|
ENGELWING |
|
|
|
|
|
. |
|
Engelwings
are made by pinging tetrahedra together by their edges to form |
|
a double
wide chain. The chain can be bent into a loop in either direction. |
|
. |
| . |
 |
 |
|
|
Fig. 317 Engelwing |
|
click image to enlarge |
|
|
|
. |
. |
|
The Engelwing is identical
to the Square-2 lattice structure shown in the
|
|
previous lesson. It
takes advantage of the inherent instability imparted to |
|
the lattice when it was
sliced out of the octet truss parallel to the (100) |
|
plane thus cutting the
octahedra in two and exposing their square shaped |
|
cross sections. This
allows the structure to flex in and out unless
it is braced |
|
with a diagonal strut or a
bracing plate is fastened to the face of the square. |
|
As the
wing flexes each tetrahedron acts as both a hinge and a lever that |
. |
|
forces adjoining
tetrahedra to flex. You can build Engelwings from regular |
|
tetrahedra made with equilateral
triangles, and irregular tetrahedra made |
|
with different combinations of the
of the Polymorf triangles. This lets you |
. |
|
make
tapered, bird-like wings for example. |
. |
| . |
|
click
image to enlarge |
|
 |
 |
|
Fig. 318 Tapered Engelwing |
|
|
|
|
|
|
. |
|
 |
 |
|
. |
|
Sammy |
swoop |
|
small
ani. 5K |
ani. 6K |
|
larger
ani. 14K |
|
|
Click
image to enlarge. Click text below image to see it animated, |
 |
|
 |
|
back |
Page 167 - Gizmo - Engelwing |
forward |