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The Daily Flight Time Index: A NAS Performance Metric

The Daily Flight Time Index (DFTI) is a performance metric that reflects the flight time and its components for an average commercial passenger flight. This index has been calculated for the years 1995-2003, showing key trends and fluctuations in flight time. Constructing the DFTI involves identifying city pairs, calculating weights, and adjusting for comparability over time. This metric provides valuable insights into the performance and efficiency of the National Airspace System (NAS).

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The Daily Flight Time Index: A NAS Performance Metric

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  1. The Daily Flight Time Index:A NAS Performance Metric Mark Hansen Yu Yu Zhang 6/24/04

  2. Overview • Daily Flight Time Index (DFTI) is a NAS performance metric that reflects the flight time and its components for an “average” commercial passenger flight • DFTI has been calculated for 1995-2003 • Key trends • Increased 7 min from 1995-2000 • Decreased to 1995 levels by summer 2002 • Subsequently increased 2 min, mainly due to increased airborne time

  3. DFTI and its Components Dest. Gate location Dest. Runway DFTI DOTI DATI DDTI Origin Runway Origin Gate time Scheduled Departure Time Actual Departure Time Wheels-Off Time Wheels-On Time Actual Arrival Time

  4. DFTI Trends: 1995-2003

  5. DFTI Trends: 1995-2003

  6. Constructing the DFTI (New Method) • Based on ASQP data • Covers all flights by major pax carriers • Provides out-off-on-in times for all domestic flights • Weighted Average • Set of city pairs identified and city-pair weights calculated • Average flight time calculated for each city pair • City-pair weights applied to determine overall average • City pairs and their weights adjusted monthly • Control for effects of re-weighting to maintain comparability

  7. Steps Constructing the DFTI • Identify city-pairs • Calculate city-pair weights • Calculate unadjusted DFTI • Calculate adjustment factors and adjusted DFTI

  8. Identify City Pairs and Calculate Weights • Identify city pairs for which there is • at least one completed flight with valid data every day over a two-month period • valid data: departure delay > -30 min and arrival delay<480 min • Calculate weights as Wi- Weight for city-pair i Fi- Flights for city-pair j during study period CP– Set of city-pairs in the DFTI

  9. City Pair Daily Average Flight Time Sid—Set of flights for city-pair i on day d Nid—Number of flights in Sid f—Flight index i—City-pair index d—Day index Daily Average Origin Time Daily Average Airborne Time Daily Destination Destination Time

  10. Daily Flight Time Index Origin Time Airborne Time Destination Time

  11. Adjusted DFTI • Allows DFTI to incorporate large and continually changing mix of city pairs (around 2000) • Preserves comparability over time • Based on comparing DFTI’s for common month calculated with different weights

  12. Alternative Weights for Month 2

  13. Adjustment Factors • Calculate unadjusted DFTI’s for months 1-2 and months 2-3: and • Compare results for month 2 • Calculate adjustment factors: • Want: • Solution:

  14. Adjusted DFTI • Determine baseline month (in our case this is January 2000) • Calculate adjustment factors recursively forward and backward to beginning and end of time period • Calculate adjusted DFTI

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