
Even a big old pelican can be
modeled. Notice its graceful
wlngtlp aileron feathers.
PECIFICATIONS
5DEL: Turkey Vulture
ODEL TYPE: bird-like rudderless glider
'INGSPAN: 64 in.
ING AREA: 600 sq. in.
NGTH: 25.5 in.
EIGHT: 2.5 Ib.
ING LOADING: 9.75 oz./sq. ft.
tDIO REQ'D: 2-channel (aileron and elevator)
Herein my seagull model.,Note:that the mbvabte*
wingtip feature, begins at about the gray/black iolbr
Jlne'. (The midspan break in the photo is a fixed
ground-adjustable joint for altering the dihedral.) * V|
COMMENTS: designed by Bob Hoey, this bird-like RC Turkey
Iture uses highly effective wingtip aileron feathers to bank
d turn the model just like a real bird. The model has no
^rtical fin or rudder but is very stable in flight. Built of balsa
and plywood, the model is covered with MonoKote and has a
drop-away ventral fin for bungee high-start launches. It can also
Ib dropped from another airplane. The wing is highly under-
mbered and slightly reflexed. The plan shows the articulated
Bngtip aileron feathers in detail.
DESIGN METHOD
Start by observing and photographing the bird species you wish
to imitate. Try to get bottom, side and front views, but be pre-
pared for a real challenge, since these critters are continuously
changing shape. Slides are best because they can be projected
onto a wall, and your subject's shape can be traced with a pencil.
Varying the projection distance also allows different views to be
scaled to the same size. Use a little artistic license and develop a
3-view.
Next, apply the simplified stability and control criteria
described herein (center of gravity [CG] location, wing dihedral
and sweep). Make design alterations to your 3-view to bring these
numbers within reason. The final step is to design flexibility into
the structure to allow for trial-and-error development of your
design. (Provide for changes in dihedral, CG and tail area, for
example). Gliding flight without a vertical tail is certainly
possible, but stability will be less than that of a typical RC glider.
PITCH AXIS
The complex planform of a bird's wing requires more attention
during the design to properly locate the CG. The wing's mean
aerodynamic chord (MAC) and aerodynamic center (AC) can be
located using the procedure described in the "Click Trip" URL at
the end of this article. First flights should be made with the CG
close to the aerodynamic center. Bird models are typically very
short-coupled in pitch, and the tail area may need to be enlarged,
much like any scale model. A 15- to 20-percent increase will
improve trim ability and require less attention to maintain glide
speed. Using a slightly reflexed airfoil (typical for flying wings)
also avoids large tail deflections.
ROLL-YAW AXIS
The complex shape of a bird's wing, and a bird's lack of a vertical
tail, make the design of the wing critical to successful flight. Wing
sweep and dihedral are the critical features. Dihedral varies over
the span of most bird wings. Land birds (hawks, buzzards, eagles,
etc.) usually have small dihedral near the root and increasing
dihedral near the tip. Sea birds (gulls, pelicans, albatross, etc.), on
the other hand, often have negative dihedral but high sweep in
their outer wing panels. A method for defining the total dihedral
effect for the wing is also described in the "Click Trip." These
calculations are for the wing only and do not account for the
The basic keel and plywood crutch
parts of the fuselage (bird's body).
JUNE 2002 S7
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