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Relevant bibliographies by topics / Axonometry plane

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Academic literature on the topic 'Axonometry plane'

Author: Grafiati

Published: 5 June 2025

Last updated: 2 August 2025

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Journal articles on the topic "Axonometry plane"

1

Karpyuk, L. V., N. O. Davydenko та Gezevi Abdalhaleh Goma Ahmed. "Аxonometric transformations of a complex drawing". Вісник Східноукраїнського національного університету імені Володимира Даля, № 1 (277) (10 березня 2023): 43–47. http://dx.doi.org/10.33216/1998-7927-2023-277-1-43-47.

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When drawing up technical drawings, it is sometimes necessary to have visual representations along with images of objects in the orthogonal projection system. For such images, the method of axonometric projection is used (axonometry is a Greek word, literally translated as measurement along the axes; axon means axis, metreo means measuring). The essence of the axonometric projection method: an object, together with the axes of rectangular coordinates to which it is assigned in space, is projected onto a certain plane so that none of its coordinate axes is projected onto it at a point. In this

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Dicheva-Kirilova, Natasha, and Jaklina Jivkova-Todorova. "A constructive model of orthogonal axonometry." Facta universitatis - series: Architecture and Civil Engineering 2, no. 5 (2003): 405–12. http://dx.doi.org/10.2298/fuace0305405d.

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A new method for object representation in arbitrary orthogonal axonometry is suggested. Constructions for a point drawing are shown, using two rotations - a rotation of the coordinate plane Oxy to the profile plane and a rotation of the profile plane to the projection plane. Using these simple constructions, an object can be projected on arbitrary plane. Plane figures (circles and polygons) can be pictured, too.

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3

Abdurahmanov, Sherzod. "Use of Mechanisms Marking Centers of Simplexes in Their 2-Dimensional Projections as Axonographs of Multidimensional Spaces." Geometry & Graphics 8, no. 4 (2021): 13–23. http://dx.doi.org/10.12737/2308-4898-2021-8-4-13-23.

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A brief historical excursion into the graphics of geometry of multidimensional spaces at the paper beginning clarifies the problem – the necessary to reduce the number of geometric actions performed when depicting multidimensional objects. The problem solution is based on the properties of geometric figures called N- simplexes, whose number of vertices is equal to N + 1, where N expresses their dimensionality. The barycenter (centroid) of the N-simplex is located at the point that divides the straight-line segment connecting the centroid of the (N–1)-simplex contained in it with the oppo

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Mamurov, Islom, and Feruza Islamovna Mamurova. "CONSTRUCT THE SHADOWS OF A STRAIGHT TETRAHEDRAL PYRAMID." Multidisciplinary Journal of Science and Technology 4, no. 6 (2024): 179–82. https://doi.org/10.5281/zenodo.11641784.

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Shadows of geometric objects in orthogonal projections. Shadows of geometric objects in axonometry. Own and falling shadows of objects. Shadows falling on other objects. The shadows of a geometric body are the shadows of a straight circular cone standing on the horizontal plane of projections. Shadows of a geometric body In this case, the shadow of the base coincides with it and it remains to find shadows only from the vertex of the cone that fall on the frontal plane of projection to the point NS and the horizontal plane of projection to the point

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Sokolova, L. "K. Polke's Theorem in Computer Model Space in 2D Modeling." Geometry & Graphics 12, no. 1 (2024): 12–21. http://dx.doi.org/10.12737/2308-4898-2024-12-1-12-21.

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The application of Polke's theorem in the search for a coordinate system for an electronic geometric model in the model space of a computer in 2D geometric modeling is considered. The possibility of creating an electronic geometric model in a system of axonometric axes in 2D modeling for scientific and educational purposes using a coordinate method is shown. It is possible to solve problems on axonometric coordinate planes that do not provide solutions in a rectangular coordinate system. In the computer model space, it has become possible to solve classical problems of descriptive geometry, th

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6

Беликов, А. В. "Ортогональная проекция как часть формирования композиционного мышления в древнеегипетском искусстве". Scientific Papers of St Petersburg Academy of Fine Arts, № 73 (9 липня 2025): 24–37. https://doi.org/10.62625/2782-1889.2025.73.73.002.

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Статья посвящена изучению эволюции композиционной мысли в древнеегипетском искусстве через развитие ортогональной проекции. Автором обосновывается актуальность и значимость темы исследования. Дается характеристика композиционных особенностей орнаментальной художественной визуализации с истоками в пиктографии. Показана роль ортогональной проекции в становлении древнеегипетского искусства. Анализируется методология ортогональной проекции и аксонометрии как автономных способов (техник) изображения пространства на плоскости. The article is devoted to study of the evolution of compositional thought

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Valiev, Azamjan Nematovich, Khayriddin Koplon ugli Amirkulov, and Dilkhavas Ikromjon qizi Khakimjonova. "THE IMAGE OF AXONOMETRIC PROJECTIONS IN CONJUNCTION WITH COMPLEX DRAWINGS." Multidisciplinary Journal of Science and Technology 4, no. 3 (2024): 217–25. https://doi.org/10.5281/zenodo.10827155.

