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Chapter 14<br />
Empennage<br />
The aircraft can have one or more tail surfaces, or no tail surface. Each tail is designated as<br />
horizontal or vertical, affecting some parameter definitions.<br />
14–1 Geometry<br />
The tail is described by planform area S, span b, chord c = S/b, and aspect ratio AR = b 2 /S. The<br />
tail volume can be referenced to rotor radius and disk area, V = Sℓ/RA; to wing area and chord for<br />
horizontal tails, V = Sℓ/Swcw; or to wing area and span for vertical tails, V = Sℓ/Swbw. Here the tail<br />
length is ℓ = |xht − xcg| or ℓ = |xvt − xcg| for horizontal tail or vertical tail, respectively. The geometry<br />
is specified in terms of S or V ; and b, orAR, orc. The elevator or rudder is described by the ratio of<br />
control-surface chord to tail chord, cf /c; and the ratio of control-surface span to tail span, bf /b.<br />
The tail contribution to the aircraft operating length is xtail +0.25c (forward), xtail − 0.75c (aft), and<br />
ytail ± (b/2)C (lateral)- where C = cos φ for a horizontal tail and C = cos(φ − 90) for a vertical tail.<br />
14–2 Control and Loads<br />
The tail is at position z F , where the aerodynamic forces act. The scaled input for tail position can<br />
be referenced to the fuselage length or the rotor radius.<br />
The horizontal tail can have a cant angle φ (positive tilt to left, becomes vertical tail for φ =90deg).<br />
Thus the component axes are given by C BF = X−φ. The control variables are elevator δe and incidence<br />
i.<br />
The convention for nominal orientation of the vertical tail is positive lift to the left, so aircraft<br />
sideslip (positive to right) generates positive tail angle-of-attack and positive tail lift. The vertical tail<br />
can have a cant angle φ (positive tilt to right, becomes horizontal tail for φ =90), so the component axes<br />
are given by C BF = X−90+φ. The control variables are rudder δr and incidence i.<br />
14–3 Aerodynamics<br />
The aerodynamic velocity of the tail relative to the air, including interference, is calculated in<br />
component axes, v B . The angle-of-attack αtail (hence C BA ) and dynamic pressure q are calculated from<br />
v B . The reference area for the tail aerodynamic coefficients is the planform area, S. The wetted area<br />
contribution is Swet =2S. From the elevator or rudder deflection and geometry, the increments in lift<br />
coefficient, maximum-lift angle, and drag coefficient are evaluated: ΔCLf, Δαmaxf, ΔCDf.