from 01.10.2008 until now
Russian Federation
Russian Federation
Descriptive geometry is a science that develops and studies ways to map one space onto another. The method of descriptive geometry is the projection method; by mapping geometric figures of other spaces onto a plane using the projection procedure, we obtain a two-dimensional image. Considering the mapping onto a two-dimensional space, we obtain a graphical model. When working with graphical models, we work with two-dimensional images of three-dimensional, four-dimensional, etc. space. Based on spatial imagination, all drawings are created, absolutely any image appears, mainly as a result of the formation of this image in the brain. To become a creator, you need to thoroughly study descriptive geometry.
pedagogy; teaching; descriptive geometry; quality of education, heuristic thinking
1. Beglov I. A. Nachertatel'naya geometriya i inzhenernaya grafika: neobhodimost' izucheniya v shkole i v vuze // Sbornik trudov Vserossiyskoy nauchno-metodicheskoy konferencii po inzhenernoy geometrii i komp'yuternoy grafike. Chast' 1. M.: MITHT, 2008. S.32–34.
2. Bubennikov A.V., Gromov M.Ya. Nachertatel'naya geometriya. M.: Vysshaya shkola, 1973. 416 s.
3. Vinnickiy I.G. Nachertatel'naya geometriya. M.: Vysshaya shkola, 1975. 280 s.
4. Vinogradov V.N. Nachertatel'naya geometriya. Minsk: Vysh. shkola, 1977. 268 s.
5. Vyshnepol'skiy V.I., Sal'kov N.A. Celi i metody obucheniya graficheskim disciplinam // Geometriya i grafika. 2013. T. 1. № 2. C. 8–9. DOI: 10.12737/ 777.
6. Glagolev N.A. Nachertatel'naya geometriya. M.–L.: ONTI NKTP SSSR, Glavnaya redakciya obschetehnicheskoy literatury i nomografii, 1936. 160 s.
7. Vyshnepol'skiy V.I., Boykov A. A., Egiazaryan K. T., Kadykova N. S. Metodicheskaya sistema provedeniya zanyatiy na kafedre «Inzhenernaya grafika» RTU MIREA // Geometriya i grafika. 2023. T. 11, № 1. S. 23–34. DOIhttps://doi.org/10.12737/2308-4898-2023-11-1-23-34.
8. Vyshnepol'skiy V. I., Boykov A. A., Efremov A. V., Kadykova N. S. Organizaciya praktiko-orientirovannogo obucheniya na kafedre «Inzhenernaya grafika» RTU MIREA // Geometriya i grafika. 2023. T. 11, № 1. S. 35–43. DOIhttps://doi.org/10.12737/2308-4898-2023-11-1-35-43.
