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Aeronautics & AstronauticsAutonomous Flight Systems Laboratory
A Risk Based Paradigm and Model for Unmanned Aerial Systems in the
National Airspace
March 29, 20112011 AIAA Infotech@Aerospace Conference
St. Louis, MO
Christopher Lum University of WashingtonBlake Waggoner Missile Defense AgencyKristoffer Gauksheim University of WashingtonJuris Vagners University of WashingtonTad McGeer Aerovel
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 2March 29, 2011
Autonomous Flight Systems Laboratory
Mission Statement
People
To conduct research that advances navigation, guidance and control (GN&C) technology relevant to unmanned vehicles.
Juris Vagners Kristi Morgansen Uy-Loi Ly Christopher Lum Rolf Rysdyk
Kristoffer Gauksheim Amy Arbeit Blake Waggoner Esther Anderson
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 3March 29, 2011
Motivation
FAA policy is very restrictive to UAS operations but…
“The FAA supports UA flight activities that can demonstrate that the proposed operations can be conducted at an acceptable level of safety.”
-Memorandum AFS-400 UAS Policy 05-01
State of Affairs
Challenges
FAA must ensure UAS operate at same level of safety as manned aircraft
Major issues Less reliable “See and Avoid” becomes “Sense and Avoid” Communication link liability
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 4March 29, 2011
Goals
“Acceptable system safety studies must include a hazard analysis, risk assessment, and other appropriate documentation that supports the ‘extremely improbable’ determination.”
Motivation
Goals
Develop a user friendly tool for risk assessment. Tool should be mission specific. Analysis should be based on a simple, understandable model. Tool should be easily accessible and easy to use (web
implementation)
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 5March 29, 2011
Deviation from Manned Paradigm
Traditional Aircraft Safety
1. People aboard primary aircraft
2. People aboard other aircraft
3. People on the ground
If group 1 safety is assured, group 2 and 3’s safety follows.
Aircraft must be reliable regardless of operating area.
With UAS, safety of primary aircraft is irrelevant.
Safety is a function of operational area of UAS.
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 6March 29, 2011
Risk Assessment Goals
Effects of UAS Failures
Cost to replace aircraft Cost to repair damage Environmental impact
Lawsuits Negative publicityInjuries
LOSS OF HUMAN LIFE
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 7March 29, 2011
Risk Framework
Cruise phase of flight only (takeoff/landing in controlled or restricted areas)
Allow for multiple operating areas models
Allow for transient aircraft models
Failures such as engine cut-off, structural failure, etc. are all grouped into a general failure rate. Measured experimentally.
Assumptions
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 8March 29, 2011
Risk Assessment
Midair Collisions (transient & in-fleet) General Failure
Transient aircraft densitiesNumber of agents in teamCollision avoidance
Mean time between failuresNumber of agents in team
Pedestrian Strikes Building Strikes Pedestrian Strikes Building Strikes
AC dimensionsPed dimensionsBldg dimensionsPed densityBldg density
Fatalities Fatalities
Ped susceptabilityBldg protectionMission length
Total Fatalities and Liability Insurance Cost
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 9March 29, 2011
Midair Collision Model
User inputs densities of transient aircraft and number of agents in team.
UA and transient aircraft recast as circles of equivalent cross sectional area.
Unmitigated collision rate based on random collision theory (Maxwell model)
Transient AC density from Flight Explorer PE
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 10March 29, 2011
Midair Collision Model
Define collision avoidance factor for a party as percentage of time an otherwise imminent collision is avoided by that party alone.
1 -
Transient AC System Works
Transient AC System Fails
1 -
UASystem Works
UASystem Fails
Both transient and UA system must fail for collision to occur.
Collision rate b/w transient AC and UA
Collision rate b/w UA within team
Transient AC UA
Imminent Collision
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 11March 29, 2011
Structured Airspaces
Can this model be modified for more structured airspaces such as near airports and other air corridors?
Apply evolutionary algorithm, data mining, and regression combo approach. Use Eureqa analysis toolkit. Rapidly identify function from
data to suggest underlying models of the physical process.
Eureqa tool by Schmidt and Lipson
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 12March 29, 2011
Model Validation
Compare in-fleet collision avoidance model with historical data.
Simple model provides surprisingly accurate, order of magnitude results Historically, pilots avoid ~14% of imminent collisions.
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 13March 29, 2011
Ground Strikes
Surface collisions Lethal areas depending on failure type.
Midair collisions yield vertical crash. General system failure yields horizontal, gliding crash.
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 14March 29, 2011
Ground Strikes
Expected strike rate based on pedestrians/buildings density and dimensions and also aircraft dimensions.
Gas based midair collision model
Small aircraft in sparse area, low fatalities
Large aircraft in densely populated area, high fatalities
Strike rate due to general system failures
Strike rate due to midair
collisions (transient
and in-fleet)
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 15March 29, 2011
Fatalities and Insurance
Fatalities in midair collisions based on passenger load of transient AC.
