Application of Fractal Methods in the Design of Modern Structures
摘要
Fractal architecture allows you to find the most unusual in shape and structurally optimal building structures. If earlier architects drew their inspiration from natural objects, then modern designers also use the methods of mathematics, for example, fractal geometry. And the purpose of the research is to find the most complex forms among natural objects and nonlinear mathematical structures. It is worth noting that fractal geometry methods are a very effective method of mathematical modeling of architectural objects. Fractal shaping algorithms in the form of shifting, self-similarity, sliding can be used in the design of a variety of structures. The fractal principle in the design of structures allows you to make the structure unique. The properties of fractals contribute to the creation of unusual and comfortable structures by modern architects. Computer modeling methods and digital technology capabilities are used to design these structures. The use of modern design technologies and methods of fractal geometry allows you to create structures with a fractal structure. This makes it possible to find optimal solutions when designing these structures. Very often, when designing, such methods as a trace of movement, bending, bending of surfaces, forms of wildlife are used. Fractal algorithms also allow nonlinear transformations of the original structure. The use of fractal structures in the process of architectural shaping makes it possible to form a harmonious architectural appearance of cities.