Anticipating that the usage rates will increase in the future, this study aims to raise awareness about the importance of geometry in load-bearing systems and the use of tessellation configurations. As a result, it has been observed that complex tessellation patterns obtained with more than one geometrical form are reflected in mathematical models with the advancement of technology. At this point, pattern-form, pattern-structure type, structure type-material and material-span properties were examined the effects of structures on chronological development were observed. In the field study, parameters in the understanding of design and application were analyzed depending on the tessellation patterns, construction materials and the span passed in different structures with a long span using the tracking technique and reviewed comparative inferences. In particular, it is aimed to analyze the situation through symbolic architectural structures that aim to pass a long span with different tessellation configurations. From this point of view, in this study, different tessellation patterns in load-bearing system designs are discussed. Until today, it is possible to find tessellation patterns on the facades of buildings and load-bearing structure designs in today's architectural environment, as it is used in floor coverings, wall and ceiling decorations, ornaments and landscape designs.
Tesselations created with geometric shapes also support design alternatives by using them in the architectural production process. Geometry plays a central role in architecture contributes to the development of architecture by helping design, construct, analyze and evaluate building forms. Various different textures will be gained to tessellate figures by mathematical transformations including translation, rotation, reflection and glide reflection on a surface. In the present study we will try to extend Escher's tessellation artworks into 3D for interior designing. The overall objective of the study is to emphasize how the use of interior design and different scientific disciplines could get a wealth to a place, how the situation activate the psychological perceptions and importance according to compliance with human-object-surrounding. For example, floor tiles could exactly be an Escher's tessellation artwork as in John August's Gecko Stone.
An aplication of tessellation in interior designing is accepted as a decorative work.
Tilings appear in all our surroundings, i.e., floor tiles, walls, ceilings, separators and even surfaces of equipment. Tiling is a very common way in general architecture. Escher's tessellation artworks are creative figures in the 2D plane. Tessellation is an arrangement of closed shapes that completely cover the plane without overlapping or leaving gaps.
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