Fatalities from ground strikes based on UAS & building properties.
US Army correlation b/w kinetic energy & lethality
Unprotected structure Protected structure
Total fatality rate
General system failures
Midair collisions
May be easier to visualize cost of liability insurance for operation by assuming insurance payment per fatality (ie $10M/fatality)
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 16March 29, 2011
Example: Border Patrol
“Customs and Border Protection has said it intends to increase unmanned aircraft systems across the country this year, and it expects a complete network of unmanned planes all along the border by 2015.”
-Tim Eaton, American-Statesman
Customs and Border Protection currently use MQ-9 Reaper to monitor Arizona-Mexico border.
3 aircraft in air, 24 hours a day for a year. Flying over populated and spare areas with transient aircraft in
airspace.
Is this operation safe?
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 17March 29, 2011
Example: Border Patrol
UAS properties Frontal area = 18.5 m2
Velocity = 162 knots L/D = 25:1 → glide angle 2.3o
Class A mishap rate of 15.3/100,000 flight hours → λ = 1.53E-4 Reliable in-fleet collision avoidance → εua/ua = 0.9
Equipped with Mode C transponders → εua/o = 0.7
Frontal area approximation
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 18March 29, 2011
Example: Border Patrol
Operating Area 600 km long, 20 km wide area → Aops = 12,000 km2
Population and building density from US Census Bureau and ZIP codes along border. Excludes 3 biggest cities on border (neglect 7% of area but exclude 48% of population). σb = 1.4 buildings/km2, σp = 0.26 people/km2
Due to size and speed, lethal to pedestrian → Dped = 1 fatality/strike
Buildings offer some protection → Dbldg = 0.42 fatality/strike
3 UAS flying year round, ML = 8760 hours
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 19March 29, 2011
Example: Border Patrol
Transient Aircraft Density determined by polling Flight Explorer PE in region of
interest → 4.167E-6 AC/km3
Assume only regional jets in area Velocity = 432 knots Frontal Area = 80 m2
Passenger load = 45 people/AC AC under ATC control → εo = 0.95
Insurance Assume $10M liability per fatality
Transient AC traffic in area of interest from Flight Explorer PE
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 20March 29, 2011
Example: Border Patrol
Results Ftransient = 6.03E-9 collisions/hr ↔ 1 collision every ≈19,000 missions
Ffleet = 1.11E-11 collision/hr ↔ 1 in fleet every ≈1,000 missions
Ffat,p = 1.51E-6 fatalities/hr ↔ 1 fatality due to general system failure every 75 missions
Ffat,midair = 2.72E-7 fatalities/hr ↔ 1 fatality due to midair collision (both transient and in-fleet) every 420 missions
M = $17.85/hr ↔ ≈$150K to insure per mission
System failure led to first crash in April 2006, no injuries
Interpretation General system failures are a much
bigger threat than mid air collisions. If flying manned aircraft with equivalent
reliability, expect 4 crashes and pilot fatalities. This is a good example of UAS being an effective replacement.
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 21March 29, 2011
Example: Urban Applications
Use UAS to monitor activities around city Traffic monitoring Harbor patrol Law enforcement assistance Persistent Surveillance
Is this operation safe?
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 22March 29, 2011
Example: Urban Applications
UAS Properties 4 MLB BAT UAS, 24 hr/day for 1 year.
Transient Aircraft Mixture of general aviation, regional,
and commercial (multiple transient AC models)
Operating Area Mixture of land and marine environments
in Seattle, WA (multiple operating areas). Boats modeled as buildings
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 23March 29, 2011
Example: Urban Applications
Results
Parameter Land Areas Marine Areas
Ftransient 1 every 700 missions 1 every 1300 missions
Fped 1 every 1.3 missions 1 every 1700 missions
Fbldg 1 every 0.01 missions 1 every 420 missions
Ffat 1 every 0.4 missions 1 every 9 missions
M $25M per mission $1M per mission
Likely to strike pedestrians and buildings (significant secondary economic impact)
Ground based fatality is virtually guaranteed during a mission. Ground based operation area is much more dangerous than maritime
environment (maritime is still prohibitively costly >$1M per mission)
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 24March 29, 2011
Web Based Implementation
Easy to use system to acquaint people with “risk based paradigm” Website helps users find information and perform calculations.
http://vger.aa.washington.edu/~afsl
Aeronautics & Astronautics
Autonomous Flight Systems Laboratory
University of Washington 25March 29, 2011
Conclusions
Risk tool presented here is designed to be a reliable, accurate, and easily accessible method to estimate the risk to human life incurred from a given UAS operation.
Risk to human life is primary concern, economic impacts can be derived as secondary parameters.
Currently, tool is best used as an order of magnitude approximation due to large uncertainty in input parameters.
Estimates could be used to make a case to the FAA for safe operation of UAS in the National Airspace.
QUESTIONS?