EASA ATPL Package (former JAA) Principles of Flight

Supersonic Aerodynamics

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Sample Question: Supersonic Aerodynamics

Question 2783
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The speed of sound is determined only by:

A
temperature.
B
pressure.
C
humidity.
D
density.

Understanding Supersonic Aerodynamics for ATPL Principles of Flight

Supersonic aerodynamics examines how aircraft behave as flow transitions from subsonic to transonic and supersonic regimes. In the transonic range (approximately Mach 0.75–1.2), aeroplane characteristics are dominated by Mach number: local pockets of supersonic flow form, terminate in shock waves, and produce a rapid rise in drag and changes in stability and control. The critical Mach number (Mcrit) is the free-stream Mach at which local sonic flow first appears; beyond this, wave drag increases sharply. Design features such as sweepback, thinner aerofoils, supercritical sections, and area ruling are employed to increase Mcrit and soften the transonic drag rise, aligning with performance objectives and operational limitations used in ATPL training and aviation regulations.

Shock waves are central to this topic. Across a shock, static pressure, temperature, and density all increase, while total pressure decreases; a normal shock decelerates the flow to subsonic. In supersonic flight, the Mach cone angle μ equals arcsin(1/M), so it decreases as Mach number increases (e.g., μ = 45° corresponds to M ≈ 1.41). The audible “sonic boom” is caused by the coalescence of aircraft-generated shock waves. On lifting wings, shocks interact with the boundary layer and control surfaces: a downward-deflected aileron can shift the local shock slightly aft ahead of the control surface and reduce aileron effectiveness. Vortex generators energize the boundary layer, delaying separation and reducing wave drag. Supercritical aerofoils—characterized by a larger nose radius, a flattened upper surface, and regions of both positive and negative camber—attenuate shock strength and postpone drag rise, improving transonic efficiency.

As Mach number increases through transonic, the wing’s centre of pressure moves aft, producing a nose-down pitching moment often termed Mach tuck. Pilots counter this with a pitch-up input via elevator or stabilizer, and many transport-category aircraft include a Mach trim system as part of the aircraft systems suite to provide automatic compensation. Shock-induced separation can lead to buffet and “shock stall,” which occurs when lift coefficient, as a function of Mach number, reaches a maximum. Operationally, pilots manage buffet margins, observe MMO/VMO limitations in accordance with the AFM and aviation procedures, and follow appropriate speed schedules (IAS/Mach) in climb, cruise, and descent. For example, in a constant-Mach descent from high altitude, true airspeed increases as temperature rises (a ∝ √T). At high altitude, indicated stall speed can increase due to compressibility effects as the stall occurs at higher Mach numbers. Note that some stability phenomena, such as Dutch roll, can occur below Mcrit and are handled via standard procedures and yaw damping.

What this question bank covers

  • Mach number fundamentals: Mcrit, MMO, Mach angle, sonic boom, transonic drag rise
  • Shock-wave physics: changes in pressure, temperature, density; normal vs. oblique shocks; boundary-layer interaction
  • Wing and fuselage design: sweepback, thin and supercritical aerofoils, area ruling, vortex generators, wave drag reduction
  • Stability and control: centre-of-pressure shift, Mach tuck, Mach trim systems, shock stall, control surface effectiveness, Dutch roll
  • Operations and procedures: IAS vs. Mach scheduling, constant-Mach descents, stall speed at altitude, compliance with AFM limits and aviation regulations for ATPL exams