توماس ساراسينو
托马斯·萨拉切诺
トマスサラセーノ
SOLAR BELL
Inspired by Alexander Graham Bell’s lesser-known experiments with flight behavior of tetrahedrons, Berlin-based artist Tomas Saraceno developed Solar Bell – a lightweight, wind and solar powered, sculpture that plays with the concept of flying buildings.

1194D^3
Initially started as a tweak of 115C8 in 2013, one of Kwok’s Algorithmic Creatures based on finite subdivision, 1194D is an experiment on multiple geometric creatures co-existing within a tetrahedron-based grid environment. In 2017, The project was improved and revised into an immersive triple-screen audiovisual installation as 1194D^3 for .zip Future Rhapsody art exhibition curated by Wu Juehui & Yan Yan at Today Art Museum in Beijing, China. The entire visual is programmed and generated using Processing. All stages are later composed and exported using Premiere.

Symmetryscope
Experimental project SYMMETRYSCOPE tryes get to the bottom of symmetry and reveal its possibilities. At first step the liner symmetry was investigated and several columns were made. The principle consisted in the rotation and mirroring geometrically simple shapes (tetrahedron). However, the geometry of the column did not allow any internal spaces and so were unusable for architectural purposes. Another move forward was done by the planar symmetry. The principle was similar to the columns. The effort was to achieve interior spaces.

SMOKE
The only large-scale work Smith ever created specifically for an interior space, Smoke now enchants passers by in its new outdoor home. This two-tiered aluminum sculpture stands 24 feet tall and is a combination of geometric components, including five tetrahedrons and forty-five extended octahedrons. more…

Vielecke und Vielfläche
Regular convex polyhedra, frequently referenced as “Platonic” solids, are featured prominently in the philosophy of Plato, who spoke about them, rather intuitively, in association to the four classical elements (earth, wind, fire, water… plus ether). However, it was Euclid who actually provided a mathematical description of each solid and found the ratio of the diameter of the circumscribed sphere to the length of the edge and argued that there are no further convex polyhedra than those 5: tetrahedron, hexahedron (also known as the cube), octahedron, dodecahedron and icosahedron.
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