Biomimetic Geometry Approach to Generative Design

Čučaković, Aleksandar; Jović, Biljana; Komnenov, Mirjana

doi:10.3311/ppar.10082

Cited by 14 publications

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“…Reference [32] introduced the industrial revolution, the Atlantic magazine. Reference [33] noted on biomimetic geometry approach to generative design. Reference [34] investigated the data-driven flower petal modeling with botany priors.…”

Section: Related Workmentioning

confidence: 99%

Architectural and Landscape Garden Planning Integrated with Artificial Intelligence Parametric Analysis

Wang

Chen²

2022

Security and Communication Networks

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Parametric design, driven by digital technology, has sparked extensive research and debate in the domains of architecture and urban planning, offering a new approach to issue solving. Architecture and landscape architecture, like architecture and urban planning, are disciplines that are part of the artificial environment. Architectural landscape design has begun to be influenced by parametric design. This study presents a more technical parametric design technique of architectural landscape design that involves artificial intelligence parametric analysis and proposes an architectural landscape planning and design method that incorporates artificial intelligence (AI) parametric analysis. This is a new discipline of concurrent design that complements and expands architectural landscape design methodologies and is based on artificial intelligence methods. This study integrates artificial intelligence parametric design theory and methodology into architectural landscape design and presents a parametric method appropriate for landscape architecture design based on architectural landscape architecture characteristics.

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Section: Related Workmentioning

confidence: 99%

Architectural and Landscape Garden Planning Integrated with Artificial Intelligence Parametric Analysis

Wang

Chen²

2022

Security and Communication Networks

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“…Однако архитекторы считают, что в наш век инновационных идей уже недостаточно существующих, хорошо изученных аналитических поверхностей для реализации творческих замыслов архитекторов и инженеров [13,14]. Архитекторы и инженеры-механики требуют создания и исследования новых форм и поверхностей, описываемых аналитическими уравнениями, для внедрения их в различные отрасли науки и техники, поэтому у авторов появилась идея расширить класс поверхностей конгруэнтных сечений за счет винтовых поверхностей конгруэнтных сечений и поверхностей конгруэнтных сечений маятникового типа на круговом, эллиптическом и параболическом цилиндрах.…”

Section: цель исследованияunclassified

“…12. A helix-shaped surface of congruent elliptic sections (14) in the planes of a bundle on an elliptic cylinder (13) плоскости xOy, и все параболы лежали в плоскостях пучка, проходящих через ось Oz, то векторное уравнение поверхности, образованной траекторией движения параболы (рис. 14), необходимо представить в виде:…”

Section: винтообразные поверхности конгруэнтных сечений на эллиптичесunclassified

“…A helix-shaped curve (12) on an elliptic cylinder (13) Винтообразная поверхность конгруэнтных эллиптических сечений с плоскостью параллелизма на эллиптическом цилиндре A helix-shaped surface of congruent elliptic sections with the plane of parallelism on an elliptic cylinderРис. Винтообразная поверхность конгруэнтных эллиптических сечений(14) в плоскостях пучка на эллиптическом цилиндре(13)…”

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Surfaces of congruent sections on cylinders

Кривошапко

Иванов

2020

Vestnik MGSU

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Introduction. The definition of surfaces of congruent sections was first formulated in the work written by I.I. Kotov. These and several other types of surfaces, generated by the motion of a curve, belonged to the class of kinematic surfaces. Such kinematic surfaces as those of plane parallel displacement, surfaces of rotation, Monge surfaces, cyclic surfaces with ge-nerating circles having constant radius, rotative and spiroidal surfaces, helical some helix-shaped surfaces can be included into the class of surfaces that have congruent sections. Materials and methods. Using I.I. Kotov’s methodology, the authors first derived parametrical and vector equations for eight surfaces of congruent pendulum type cross sections of circular, elliptic, and parabolic cylinders and several helix-shaped surfaces. Circles, ellipses, and parabolas, located in the plane of the generating curve of a guiding cylinder or in the planes of a bundle that passes through the longitudinal axis of a cylinder, generate plane curves. Ellipses, analyzed in the article, can be easily converted into circles and this procedure can increase the number of shapes analyzed here. Results. Formulas are provided in the generalized form, so the shape of a plane generating curve can be arbitrary. Some surfaces of congruent sections are determined by two varieties of parametric equations. In one case, the central angle of the guiding cylindrical surface was used as an independent parameter, but in the other case, one of rectangular coordinates of the cylinder’s guiding curve served as an independent parameter. Two types of surfaces are analyzed: 1) when local axes of generating curves remain parallel in motion; 2) when these axes rotate. Conclusions. The analysis of the sources and the results, recommendations and proposals for application of surfaces, having congruent sections, is made with a view to their use in architecture and technology. The list of references has 27 positions, and it shows that the surfaces considered in this paper are being analyzed by architects, engineers, and geometricians both in Russia and abroad.

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“…The properties of living structures and forms that exist or act in nature are used in the creation of various designs according to biological principles [ 2 ]. By applying different geometric principles and biological knowledge to the process of modeling and copying models from nature, it is possible to produce various structures [ 3 ].…”

Section: Introductionmentioning

confidence: 99%

Exploration of nature-based biomimetic approach in landscape architectural design: parametric study of candelabra model design

Jović

Mitić

2020

Vis. Comput. Ind. Biomed. Art

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This research provides an exploration of a biomimetic approach in the process of designing a candelabra model using linear shaped leaves of a Bell flower. The design process described in this research contains two steps: biological and geometrical. In the first biological step, a proper model for the creation of an urban element was found from nature in a Bell flower (Campanula persicifolia L.). The upper leaves of the selected plant, which are small with a linear spear and sharpening at the top, were chosen for the modeling process. The second step included applying two geometrical methods, i.e., Voronoi diagrams and Delaunay triangulation. A geometrical leaf form of the selected plant species and the modeling process were obtained using aparametric modeling software, Blender. Using different Blender plug-ins and modifiers, Delaunay triangulation and Voronoi diagram were implemented by marking the starting points on the leaf form in the image data source, adjusting the Delaunay triangulation parameters, and creating Voronoi diagrams in which the Voronoi points were located at the shortest distance from the edges of the Voronoi polygon. Consequently, a three dimensional model of a candelabra was developed through this study.

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Biomimetic Geometry Approach to Generative Design

Cited by 14 publications

References 0 publications

Architectural and Landscape Garden Planning Integrated with Artificial Intelligence Parametric Analysis

Architectural and Landscape Garden Planning Integrated with Artificial Intelligence Parametric Analysis

Surfaces of congruent sections on cylinders

Exploration of nature-based biomimetic approach in landscape architectural design: parametric study of candelabra model design

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