![flamingo nxt japanese flamingo nxt japanese](http://buyrhino3d.com/images/rhino_flamingo.jpg)
In another study, Eric Broug ( 2013) categorizes the geometric ornamentation patterns into three main families which include most (but not all) of the patterns. It is worth noting that he mentions modularity as a method that provides the layout of a tessellation which is used for conceptualization, and does not necessarily involve the making of the individual tiles. For instance, Reza Sarhangi ( 2012) describes four methods of tiling constructions: “Radial Grid method”, “polygons in contact method (PIC)”, “star polygons” and “modularity” (Sarhangi 2012). There are other approaches in categorizing geometric patterns with a more scientific base.
![flamingo nxt japanese flamingo nxt japanese](https://i.ebayimg.com/images/g/c3cAAOSwSlBY3r49/s-l300.jpg)
Reviewing these four categories, we see that they are either based on practical experience of tiling (rather than the knowledge of mathematics) or based on a very generalized and sometimes vague method of geometric construction. Looking specifically at a case study, namely the Shaykh Abd al-Samad Shrine complex in Natanz, Iran, there are examples of using a ceramic tile of one geometric shape over flat surfaces of plaster and mud or in combination with brick. We believe instead they are referring to the experience of constructing patterns by propagating one geometric shape, thus other shapes may appear in the gaps or holes. It is worth noting that Abas and Salman are not referring to monohedral tessellations (one face tiling) since the gaps between tiles are suggesting tiling with two different shapes. In this case, just one single tile is used and through varying the orientation of neighboring pieces, or through removing pieces, related design emerges (Fig. The first category encompasses the patterns based on single-shaped tiles. With this in mind, they divide patterns into four different categories, the first two of which can be purely discovered through practical experience of tiling with simple shapes, while the last two refer to some geometrical construction rules. No thought or credit has been given to the practical experience of tiling with real shapes” (Abas and Salman 1992:44). Finally, it assesses the performance of a screen that is designed inspired by a Persian pattern with different resolutions.Īccording to Syed Jan Abas and Amer Shaker Salman, “the overall impression that is created is that from the earliest of times, the inventors of Islamic patterns were dedicated-geometers inspired by theoretical compass/ruler based constructions of the classical Greek geometry. The results provide a ground for expanding the research in simulation-based performance assessment for future designs of shading screens inspired by geometric patterns. 2011) and Flamingo nXt plugin for Rhino ( ), in order to assess the agreement among the outcomes. The experimental measurements are then compared to simulations carried out by DIVA for Rhino (Jakubiec et al. After that, it studies the experimental point-in-time daylighting illuminance in a room considered as the base case, while different shading screens are installed in front of its sole south faced window.
Flamingo nxt japanese how to#
Then it discusses a predictive model on how to translate complex patterns to simple patterns. Next it focuses on the application of these patterns in creating three-dimensional shading screens. This paper looks at some rules for creating geometric patterns. The goal of this present research is to study how different geometric patterns are realized in the shading screens, and the degree of daylighting performance that they provide for architectural spaces.
![flamingo nxt japanese flamingo nxt japanese](https://cdn11.bigcommerce.com/s-0kvv9/images/stencil/1280x1280/products/356055/545981/cocosurphop__74337.1614201980.jpg)
Such screens are not merely ornamental their environmental performance is also significant. Daylight penetrates into the spaces through perforated screens that allow light to filter into space. Geometric patterns were also applied to perforated screens.