How Are Airport Context and Service Related to General Aviation Aircraft Operations? Transportation Research Board Conference January 16, 2002 Peter A.

Slides:



Advertisements
Similar presentations
Prepared for: Ohio Department of Transportation Office of Aviation Prepared by: April 11, 2006 R.D. Zande CCI.
Advertisements

Chapter 4: Basic Estimation Techniques
Airport Forecasting. Forecasting Demand Essential to have realistic estimates of the future demand of an airport Used for developing the airport master.
Multiple Regression. Introduction In this chapter, we extend the simple linear regression model. Any number of independent variables is now allowed. We.
What Is The Economic Value of Your Airport? Presentation to the Association of California Airports Annual Conference September 14, 2011 Presented by Doug.
Classical Linear Regression Model
Forecasting Using the Simple Linear Regression Model and Correlation
0 MONTEREY PENINSULA AIRPORT A SPECIAL PRESENTATION TO THE REGIONAL AIRPORT PLANNING COMMITTEE June 27, 2008 FLY MONTEREY.
OHIO AVIATION ASSOCIATION April 22, WELCOME AND INTRODUCTIONS Dave Dennis – Aviation Planner, ODOT Office of Aviation; Project Manager for Focus.
Assessment of Climate Change Impacts on Electricity Consumption and Residential Water Use in Cyprus Theodoros Zachariadis Dept. of Environmental Science.
Chapter 10 Simple Regression.
1 MF-852 Financial Econometrics Lecture 6 Linear Regression I Roy J. Epstein Fall 2003.
Basic Business Statistics, 11e © 2009 Prentice-Hall, Inc. Chap 15-1 Chapter 15 Multiple Regression Model Building Basic Business Statistics 11 th Edition.
© 2000 Prentice-Hall, Inc. Chap Forecasting Using the Simple Linear Regression Model and Correlation.
Linear Regression Models Powerful modeling technique Tease out relationships between “independent” variables and 1 “dependent” variable Models not perfect…need.
Air Transportation A Management Perspective
Simple Linear Regression Analysis
Airline Pilot By: Damian Johnson. Nature of work 1. Follow a checklist of preflight checks on engines, hydraulics, and other systems 2. Ensure that all.
12 Autocorrelation Serial Correlation exists when errors are correlated across periods -One source of serial correlation is misspecification of the model.
Estimation of Demand Prof. Ravikesh Srivastava Lecture-8.
Chapter 11 Simple Regression
Airport Forecasting NOTE: for HW, draw cash flow diagram to solve and review engineering economics.
Time-Series Analysis and Forecasting – Part V To read at home.
Copyright ©2011 Pearson Education, Inc. publishing as Prentice Hall 15-1 Chapter 15 Multiple Regression Model Building Statistics for Managers using Microsoft.
Huddersfield University 21 May 2015 SUSTAINABLE AVIATION or HOW AIR TRANSPORT HAS CHANGED OUR WORLD…… FOR GOOD AND BAD How Air Transport Has Changed Our.
Opportunities for Economic Development Airports and the Economy April 3, 2013.
AST 205 Chapter 3 FBO Marketing. Home Previous Next Help What we’ll cover The need for marketing in G.A. Ways the FBO’s market The 4 P’s of marketing.
This project is implemented through the CENTRAL EUROPE Programme co-financed by the ERDF. airLED Status Quo Analysis Presentation 4th June, 2013.
Business Statistics: A First Course, 5e © 2009 Prentice-Hall, Inc. Chap 12-1 Correlation and Regression.
Introduction to Linear Regression
Transportation Planning, Transportation Demand Analysis Land Use-Transportation Interaction Transportation Planning Framework Transportation Demand Analysis.
MTH 161: Introduction To Statistics
Holly Kunz Rebecca Vredenburgh Methodist University The Impact of Aviation on the U. S. Economy.