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While the working drawing of a part is the basis of production, it takes mental effort and time to quickly visualize its shapes and structural structure. And in this case, there is a need for an auxiliary clear image, that is, an axonometric projection of the object. This article presents theoretical material on the graphical construction of an axonometric projection such as a trimetric projection of a part based on a complex drawing of a part and with its binding. At the same time, it relies on an auxiliary projection method.

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Baidabekov, Auуez. "The emergence and development of axonometry." Рroblems of engineering and professional education 75, no. 4 (2024): 18–28. http://dx.doi.org/10.32523/2220-685x-2024-75-4-18-28.

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The article discusses the history of the emergence and development of axonometry. Axonometry has gradually developed since ancient times, in particular from the ancient Greeks, Egypt and Mesopotamia, and basic imaging techniques have been developed. The ancient Greek scientists Euclid, Archimedes and Apollonius laid the foundations of geometry, and this contributed to the development of ideas about space and perspectives important for later axonometry. In the Middle Ages, when stagnation was taking place in Old Europe, an Arab Caliphate was created in Asia, the works of ancient Greek scientist

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Baidabekov, Auyez. "The emergence and development of axonometry." Рroblems of engineering and professional education 75, no. 4 (2024): 18–30. https://doi.org/10.32523/2220-685x-2024-75-4-18-30.

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The article discusses the history of the emergence and development of axonometry. Axonometry has gradually developed since ancient times, in particular from the ancient Greeks, Egypt and Mesopotamia, and basic imaging techniques have been developed. The ancient Greek scientists Euclid, Archimedes and Apollonius laid the foundations of geometry, and this contributed to the development of ideas about space and perspectives important for later axonometry. In the Middle Ages, when stagnation was taking place in Old Europe, an Arab Caliphate was created in Asia, the works of ancient Greek scientist

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10

O'Shaughnessy, Katherine. "The 1866 Vercoe and Harding map and the axonometric: the object of subjective representation." Architectural History Aotearoa 7 (October 30, 2010): 58–65. http://dx.doi.org/10.26686/aha.v7i.6792.

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The 1866 Vercoe and Harding map of Auckland provides a visual description of colonial development during the 1860s. This map is a static representation of the past and the backdrop to an exploration of the site via architectural drawing. This paper outlines the process of excavating a site through axonometric drawing looking specifically at an area within Freemans Bay. It explains how the two dimensional Vercoe and Harding map has been extruded into a three dimensional representation of the site. The idea of the map as a subjective representation of the past will be explored alongside the use

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Books on the topic "Axonometry plane"

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Winfried, Nerdinger, Zimmermann Florian, and Technische Universität München Architektursammlung, eds. Die Architekturzeichnung: Vom barocken Idealplan zur Axonometrie : Zeichnungen aus der Architektursammlung der Technischen Universität München. Prestel, 1986.

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Hong Kong typology: An architectural research on Hong Kong building types : in the form of a typology index with short descriptive texts, plans and axonometric diagrams : introduced by a photographic essay and an historical insight. GTA, 2010.

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Book chapters on the topic "Axonometry plane"

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Toulias, Thomas L. "Plane-Geometric Investigation of a Proof of the Pohlke’s Fundamental Theorem of Axonometry." In Springer Optimization and Its Applications. Springer International Publishing, 2018. http://dx.doi.org/10.1007/978-3-319-74325-7_21.

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Conference papers on the topic "Axonometry plane"

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Molina, Juan Jacobo, Fernando Rubio, and Lorena Vecslir. "Transformaciones urbanas en enclaves comerciales emergentes en las metrópolis de Bogotá y Buenos Aires." In Seminario Internacional de Investigación en Urbanismo. Maestría en Planeación Urbana y Regional. Pontificia Universidad Javeriana de Bogotá, 2014. http://dx.doi.org/10.5821/siiu.6051.

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Los recientes procesos de transformación que se han ido generando en torno de los grandes centros comerciales en las metrópolis de Bogotá y Buenos Aires arrojan luces sobre una serie de sinergias funcionales e híbridos urbanos que constituyen el objeto central de esta investigación. Partiendo de la hipótesis que estas transformaciones son el resultado de la interacción entre una fórmula comercial “prediseñada” según las estrategias comerciales y principios homogeneizadores del mercado, y un espacio urbano con caracteres físicos y sociales específicos, se analizan

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2

Huang, Siyi, Jiawei Wang, Lei Mao, Juan Ren, and Lei Zhang. "New Space Exploration of Chinese Education in the 21st Century Based on Heuristic Infiltration Teaching Method." In 13th International Conference on Applied Human Factors and Ergonomics (AHFE 2022). AHFE International, 2022. http://dx.doi.org/10.54941/ahfe1002405.

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With the rapid development of China in recent decades, people's life has undergone a qualitative change, facing a new way of life and a new way of thinking. In this context, this study will discuss what kind of buildings, Spaces and urban status have changed with these changes, which will change, what architects can do for these changes, and what attitude they should hold towards these changes.This study comes from the open architecture design course of the School of Architecture of Chang 'an University in 2021, which is taught by Lei Mao, an architect who graduated from Berlage Institute. The

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