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Tri-6
spaceframe: (three-way hexagon and small triangle outer grid
over three-way |
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large triangle inner grid) |
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The
tri-6 spaceframe design is unique compared to the other spaceframes
because it |
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cannot
be sliced out of the octet truss. As a result, the Polymorf model of
it is comprised of |
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several
different types of panels. |
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click image to enlarge |
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a) outer grid |
b) inner grid |
c) side view |
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Fig. 246 - Tri-6 spaceframe [static demonstration model built with
IT (blue), RT (green), ST (red), SS (orange) ] |
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[Note:
The orange colored panels (bracing struts) shown in the above model are
not used |
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in the
real-life spaceframe. Instead the struts forming the large
triangular inner grid |
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(shown
green here) span from vertex to vertex in one piece.] |
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 |
 |
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click image to enlarge |
IT (blue), RT (green) |
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Fig. 247 - Strut diagram of |
Fig. 248 - Tri-6 unit cell stability |
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the
Tri-6 spaceframe |
M = 12 J = 6 |
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12 = 3 ( 6 ) - 6 stable |
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The
stability analysis of the Tri-6 unit cell shown in Fig. 248 above reveals
that it is stable. |
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Therefore so is the spaceframe (presuming of course that each strut making
up the |
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inner
large triangle grid is one solid piece instead of the jointed strut
modeled here). |
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Tri-6 is suitable for short to medium spans. |
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Skylights can be inserted into the hexagonal |
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openings of the outer grid. |
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Fig. 249 - Boat slip with Tri-6 |
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spaceframe cover ► |
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(scale visualization model) |
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click image to enlarge |
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Back
to Knowhere |
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Page 141
- Building stability - Tri-6 spaceframe |
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