Various topics Petter Mostad Overview Epidemiology Study types / data types Econometrics Time series data More about sampling –Estimation.
A Model for Joint Choice of Airport and Ground Access Mode 11th National Transportation Planning Applications Conference May 6-10, 2007, Daytona Beach,
Statistics for Business and Economics 8 th Edition Chapter 11 Simple Regression Copyright © 2013 Pearson Education, Inc. Publishing as Prentice Hall Ch.
Business Statistics: A Decision-Making Approach, 6e © 2005 Prentice-Hall, Inc. Chap 13-1 Introduction to Regression Analysis Regression analysis is used.
ECON 338/ENVR 305 CLICKER QUESTIONS Statistics – Question Set #8 (from Chapter 10)
Multiple Regression. Simple Regression in detail Y i = β o + β 1 x i + ε i Where Y => Dependent variable X => Independent variable β o => Model parameter.
1. TRANSPORT ECONOMICS Organization Course  Transportation Economics explores the efficient use of society’s scarce resources for the movement.
Impact of the California High Speed Rail System Lee Ann Eager, Chief Operating Officer Economic Development Corporation serving Fresno County.
Statistics for Managers Using Microsoft Excel, 4e © 2004 Prentice-Hall, Inc. Chap 14-1 Chapter 14 Multiple Regression Model Building Statistics for Managers.
MARKET APPRAISAL. Steps in Market Appraisal Situational Analysis and Specification of Objectives Collection of Secondary Information Conduct of Market.
© 2001 Prentice-Hall, Inc.Chap 13-1 BA 201 Lecture 18 Introduction to Simple Linear Regression (Data)Data.
Dynamic Models, Autocorrelation and Forecasting ECON 6002 Econometrics Memorial University of Newfoundland Adapted from Vera Tabakova’s notes.
Copyright © 2011 by The McGraw-Hill Companies, Inc. All rights reserved. McGraw-Hill/Irwin Simple Linear Regression Analysis Chapter 13.
Holly Kunz Rebecca Vredenburgh Methodist University The Impact of Aviation on the U. S. Economy.
Basic Business Statistics, 10e © 2006 Prentice-Hall, Inc. Chap 15-1 Chapter 15 Multiple Regression Model Building Basic Business Statistics 10 th Edition.
CE Urban Transportation Planning and Management Iowa State University Calibration and Adjustment Techniques, Part 1 Source: Calibration and Adjustment.
Statistics for Managers Using Microsoft Excel, 4e © 2004 Prentice-Hall, Inc. Chap 14-1 Chapter 14 Multiple Regression Model Building Statistics for Managers.
Chapter 14 Introduction to Regression Analysis. Objectives Regression Analysis Uses of Regression Analysis Method of Least Squares Difference between.
Impact of Aircraft Noise on House prices Case of Essendon Airport Melbourne.
Transportation Modeling – Opening the Black Box. Agenda 6:00 - 6:05Welcome by Brant Liebmann 6:05 - 6:10 Introductory Context by Mayor Will Toor and Tracy.
1 SOLVING THE PROBLEM AVIATION FOR THE FUTURE. 2 SCRAA BOARD OF DIRECTORS County of Los Angeles - Supervisor Don Knabe County of Riverside - Supervisor.
Chapter 15 Multiple Regression Model Building
Chapter 4 Basic Estimation Techniques
Ch. 2: The Simple Regression Model
The Nature of Econometrics and Economic Data
The Nature of Econometrics and Economic Data
Probability and Statistics for Computer Scientists Second Edition, By: Michael Baron Section 11.1: Least squares estimation CIS Computational.
Airport Forecasting NOTE: for HW, draw cash flow diagram to solve and review engineering economics.
Fundamentals of regression analysis 2
Chapter 15 Panel Data Analysis.
Ch. 2: The Simple Regression Model
Instrumental Variables and Two Stage Least Squares
The Simple Regression Model
The Simple Regression Model
Regression and Correlation of Data
Your Name Your Phone or [Airport Name] Your Name Your Phone or .
Presentation transcript:

How Are Airport Context and Service Related to General Aviation Aircraft Operations? Transportation Research Board Conference January 16, 2002 Peter A. Jolicoeur Ricondo & Associates, Inc. San Francisco, California Asad J. Khattak Carolina Transportation Program University of North Carolina Chapel Hill, North Carolina Carolina Transportation Program

General aviation Everything but commercial airlines and the military GA benefits: Accessibility, economy Growth sector: Improving technology Previous research

Research goal Identify airport service and contextual variables associated with GA operations Context Service Why? Planning implications Anticipate future infrastructure needs Choose between improvement alternatives Attract general aviation aircraft away from primary, congested airports

Conceptual structure General Aviation aircraft operations Airport context Impacts Airport service Primary runway length Instrument approach Avionics repair Charter service Rental aircraft Pilot training Fuel sales Repair facilities DEMAND Pop. & Employ. Income & Productivity LAND USE Surrounding develop. SPATIAL FACTORS Proximity to city & highway TRANSPORTATION Volume of traffic at primary airport Accessibility Economy Noise Delay Capacity

Data Sources FAA, NCDOT, U.S. Census, U.S. Dept. of Commerce, NC Dept. of Commerce, NC Office of State Planning, AOPA. GIS manipulation Longitudinal and cross-sectional analysis 41 airports 12 years of data ( ) 471 observations

Dependent variable Terminal Area Forecast (ATCT) Master Record Survey (FAA 5010) NCDOT Noise Counter Survey Tower controlled airport? Use TAF dataNoise counter data? Adjust 5010 data Use unadjusted 5010 data YES NO YES

Airports in study

Analysis Estimate OLS, between, fixed-effects, and random-effects regressions Use non-transformed and logarithmically transformed data Identify significant independent variables

Hypothesized Factors Supply (service) Demand (population) Land use (surrounding development) Location (proximity to highway) Transportation (ops. at primary airport)

Regression models Basic time-series / cross-sectional model: i airports over t time periods Between regression: OLS estimated with averages for each i airport

Regression models Fixed-effects (within) regression: No generalized constant; unit-specific residual calculated for each airport Model can not estimate β for regressors that do not vary over time (highway distance)

Regression models Random-effects regression: Weighted average of results estimated with between- and fixed-effects regression Θ is a function of variance of and If the unit specific residual is zero, Θ is zero allowing simple OLS regression If variance of the error term is zero, Θ is one giving equation same form as fixed-effects regression

Coefficients: Contextual Variables

Coefficients: Service Variables

Results: Airport Context Hotel: 21,500 more operations Proxy for commercial development Association, but not causation Granger test: Determine causality based on what information lag in one variable (hotel) provides on other variable (operations) Improvement: Direct data on surrounding land use

Results: Airport Context Ground access: 7,900 more operations Air trips expected to be multimodal Operations per runway at primary airport: 1% increase = 3,600 more operations Captures regional demand Improvement: Delay at Primary Airport

Results: Airport Context Population and Employment: Not significant Refine with GIS: Travel time to airport Catchment area based on level of service

Results: Airport Service Non-precision approach: 8,800 more operations Aircraft charter service: 3,500 more operations Pilot instruction: 5,000 more operations Repair service: 3,900 more operations Not significant: Runway length, precision approach, fuel, avionics repair

Study limitations Dependent variable Difficult to obtain North Carolina noise counter surveys Model specification More or better defined variables (population, firm location and employment) Quality of operations Model structure: association, not causality Two-stage least squares

Contribution Unique dataset created with GIS Presentation of data from spatial perspective Use of rigorous statistical analysis

Implications Planning: Local & regional Ground access GPS approaches: Increase system capacity & airport operations Aviation services Air travel demand will likely increase with improved technology: Anticipate future system needs