1 FPAW Fall Meeting, October 22, 2014. 2 Develop an analytical model that explicitly incorporates weather forecasts, and their uncertainty, in estimating.

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Presentation transcript:

1 FPAW Fall Meeting, October 22, 2014

2 Develop an analytical model that explicitly incorporates weather forecasts, and their uncertainty, in estimating airport capacity Focus on providing decision support for strategic Air Traffic Flow Management (ATFM) planning and long-term probabilistic effects Validate probabilistic airport capacity predictions against actual arrival and departure throughput Investigate the impact of different methods of representing weather uncertainty on airport capacity predictions

3 Statistical error modeling Empirical parameter fitting for wind, ceiling & visibility by airport Time-lagged HRRR o With or without spatial filtering (latter provides for smoother PDFs)

4 Increasing Look-ahead Time Increasing capacity Departures Arrivals The height of each bar represents an estimated probability of achieving this capacity value

5 Sensitivity Analysis and Validation Studies Parameters studied: Final approach separation buffer b MIT Separation buffer for departure release b REL Separation buffer for consecutive departure release b DEP ASPM arrival and departure counts Types of weather inputs METAR observations Deterministic forecasts Deterministic forecast and forecast error models (Monte Carlo) Ensemble forecasts (time-lagged HRRR) Scatterplots and Theil inequality coefficients based on IACM outputs Grouped by operation type (arrivals and departures) Grouped by airport meteorological conditions: Visual Meteorological Conditions (VMC), Marginal VMC (MVMC), and Instrument Meteorological Conditions (IMC) TMA “matrix buffer” settings at ATL

6 Selection of Days -Representative cases for IACM simulations -Multiple airports & seasons Weather Constraints -Seasonal variation o Low in summer o High in fall & winter -Geographical variation o ORD high in Feb & Dec Clear & Calm Days -Seasonal variation o High in summer & fall -Geographical variation o ORD high in Jul, Aug & Oct

7 Qualitative Validation Maximum combined rate estimated by IACM is 250 FAA 2004 Airport Capacity benchmark defines the optimum capacity of 237 DeparturesArrivals Actual observed arrival and departure throughput never exceeded 205 flight in 2011 Alternative arrivals and departures capacity (Point 3) for ATL on 07/06/ :00Z for runway configuration 26R 27L 28 | 26L 27R 28

8 Stratification due to meteorological conditions Outliers DeterministicForecast Error Models Ensemble

9 ArrivalsDepartures The impact of the final approach separation buffer b MIT (left) and separation buffer for consecutive departure release b DEP on the accuracy of arrival and departure capacity predictions for VMC conditions

10 Determine ratio of current demand to baseline demand Use mean of 2007 & 2008 demand as baseline Multiply computed prediction with ratio to get scaled prediction Scaling brings prediction closer to actual throughput Scaled prediction Unscaled prediction

11 IACM explicitly integrates weather information and its uncertainty to estimate airport capacity It supports various types of weather inputs and operational constraints Validation study performed to evaluate predicted accuracy of IACM for ATL Validation results and operational feedback indicate that IACM produces fairly accurate predictions of theoretical maximum airport capacity IACM has also been used to support Airside Capacity Enhancement study for several South African airports

12 Extending the set of supported airport to the Core 30 airports Developing web interface for real-time airport capacity prediction Enhancing the analytical models for airports with complex runway geometries Integrating Terminal Capacity Model with Airfield Capacity Model to predict convective weather impact on terminal airspace/corner posts

13

14 Theil Statistics Quantify airport capacity prediction accuracy using Theil inequality coefficient: It can be decomposed into 3 components: Bias or error in central tendency T m Unequal variation T s Incomplete covariation T c Bias Source: (Sterman 1984) Incomplete CovariationUnequal Variation