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Introducing Unmanned Aircraft Systems into a High Reliability ATC System

Published online by Cambridge University Press:  21 June 2013

Peter Brooker*
Affiliation:
(Aviation Consultant)
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Abstract

Civil and military unmanned aircraft systems (UAS) operations are currently subject to restrictions that put major limits on their use of airspace. There is considerable debate about how to develop the safe, secure and efficient integration of UAS into non-segregated airspace and aerodromes. This paper examines a necessary safety aspect. Airlines and their passengers would obviously ask, “Is it still safe with all these unmanned aircraft around?” The spotlight must be on Air Traffic Control Systems as High Reliability Organizations (HRO). That status comes from industry characteristics: focus on safety, effective use of technological improvements, learning from feedback from accidents/incidents, and an underpinning safety culture. The safety of ATC Systems has improved dramatically: accidents are now the product of rare and complex ‘messes’ of multiple failures. It is therefore a major challenge to preserve the HRO status by ensuring at least current safety performance. The analysis sketches feasible processes of policy decision-making and safety analyses. Key factors are policies on UAS equipage and airspace usage, implementation of a Traffic Alert and Collision Avoidance System (TCAS)-variant appropriate for UAS, use of an ‘Equivalent Level of Safety’ philosophy, small datalink latencies, proven HRO safety and learning cultures, and stress testing of system resilience by real-time simulations.

Information

Type
Research Article
Copyright
Copyright © The Royal Institute of Navigation 2013 
Figure 0

Figure 1. Some Integrated UAS elements.

Figure 1

Figure 2. Illustration of “Safety Progress” chart.

Figure 2

Figure 3. Safety progress chart for all mid-air collisions with ⩾1 fatalities in a civil (non-GA) aircraft, source ASN (2012).

Note: For the four accidents where the numbers of fatalities is not identified by ASN, it is assumed that there were two crew plus 60% of the passenger capacity. Technical note: The trend lines on this and Figure 4 are least-squares cubic fits to the data. As the underlying distribution of events is probably a Poisson process, the distribution of intervals would be expected to be exponentially distributed, rather than homescedastic (constant variance error terms), so the fit is simply a rough guide. In fact, if the vertical points are variance stabilised by a logarithmic transform, the curve has a similar shape.
Figure 3

Figure 4. Safety progress chart for mid-air collisions with ⩾10 fatalities in a civil (non-GA) aircraft, source ASN (2012).

Figure 4

Table 1. Necessary attributes of HROs for ATC Systems (not in a priority order).

Figure 5

Figure 5. Illustration of Factors in Collision Categories.

Figure 6

Table 2. Evolution of the prediction model based on past accidents (Amalberti, 2006).

Figure 7

Table 3. Brief summaries of the four TCAS aspects of ⩾10 fatalities collisions since 1993 (the Investigation Reports should be studied for a full picture).