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By I. Shafarevich

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Additional resources for Basic Algebraic Geometry 1 - Vars. in Projective Space

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For this case study we use glass mold cost ratios as listed in Figure 4. Figure 3a shows a rationalization result using a conical planar quad mesh, which implies very favorable properties for simplifying the substructure, cf. [Liu et al. 2006; Pottmann et al. 2007]. Naturally this approach leads to a facetted result with kink angles up to 11 . A further option makes use of the close relation between planar quad meshes and developable strip models ([Pottmann et al. 2008b]): Refining the planar quad mesh in one direction and keeping the faces planar leads to a rationalization using single-curved strips.

Curved panels are either produced using specially fabricated molds with the cost of mold fabrication often dominating the panel cost, or the panels require unique machine configurations, which drive cost by means of machining time. There is thus a strong incentive to reuse the same mold or machine configuration for the production of multiple panels to reduce the overall cost. In the following we use the term mold to also refer to machine configuration. The choice of panel types depends on the desired material and on the available manufacturing technology.

L +*00 '2##! #*'=  " &# !  &. #(*' C ##=  " &# ! = 35 Lamella Flock Martin Tamke CITA, Centre for Information Technology and Architecture, Royal Danish Academy of Fine Arts, School of Architecture Jacob Riiber CITA, Centre for Information Technology and Architecture Royal Danish Academy of Fine Arts, School of Architecture Hauke Jungjohann Knippers Helbig Advanced Engineering Mette Ramsgard Thomsen CITA, Centre for Information Technology and Architecture Royal Danish Academy of Fine Arts, School of Architecture Abstract.

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Basic Algebraic Geometry 1 - Vars. in Projective Space by I. Shafarevich


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