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Eights on Pylons

Outline:

 
  1. Introduction to Eights-on-Pylons

    • Overview of the maneuver as more than rote understanding.

    • Describes the figure-eight pattern, focusing on keeping the pilot’s line of sight on the pylon.

  2. Defining the Maneuver

    • Objective: Maintain visual alignment on the pylon during turns.

    • Visual Effect: The pylon appears to pivot relative to the aircraft’s line of sight.

  3. Pivotal Altitude

    • Concept: The altitude at which the pylon appears stationary.

    • Factors Influencing Pivotal Altitude: Ground speed, radius of turn, and line of sight.

    • Adjustments:

      • Descend if altitude is too high (aircraft wing appears to move backward).

      • Ascend if altitude is too low (wing appears to move forward).

  4. Effects of Ground Speed

    • Pivotal altitude changes with variations in ground speed.

    • Requires recalculation for headwinds and tailwinds but only at the highest required pivotal altitude.

  5. Maintaining the Maneuver

    • The maneuver is a fixed-power, variable-airspeed activity.

    • “Doubling Effect”: Adjustments in altitude during the maneuver affect ground speed and pivotal altitude.

  6. Practical Applications

    • Real-World Usage: Allows object drop-offs in confined areas without landing (e.g., military, missionary applications).

    • Historical Usage: US Air Force patent and missionary use for bucket drop-offs.

  7. Training and Visual Perception Development

    • Helps develop a pilot’s ability to fly using external visual cues.

    • Emphasizes why the Airplane Flying Handbook (AFH) illustration may misrepresent the maneuver's radius with wind considerations.

  8. Effect of Wind on Radius and Line of Sight

    • Wind Impact: Constant radius is challenging with crosswinds, as roll-on points vary depending on wind direction.

    • Line of Sight Adjustments: Varies with wind shifts, causing pylon alignment to shift relative to the airplane.

  9. Mathematical Derivation of Pivotal Altitude

    • Formula for calculating pivotal altitude based on ground speed.

    • Derivation from physics, using centripetal force and lift equations to determine altitude relative to ground speed.


 

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