UNISPHERE: the largest representation
of our globe ever attempted. UNISPHERE: the largest stainless
steel structure yet built. Stainless steel. Why? Because it is
to become a permanent landmark, UNISPHERE must be virtually maintenance-free
yet remain enduringly beautiful. Stainless steel alone could
do the job.
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Decoratively used for years by architect
and designer ...
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... it was easy to suggest stainless
steel's strength and beauty for a structure so large.
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Here's what our engineers went to
work on:
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Assignment:
For purposes of monumental
beauty only, complete a feasible design for a stainless steel
structure as high as a 12-story building.
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If UNISPHERE were to be harmonious
when viewed from any angle ...
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... no diagonal bracing could
be used between parallels and meridians.
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Take away such bracing and conventional
structural members normally get heavier and bulky.
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But each structural member of
UNISPHERE must appear light and attractive.
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Perched atop a sculptured base,
which must suggest lightness and grace ...
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... UNISPHERE would have to withstand
the enormous and changing forces of the wind as well as its own
weight. The continents and islands would act like sails and wind
pressure could exert forces nearly equal to the weight of the
entire structure.
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Because UNISPHERE is open and
its land areas irregular in size and position, the wind blows
on either the outside or the inside; the front of a continent
or its back.
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No past experience was available
to calculate the wind forces because no one had ever built a
UNISPHERE before or anything like it!
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To meet this phase of the challenge,
exhaustive wind tunnel tests were conducted at the University
of Maryland.
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From these aerodynamic tests came
the data that made design analysis possible.
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[wind tunnel model]
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The mathematics of analysis posed
its own peculiar challenge.
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[UNISPHERE had to be completed by
April, 1964. High-speed computers were used ...
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... to solve the thousands of problems
that would have taken years if attempted manually.
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In the design of this bridge, for
instance, it was necessary to solve only 35 simultaneous equations.
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In UNISPHERE, one problem alone
required a solution of 670 simultaneous equations.