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STRUCTURAL GLASS FACADES - USC School of Architecture

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Morphology<br />

There is no body <strong>of</strong> work to draw on for this evaluation study, because few if any tensegrity<br />

structures have been employed in façade applications. Tensegrity structures in the context<br />

<strong>of</strong> the façade structures discussed herein are most closely related to cable trusses and grid<br />

shells with cable bracing, in that they combine complementary tension and compression<br />

elements in the basic structural form. If cable trusses are developed as 3-dimensional<br />

systems with multidirectional spanning behavior, they would qualify as a hybrid tensegrity as<br />

categorized in Table 6-2. The original definition <strong>of</strong> tensegrity derived from the work <strong>of</strong><br />

Kenneth Snelson included only closed system geometries. Fuller broadened the definition in<br />

several respects, and the large stadium tension structures such as the Georgia Dome (see<br />

Chapter 2.2.7) are typically referred to as tensegrity structures. Double-layer cable nets are<br />

conceivable, with compression struts separating the nets, and could be regarded as hybrid<br />

tensegrity structures in this categorization scheme. Tensegrity structures have been built<br />

from repeating cellular units, such as the Needle Tower shown in Chapter 2.2.7. It is easy to<br />

conceive <strong>of</strong> geometries such as these being developed into quite interesting façade<br />

structures.<br />

Design Considerations<br />

Aesthetics: Tensegrity structures present a compelling aesthetic. Compression elements<br />

appear to float in a tensile net.<br />

Transparency: The development <strong>of</strong> a tensegrity façade design is likely to emphasize the<br />

unique structural system more than the pursuit <strong>of</strong> transparency, although the result will most<br />

certainly represent a high-transparency façade.<br />

Geometric flexibility: Many geometric forms have been explored by Snelson and others, and<br />

mathematicians have cataloged variations <strong>of</strong> tensegrity geometries (Connelley & Back 1998)<br />

that remain largely unexplored in architectural applications.<br />

227

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