solution Keep the equations Simplify the resolution.
1 AirWare : R elease R5.3 beta AERMOD/AERMET DDr. Kurt Fedra Environmental Software & Services GmbH A-2352 Gumpoldskirchen AUSTRIA
Toxic Release and Dispersion Models
CHAPTER 6 Statistical Analysis of Experimental Data
CHAPTER 3: SIMPLE MODELS
X ONE-BOX MODEL Atmospheric “box”;
Introduction to the ISC Model Marti Blad NAU College of Engineering.
Derivation of the Gaussian plume model Distribution of pollutant concentration c in the flow field (velocity vector u ≡ u x, u y, u z ) in PBL can be generally.
8 th Conference on Air Quality Modeling – A&WMA AB3 Comments on Nonstandard Modeling Approaches By Ron Petersen, CPP Inc Blue Spruce Drive Fort Collins.
Air Quality Modeling.
Air Quality Modeling Dr. Wesam Al Madhoun 8/30/20151.
Environmental Modeling Steven I. Gordon Ohio Supercomputer Center June, 2004.
CHAPTER 5 Concentration Models: Diffusion Model.
AMBIENT AIR CONCENTRATION MODELING Types of Pollutant Sources Point Sources e.g., stacks or vents Area Sources e.g., landfills, ponds, storage piles Volume.
Dispersion of Air Pollutants The dispersion of air pollutants is primarily determined by atmospheric conditions. If conditions are superadiabatic a great.
Cases 1 through 10 above all depend on the specification of a value for the eddy diffusivity, K j. In general, K j changes with position, time, wind velocity,
Air Dispersion Primer Deposition begins when material reaches the ground Material from the lower stack reaches the ground before that of the taller stack.
Dispersion Modeling A Brief Introduction A Brief Introduction Image from Univ. of Waterloo Environmental Sciences Marti Blad.
Understanding the USEPA’s AERMOD Modeling System for Environmental Managers Ashok Kumar University of Toledo Introduction.
Building Aware Flow and T&D Modeling Sensor Data Fusion NCAR/RAL March
4. Atmospheric chemical transport models 4.1 Introduction 4.2 Box model 4.3 Three dimensional atmospheric chemical transport model.
Air quality decision support under uncertainty (case study analysis) Piotr Holnicki Systems Research Institute PAS Warszawa, Newelska 6
Advection-Dispersion Equation (ADE)
11/17/ Air Quality Modeling Overview of AQ Models Gaussian Dispersion Model Chemical Mass Balance (CMB) Models.
Session 3, Unit 5 Dispersion Modeling. The Box Model Description and assumption Box model For line source with line strength of Q L Example.
1 Atmospheric Dispersion (AD) Seinfeld & Pandis: Atmospheric Chemistry and Physics Nov 29, 2007 Matus Martini.
Introduction to Modeling – Part II Marti Blad Northern Arizona University College of Engineering & Technology Dept. of Civil & Environmental Engineering.
Cristina Gonzalez-Maddux ITEP MODEL INPUTS AND FEDERAL GUIDANCE CRISTINA GONZALEZ-MADDUX ITEP, RESEARCH SPECIALIST.
Introduction to Modeling – Part II
Model Evaluation and Assessment ALBERT EINSTEINALBERT EINSTEIN: Things should be made as simple as possible, but not any simpler. Theodore A. Haigh Confederated.
TEMPLATE DESIGN © A high-order accurate and monotonic advection scheme is used as a local interpolator to redistribute.
Working With Simple Models to Predict Contaminant Migration Matt Small U.S. EPA, Region 9, Underground Storage Tanks Program Office.
Air quality models DETERMINISTIC MODELS EULERIAN MODELS
Lagrangian particle models are three-dimensional models for the simulation of airborne pollutant dispersion, able to account for flow and turbulence space-time.
Types of Models Marti Blad Northern Arizona University College of Engineering & Technology.
Unscented Kalman Filter (UKF) CSCE 774 – Guest Lecture Dr. Gabriel Terejanu Fall 2015.
(Z&B) Steps in Transport Modeling Calibration step (calibrate flow & transport model) Adjust parameter values Design conceptual model Assess uncertainty.
Consequence Analysis 2.2.
Meteorology for modeling AP Marti Blad PhD PE. Meteorology Study of Earth’s atmosphere Weather science Climatology and study of weather patterns Study.
Intro to Modeling – Terms & concepts Marti Blad, Ph.D., P.E. ITEP
NPS Source Attribution Modeling Deterministic Models Dispersion or deterministic models Receptor Models Analysis of Spatial & Temporal Patterns Back Trajectory.
Forecasting smoke and dust using HYSPLIT. Experimental testing phase began March 28, 2006 Run daily at NCEP using the 6Z cycle to produce a 24- hr analysis.
CORRELATION-REGULATION ANALYSIS Томский политехнический университет.
7. Air Quality Modeling Laboratory: individual processes Field: system observations Numerical Models: Enable description of complex, interacting, often.
Comparisons of CALPUFF and AERMOD for Vermont Applications Examining differing model performance for a 76 meter and 12 meter (stub) stack with emission.
8. Box Modeling 8.1 Box Models –Simplest of atmospheric models (simple saves $). –Species enter the box in two ways: 1. source emissions 2. atmospheric.
Normal Probability Distributions Normal Probability Plots.
CHEM-E7130 Process Modeling Lecture 6
Michele Prestifilippo
Neutrally Buoyant Gas Dispersion Instructor: Dr. Simon Waldram
Chapter 4: The Normal Distribution
Monte Carlo methods 10/20/11.
Quantifying uncertainty in volcanic ash forecasts
AERLINE: Air Exposure Research model for LINE sources
Algebra 1/4/17
Comparative Analysis of Parameters obtained while Simulating an Air-Pollution Episode Ana M. Lazarevska Faculty of Mechanical Engineering, Skopje University.
Models of atmospheric chemistry
Air Pollution Control EENV 4313
PURPOSE OF AIR QUALITY MODELING Policy Analysis
Introduction to Modeling – Part II
Hydrology Modeling in Alaska: Modeling Overview
Three-Dimensional Finite Element Modeling of Stack Pollutant Emissions
Local Scale Finite Element Modelling of Stack Pollutant Emissions
Presentation transcript:

Types of Models Marti Blad PhD PE Handouts/supplemental stuff for workshop: Air pollution Dispersion Models; List of different models from epa’s scram site Marti Blad PhD PE

EPA Definitions Dispersion Models: Estimate pollutants at ground level receptors Photochemical Models: Estimate regional air quality, predicts chemical reactions Receptor Models: Estimate contribution of multiple sources to receptor location based on multiple measurements at receptor Screening Models: applied 1st , determines if further modeling needed Refined Models: req’d for SIP, NSR, and PSD Regulatory requirement for permits

Models = Representations or pictures Numerical algorithms Sets of equations need inputs Describe = quantify movement Simplified representation of complex system Box or Mass Balance Used to study & understand the complex Physical, chemical, and spatial, interactions

Types of Models Gaussian Plume Statistical & Stochastic Empirical Analytical approximation of dispersion more later Statistical & Stochastic Based on probability Recall regression is linear model Empirical Based on experimental or field data Actual numbers Physical (scale models) Flow visualization in wind tunnels, etc. Understanding which model will help to understand its limitations. What is the model based on.

Recall bell shaped curve Plume dispersion in lateral & horizontal planes characterized by a Gaussian distribution Normal Distribution Mu is median Sigma is spread

Gaussian-Based Dispersion Models Pollutant concentrations are calculated estimations at receptor Uncertainty of input data values Data quality, completeness Steady state assumption No change in source emissions over time Screen3 will be end of the week

Gaussian Dispersion C(x,y,z) Downwind at (x,y,z) ? z ¤ Dh = plume rise h = stack height Dh H = effective stack height H = h + Dh H h x C(x,y,z) Downwind at (x,y,z) ? y

Air Pollution Dispersion (cont.) This assumption allows us to calculate concentrations downwind of source using this equation where      c(x,y,z) = contaminant concentration at the specified coordinate [ML-3],       x = downwind distance [L],       y = crosswind distance [L],       z = vertical distance above ground [L],       Q = contaminant emission rate [MT-1],       sy = lateral dispersion coefficient function [L],       sz = vertical dispersion coefficient function [L],       u = wind velocity in downwind direction [L T-1],       H = effective stack height [L]. 

Gaussian model picture Predicted concentration map

The Gaussian Plume Model The shape of the curve = Bell shaped = Gaussian curve hence the model is called by that name. Now, we come to why did I have to torture you with bell shaped curves and Z numbers, probability and predictions etc. Remember the computer will do calculations but think about how to mathematically describe the movement of pollutant molecules, dancing,

Ways to think about math Gaussian = “normal” curve math Recall previous distribution picture Dispersion & diffusion dominates Eulerian Assumes uniform concentrations in box Assumes rapid vertical and horizontal mixing Plume in a grid Predicts species concentrations Multi day scenarios

Eulerian Air Quality Models Grid type models Model simulates the species concentrations in an array of fixed computational cells (Zion) AKA Plume in Grid Figure from http://irina.colorado.edu/lectures/Lec29.htm

Box idea: 1-D and 2-D Models

Dimensional Concept Variable is Time: t Variable is Time and height: t, y Variable is Time, height and length distance: t, x, y t, x, y, z

3-Dimensional Models Depth of boxes discussed under meteorology

Other choice: Lagrangian “Puffs” of pollutants Trajectory models Follow the particle Puff W2 W1 S.S. Plume

Lagrangian Air Quality Models From “INTERNATIONAL AIR QUALITY ADVISORY BOARD 1997-1999 PRIORITIES REPORT, the HYSPLIT Model” (http://www.ijc.org/boards/iaqab/pr9799/project.html)

Assumptions & limitations Physical conditions: Topography Locations: buildings, source, community, receptor Appropriate for the averaging time period Statistics & math Meteorology Stack or source emission data Pollutant emission data Plume rise, Stack or source specific data Location of source and receptors

EPA MODELS—Screening

EPA MODELS—Regulatory CALPUFF AERMOD

EPA Models—Other